(* Signature data from http://guests.mpim-bonn.mpg.de/alex/ptab/sig10.html; Mirror fixed by DBN *) Kh[Knot[3, 1]] = q^(-3) + q^(-1) + 1/(q^9*t^3) + 1/(q^5*t^2) Kh[Knot[4, 1]] = q^(-1) + q + 1/(q^5*t^2) + 1/(q*t) + q*t + q^5*t^2 Kh[Knot[5, 1]] = q^(-5) + q^(-3) + 1/(q^15*t^5) + 1/(q^11*t^4) + 1/(q^11*t^3) + 1/(q^7*t^2) Kh[Knot[5, 2]] = q^(-3) + q^(-1) + 1/(q^13*t^5) + 1/(q^9*t^4) + 1/(q^9*t^3) + 1/(q^7*t^2) + 1/(q^5*t^2) + 1/(q^3*t) Kh[Knot[6, 1]] = q^(-1) + 2*q + 1/(q^9*t^4) + 1/(q^5*t^3) + 1/(q^5*t^2) + 1/(q^3*t) + 1/(q*t) + q*t + q^5*t^2 Kh[Knot[6, 2]] = q^(-3) + 2/q + 1/(q^11*t^4) + 1/(q^9*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) + 1/(q^5*t^2) + 1/(q^5*t) + 1/(q^3*t) + t/q + q^3*t^2 Kh[Knot[6, 3]] = 2/q + 2*q + 1/(q^7*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^3*t) + 1/(q*t) + q*t + q^3*t + q^3*t^2 + q^5*t^2 + q^7*t^3 Kh[Knot[7, 1]] = q^(-7) + q^(-5) + 1/(q^21*t^7) + 1/(q^17*t^6) + 1/(q^17*t^5) + 1/(q^13*t^4) + 1/(q^13*t^3) + 1/(q^9*t^2) Kh[Knot[7, 2]] = q^(-3) + q^(-1) + 1/(q^17*t^7) + 1/(q^13*t^6) + 1/(q^13*t^5) + 1/(q^11*t^4) + 1/(q^9*t^4) + 1/(q^9*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) + 1/(q^5*t^2) + 1/(q^3*t) Kh[Knot[7, 3]] = q^3 + q^5 + q^5*t + q^7*t^2 + q^9*t^2 + q^9*t^3 + q^11*t^3 + 2*q^11*t^4 + q^13*t^4 + 2*q^15*t^5 + q^15*t^6 + q^19*t^7 Kh[Knot[7, 4]] = q + q^3 + 2*q^3*t + q^5*t^2 + 2*q^7*t^2 + q^7*t^3 + q^9*t^3 + 2*q^9*t^4 + q^11*t^4 + 2*q^13*t^5 + q^13*t^6 + q^17*t^7 Kh[Knot[7, 5]] = q^(-5) + q^(-3) + 1/(q^19*t^7) + 1/(q^17*t^6) + 1/(q^15*t^6) + 2/(q^15*t^5) + 1/(q^13*t^5) + 1/(q^13*t^4) + 2/(q^11*t^4) + 2/(q^11*t^3) + 1/(q^9*t^3) + 1/(q^9*t^2) + 2/(q^7*t^2) + 1/(q^5*t) Kh[Knot[7, 6]] = 2/q^3 + 2/q + 1/(q^13*t^5) + 1/(q^11*t^4) + 1/(q^9*t^4) + 2/(q^9*t^3) + 1/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 1/(q^5*t) + 2/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[7, 7]] = 3/q + 2*q + 1/(q^7*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^3*t) + 2/(q*t) + 2*q*t + 2*q^3*t + q^3*t^2 + 2*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[8, 1]] = q^(-1) + 2*q + 1/(q^13*t^6) + 1/(q^9*t^5) + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^3*t) + 1/(q*t) + q*t + q^5*t^2 Kh[Knot[8, 2]] = q^(-5) + 2/q^3 + 1/(q^17*t^6) + 1/(q^15*t^5) + 1/(q^13*t^5) + 1/(q^13*t^4) + 1/(q^11*t^4) + 2/(q^11*t^3) + 1/(q^9*t^3) + 1/(q^9*t^2) + 2/(q^7*t^2) + 1/(q^7*t) + 1/(q^5*t) + t/q^3 + q*t^2 Kh[Knot[8, 3]] = 2/q + 2*q + 1/(q^9*t^4) + 1/(q^5*t^3) + 2/(q^5*t^2) + 1/(q^3*t) + 2/(q*t) + 2*q*t + q^3*t + 2*q^5*t^2 + q^5*t^3 + q^9*t^4 Kh[Knot[8, 4]] = 2/q^3 + 2/q + 1/(q^11*t^4) + 1/(q^9*t^3) + 1/(q^7*t^3) + 2/(q^7*t^2) + 1/(q^5*t^2) + 1/(q^5*t) + 2/(q^3*t) + (2*t)/q + q*t + 2*q^3*t^2 + q^3*t^3 + q^7*t^4 Kh[Knot[8, 5]] = 3*q^3 + q^5 + 1/(q*t^2) + q^3/t + q^5*t + 2*q^7*t + 2*q^7*t^2 + q^9*t^2 + 2*q^9*t^3 + 2*q^11*t^3 + q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + q^15*t^5 + q^17*t^6 Kh[Knot[8, 6]] = q^(-3) + 3/q + 1/(q^15*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 2/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 2/(q^5*t) + 2/(q^3*t) + t/q + q^3*t^2 Kh[Knot[8, 7]] = 3*q + 2*q^3 + 1/(q^5*t^3) + 1/(q^3*t^2) + 1/(q*t^2) + 1/(q*t) + q/t + 2*q^3*t + 2*q^5*t + 2*q^5*t^2 + 2*q^7*t^2 + q^7*t^3 + 2*q^9*t^3 + q^9*t^4 + q^11*t^4 + q^13*t^5 Kh[Knot[8, 8]] = 3/q + 3*q + 1/(q^7*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 1/(q*t) + 2*q*t + 2*q^3*t + 2*q^3*t^2 + 2*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[8, 9]] = 3/q + 3*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + 2*q*t + 2*q^3*t + q^3*t^2 + 2*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[8, 10]] = 3*q + 3*q^3 + 1/(q^5*t^3) + 1/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + q/t + 2*q^3*t + 2*q^5*t + 3*q^5*t^2 + 2*q^7*t^2 + q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + q^11*t^4 + q^13*t^5 Kh[Knot[8, 11]] = 2/q^3 + 3/q + 1/(q^15*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 3/(q^5*t^2) + 2/(q^5*t) + 2/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[8, 12]] = 3/q + 3*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 3/(q*t) + 3*q*t + 2*q^3*t + q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[8, 13]] = 3/q + 3*q + 1/(q^7*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + 3*q*t + 2*q^3*t + 2*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[8, 14]] = 2/q^3 + 3/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 2/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 3/(q^7*t^2) + 3/(q^5*t^2) + 2/(q^5*t) + 3/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[8, 15]] = q^(-5) + q^(-3) + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 2/(q^17*t^6) + 2/(q^15*t^6) + 4/(q^15*t^5) + 2/(q^13*t^5) + 2/(q^13*t^4) + 4/(q^11*t^4) + 3/(q^11*t^3) + 2/(q^9*t^3) + 2/(q^9*t^2) + 3/(q^7*t^2) + 2/(q^5*t) Kh[Knot[8, 16]] = 3/q^3 + 4/q + 1/(q^13*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 3/(q^7*t^2) + 3/(q^5*t^2) + 3/(q^5*t) + 3/(q^3*t) + (2*t)/q + 2*q*t + q*t^2 + 2*q^3*t^2 + q^5*t^3 Kh[Knot[8, 17]] = 4/q + 4*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 2/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 3*q*t + 3*q^3*t + 2*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[8, 18]] = 5/q + 5*q + 1/(q^9*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 3/(q*t) + 3*q*t + 4*q^3*t + 3*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[8, 19]] = q^5 + q^7 + q^9*t^2 + q^13*t^3 + q^11*t^4 + q^13*t^4 + q^15*t^5 + q^17*t^5 Kh[Knot[8, 20]] = 2/q + q + 1/(q^11*t^5) + 1/(q^7*t^4) + 1/(q^7*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 1/(q*t) + q^3*t Kh[Knot[8, 21]] = q^(-3) + 2/q + 1/(q^15*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 1/(q^11*t^4) + 1/(q^9*t^4) + 2/(q^9*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) + 2/(q^5*t^2) + 1/(q^5*t) + 1/(q^3*t) Kh[Knot[9, 1]] = q^(-9) + q^(-7) + 1/(q^27*t^9) + 1/(q^23*t^8) + 1/(q^23*t^7) + 1/(q^19*t^6) + 1/(q^19*t^5) + 1/(q^15*t^4) + 1/(q^15*t^3) + 1/(q^11*t^2) Kh[Knot[9, 2]] = q^(-3) + q^(-1) + 1/(q^21*t^9) + 1/(q^17*t^8) + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 1/(q^11*t^4) + 1/(q^9*t^4) + 1/(q^9*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) + 1/(q^5*t^2) + 1/(q^3*t) Kh[Knot[9, 3]] = q^5 + q^7 + q^7*t + q^9*t^2 + q^11*t^2 + q^11*t^3 + q^13*t^3 + 2*q^13*t^4 + q^15*t^4 + q^15*t^5 + 2*q^17*t^5 + 2*q^17*t^6 + q^19*t^6 + 2*q^21*t^7 + q^21*t^8 + q^25*t^9 Kh[Knot[9, 4]] = q^(-5) + q^(-3) + 1/(q^23*t^9) + 1/(q^19*t^8) + 2/(q^19*t^7) + 1/(q^17*t^6) + 2/(q^15*t^6) + 2/(q^15*t^5) + 1/(q^13*t^5) + 2/(q^13*t^4) + 2/(q^11*t^4) + 1/(q^11*t^3) + 2/(q^9*t^3) + 1/(q^9*t^2) + 1/(q^7*t^2) + 1/(q^5*t) Kh[Knot[9, 5]] = q + q^3 + 2*q^3*t + q^5*t^2 + 2*q^7*t^2 + 2*q^7*t^3 + q^9*t^3 + 2*q^9*t^4 + 2*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + 2*q^13*t^6 + q^15*t^6 + 2*q^17*t^7 + q^17*t^8 + q^21*t^9 Kh[Knot[9, 6]] = q^(-7) + q^(-5) + 1/(q^25*t^9) + 1/(q^23*t^8) + 1/(q^21*t^8) + 2/(q^21*t^7) + 1/(q^19*t^7) + 2/(q^19*t^6) + 2/(q^17*t^6) + 3/(q^17*t^5) + 2/(q^15*t^5) + 1/(q^15*t^4) + 3/(q^13*t^4) + 2/(q^13*t^3) + 1/(q^11*t^3) + 1/(q^11*t^2) + 2/(q^9*t^2) + 1/(q^7*t) Kh[Knot[9, 7]] = q^(-5) + q^(-3) + 1/(q^23*t^9) + 1/(q^21*t^8) + 1/(q^19*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 2/(q^17*t^6) + 2/(q^15*t^6) + 3/(q^15*t^5) + 2/(q^13*t^5) + 2/(q^13*t^4) + 3/(q^11*t^4) + 2/(q^11*t^3) + 2/(q^9*t^3) + 1/(q^9*t^2) + 2/(q^7*t^2) + 1/(q^5*t) Kh[Knot[9, 8]] = 3/q^3 + 3/q + 1/(q^13*t^5) + 1/(q^11*t^4) + 1/(q^9*t^4) + 2/(q^9*t^3) + 1/(q^7*t^3) + 3/(q^7*t^2) + 2/(q^5*t^2) + 2/(q^5*t) + 3/(q^3*t) + (2*t)/q + 2*q*t + q*t^2 + 2*q^3*t^2 + q^3*t^3 + q^5*t^3 + q^7*t^4 Kh[Knot[9, 9]] = q^(-7) + q^(-5) + 1/(q^25*t^9) + 1/(q^23*t^8) + 1/(q^21*t^8) + 3/(q^21*t^7) + 1/(q^19*t^7) + 2/(q^19*t^6) + 3/(q^17*t^6) + 3/(q^17*t^5) + 2/(q^15*t^5) + 2/(q^15*t^4) + 3/(q^13*t^4) + 2/(q^13*t^3) + 2/(q^11*t^3) + 1/(q^11*t^2) + 2/(q^9*t^2) + 1/(q^7*t) Kh[Knot[9, 10]] = q^3 + q^5 + 2*q^5*t + 2*q^7*t^2 + 2*q^9*t^2 + 3*q^9*t^3 + 2*q^11*t^3 + 3*q^11*t^4 + 3*q^13*t^4 + 2*q^13*t^5 + 3*q^15*t^5 + 3*q^15*t^6 + 2*q^17*t^6 + 3*q^19*t^7 + q^19*t^8 + q^23*t^9 Kh[Knot[9, 11]] = 2*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 3*q^5*t + q^7*t + 3*q^7*t^2 + 3*q^9*t^2 + 2*q^9*t^3 + 3*q^11*t^3 + 3*q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + q^17*t^6 + q^19*t^7 Kh[Knot[9, 12]] = 2/q^3 + 3/q + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 3/(q^9*t^3) + 3/(q^7*t^3) + 3/(q^7*t^2) + 3/(q^5*t^2) + 2/(q^5*t) + 3/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[9, 13]] = q^3 + q^5 + 2*q^5*t + 2*q^7*t^2 + 2*q^9*t^2 + 3*q^9*t^3 + 2*q^11*t^3 + 4*q^11*t^4 + 3*q^13*t^4 + 2*q^13*t^5 + 4*q^15*t^5 + 3*q^15*t^6 + 2*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^19*t^8 + q^21*t^8 + q^23*t^9 Kh[Knot[9, 14]] = 4/q + 3*q + 1/(q^7*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + 3*q*t + 3*q^3*t + 3*q^3*t^2 + 3*q^5*t^2 + 2*q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^9*t^5 + q^11*t^5 + q^13*t^6 Kh[Knot[9, 15]] = 3*q + 2*q^3 + 1/(q^3*t^2) + 1/(q*t) + q/t + 4*q^3*t + 2*q^5*t + 3*q^5*t^2 + 4*q^7*t^2 + 3*q^7*t^3 + 3*q^9*t^3 + 3*q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[9, 16]] = q^5 + q^7 + q^7*t + 3*q^9*t^2 + q^11*t^2 + 2*q^11*t^3 + 3*q^13*t^3 + 4*q^13*t^4 + 2*q^15*t^4 + 3*q^15*t^5 + 4*q^17*t^5 + 3*q^17*t^6 + 3*q^19*t^6 + 2*q^19*t^7 + 3*q^21*t^7 + q^21*t^8 + 2*q^23*t^8 + q^25*t^9 Kh[Knot[9, 17]] = 3/q^3 + 4/q + 1/(q^13*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 2/(q^9*t^3) + 2/(q^7*t^3) + 4/(q^7*t^2) + 2/(q^5*t^2) + 3/(q^5*t) + 4/(q^3*t) + (3*t)/q + 2*q*t + q*t^2 + 3*q^3*t^2 + q^3*t^3 + q^5*t^3 + q^7*t^4 Kh[Knot[9, 18]] = q^(-5) + q^(-3) + 1/(q^23*t^9) + 1/(q^21*t^8) + 1/(q^19*t^8) + 3/(q^19*t^7) + 1/(q^17*t^7) + 3/(q^17*t^6) + 3/(q^15*t^6) + 4/(q^15*t^5) + 3/(q^13*t^5) + 3/(q^13*t^4) + 4/(q^11*t^4) + 3/(q^11*t^3) + 3/(q^9*t^3) + 2/(q^9*t^2) + 3/(q^7*t^2) + 2/(q^5*t) Kh[Knot[9, 19]] = 4/q + 4*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 2/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 3/(q^3*t) + 4/(q*t) + 3*q*t + 3*q^3*t + q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[9, 20]] = 2/q^5 + 3/q^3 + 1/(q^19*t^7) + 2/(q^17*t^6) + 1/(q^15*t^6) + 3/(q^15*t^5) + 2/(q^13*t^5) + 3/(q^13*t^4) + 3/(q^11*t^4) + 4/(q^11*t^3) + 3/(q^9*t^3) + 3/(q^9*t^2) + 4/(q^7*t^2) + 2/(q^7*t) + 3/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[9, 21]] = 3*q + 3*q^3 + 1/(q^3*t^2) + 2/(q*t) + q/t + 4*q^3*t + 2*q^5*t + 4*q^5*t^2 + 4*q^7*t^2 + 3*q^7*t^3 + 4*q^9*t^3 + 3*q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[9, 22]] = 4*q + 4*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (3*q)/t + 4*q^3*t + 3*q^5*t + 3*q^5*t^2 + 4*q^7*t^2 + 2*q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + 2*q^11*t^4 + q^13*t^5 Kh[Knot[9, 23]] = q^(-5) + q^(-3) + 1/(q^23*t^9) + 2/(q^21*t^8) + 1/(q^19*t^8) + 3/(q^19*t^7) + 2/(q^17*t^7) + 3/(q^17*t^6) + 3/(q^15*t^6) + 5/(q^15*t^5) + 3/(q^13*t^5) + 3/(q^13*t^4) + 5/(q^11*t^4) + 3/(q^11*t^3) + 3/(q^9*t^3) + 2/(q^9*t^2) + 3/(q^7*t^2) + 2/(q^5*t) Kh[Knot[9, 24]] = 5/q + 4*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 3/(q^3*t^2) + 3/(q^3*t) + 4/(q*t) + 3*q*t + 4*q^3*t + 2*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[9, 25]] = 2/q^3 + 4/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 3/(q^13*t^5) + 2/(q^11*t^5) + 4/(q^11*t^4) + 3/(q^9*t^4) + 4/(q^9*t^3) + 4/(q^7*t^3) + 4/(q^7*t^2) + 4/(q^5*t^2) + 3/(q^5*t) + 4/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[9, 26]] = 5*q + 3*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + (2*q)/t + 4*q^3*t + 4*q^5*t + 4*q^5*t^2 + 4*q^7*t^2 + 3*q^7*t^3 + 4*q^9*t^3 + 2*q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[9, 27]] = 5/q + 5*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 2/(q^5*t^3) + 4/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 3*q*t + 4*q^3*t + 2*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[9, 28]] = 4/q^3 + 5/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 5/(q^9*t^3) + 3/(q^7*t^3) + 4/(q^7*t^2) + 5/(q^5*t^2) + 4/(q^5*t) + 4/(q^3*t) + (2*t)/q + 3*q*t + q*t^2 + 2*q^3*t^2 + q^5*t^3 Kh[Knot[9, 29]] = 5/q^3 + 5/q + 1/(q^13*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 4/(q^9*t^3) + 2/(q^7*t^3) + 4/(q^7*t^2) + 4/(q^5*t^2) + 4/(q^5*t) + 4/(q^3*t) + (3*t)/q + 4*q*t + 2*q*t^2 + 3*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[9, 30]] = 5/q + 5*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 5/(q*t) + 4*q*t + 4*q^3*t + 2*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[9, 31]] = 4/q^3 + 5/q + 1/(q^15*t^6) + 3/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 3/(q^9*t^4) + 5/(q^9*t^3) + 3/(q^7*t^3) + 5/(q^7*t^2) + 5/(q^5*t^2) + 4/(q^5*t) + 5/(q^3*t) + (2*t)/q + 3*q*t + q*t^2 + 2*q^3*t^2 + q^5*t^3 Kh[Knot[9, 32]] = 6*q + 4*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (3*q)/t + 5*q^3*t + 5*q^5*t + 5*q^5*t^2 + 5*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[9, 33]] = 6/q + 6*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 4/(q^3*t^2) + 5/(q^3*t) + 5/(q*t) + 4*q*t + 5*q^3*t + 3*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[9, 34]] = 6/q + 7*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 3/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 6/(q^3*t) + 6/(q*t) + 5*q*t + 5*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[9, 35]] = q^(-3) + q^(-1) + 1/(q^21*t^9) + 1/(q^17*t^8) + 3/(q^17*t^7) + 1/(q^15*t^6) + 3/(q^13*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 1/(q^9*t^3) + 3/(q^7*t^3) + 2/(q^7*t^2) + 1/(q^5*t^2) + 2/(q^3*t) Kh[Knot[9, 36]] = 3*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 3*q^5*t + 2*q^7*t + 3*q^7*t^2 + 3*q^9*t^2 + 3*q^9*t^3 + 3*q^11*t^3 + 3*q^11*t^4 + 3*q^13*t^4 + q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + q^17*t^6 + q^19*t^7 Kh[Knot[9, 37]] = 4/q + 4*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 2/(q^3*t^2) + 3/(q^3*t) + 5/(q*t) + 4*q*t + 3*q^3*t + q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[9, 38]] = q^(-5) + q^(-3) + 1/(q^23*t^9) + 2/(q^21*t^8) + 1/(q^19*t^8) + 4/(q^19*t^7) + 2/(q^17*t^7) + 4/(q^17*t^6) + 4/(q^15*t^6) + 6/(q^15*t^5) + 4/(q^13*t^5) + 4/(q^13*t^4) + 6/(q^11*t^4) + 4/(q^11*t^3) + 4/(q^9*t^3) + 3/(q^9*t^2) + 4/(q^7*t^2) + 3/(q^5*t) Kh[Knot[9, 39]] = 4*q + 3*q^3 + 1/(q^3*t^2) + 2/(q*t) + q/t + 5*q^3*t + 3*q^5*t + 5*q^5*t^2 + 5*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 4*q^9*t^4 + 4*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[9, 40]] = 5/q^3 + 7/q + 1/(q^15*t^6) + 3/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 3/(q^9*t^4) + 6/(q^9*t^3) + 5/(q^7*t^3) + 7/(q^7*t^2) + 6/(q^5*t^2) + 6/(q^5*t) + 7/(q^3*t) + (4*t)/q + 4*q*t + q*t^2 + 4*q^3*t^2 + q^5*t^3 Kh[Knot[9, 41]] = 4/q + 5*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 3/(q^9*t^4) + 2/(q^7*t^4) + 4/(q^7*t^3) + 3/(q^5*t^3) + 4/(q^5*t^2) + 4/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 2*q*t + 3*q^3*t + q^3*t^2 + 2*q^5*t^2 + q^7*t^3 Kh[Knot[9, 42]] = q^(-1) + q + q^3 + 1/(q^7*t^4) + 1/(q^3*t^3) + 1/(q^3*t^2) + 1/(q*t) + q/t + q^3*t + q^7*t^2 Kh[Knot[9, 43]] = 2*q^3 + q^5 + 1/(q*t^2) + q^3/t + q^5*t + q^7*t + q^7*t^2 + q^9*t^2 + q^9*t^3 + q^11*t^3 + q^11*t^4 + q^13*t^4 + q^15*t^5 Kh[Knot[9, 44]] = 2/q + 2*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^3*t) + 2/(q*t) + q*t + q^3*t + q^5*t^2 Kh[Knot[9, 45]] = q^(-3) + 2/q + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 2/(q^9*t^4) + 2/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 1/(q^5*t) + 2/(q^3*t) Kh[Knot[9, 46]] = q^(-1) + 2*q + 1/(q^13*t^6) + 1/(q^9*t^5) + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 1/(q^3*t^2) + 1/(q^3*t) Kh[Knot[9, 47]] = 4*q + 2*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 1/(q*t) + (2*q)/t + 2*q^3*t + 3*q^5*t + 2*q^5*t^2 + 2*q^7*t^2 + 2*q^7*t^3 + 2*q^9*t^3 + 2*q^11*t^4 Kh[Knot[9, 48]] = 2*q + 3*q^3 + 1/(q^3*t^2) + 2/(q*t) + q/t + 3*q^3*t + q^5*t + 3*q^5*t^2 + 3*q^7*t^2 + q^7*t^3 + 3*q^9*t^3 + 2*q^9*t^4 + q^11*t^4 + 2*q^13*t^5 Kh[Knot[9, 49]] = q^3 + q^5 + 2*q^5*t + 2*q^7*t^2 + 2*q^9*t^2 + 2*q^9*t^3 + 2*q^11*t^3 + 3*q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + 3*q^15*t^5 + 2*q^15*t^6 + q^17*t^6 + 2*q^19*t^7 Kh[Knot[10, 1]] = q^(-1) + 2*q + 1/(q^17*t^8) + 1/(q^13*t^7) + 1/(q^13*t^6) + 1/(q^11*t^5) + 1/(q^9*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^3*t) + 1/(q*t) + q*t + q^5*t^2 Kh[Knot[10, 2]] = q^(-7) + 2/q^5 + 1/(q^23*t^8) + 1/(q^21*t^7) + 1/(q^19*t^7) + 1/(q^19*t^6) + 1/(q^17*t^6) + 2/(q^17*t^5) + 1/(q^15*t^5) + 1/(q^15*t^4) + 2/(q^13*t^4) + 2/(q^13*t^3) + 1/(q^11*t^3) + 1/(q^11*t^2) + 2/(q^9*t^2) + 1/(q^9*t) + 1/(q^7*t) + t/q^5 + t^2/q Kh[Knot[10, 3]] = 2/q + 3*q + 1/(q^13*t^6) + 1/(q^9*t^5) + 2/(q^9*t^4) + 1/(q^7*t^3) + 2/(q^5*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + 2*q*t + q^3*t + 2*q^5*t^2 + q^5*t^3 + q^9*t^4 Kh[Knot[10, 4]] = 3/q^3 + 2/q + 1/(q^11*t^4) + 1/(q^9*t^3) + 1/(q^7*t^3) + 2/(q^7*t^2) + 1/(q^5*t^2) + 1/(q^5*t) + 2/(q^3*t) + (2*t)/q + 2*q*t + q*t^2 + 2*q^3*t^2 + 2*q^3*t^3 + q^5*t^3 + 2*q^7*t^4 + q^7*t^5 + q^11*t^6 Kh[Knot[10, 5]] = 3*q^3 + 2*q^5 + 1/(q^3*t^3) + 1/(q*t^2) + q/t^2 + q/t + q^3/t + 2*q^5*t + 2*q^7*t + 3*q^7*t^2 + 2*q^9*t^2 + 2*q^9*t^3 + 3*q^11*t^3 + 2*q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + 2*q^15*t^5 + q^15*t^6 + q^17*t^6 + q^19*t^7 Kh[Knot[10, 6]] = q^(-5) + 3/q^3 + 1/(q^21*t^8) + 1/(q^19*t^7) + 1/(q^17*t^7) + 2/(q^17*t^6) + 1/(q^15*t^6) + 3/(q^15*t^5) + 2/(q^13*t^5) + 3/(q^13*t^4) + 3/(q^11*t^4) + 3/(q^11*t^3) + 3/(q^9*t^3) + 2/(q^9*t^2) + 3/(q^7*t^2) + 2/(q^7*t) + 2/(q^5*t) + t/q^3 + q*t^2 Kh[Knot[10, 7]] = 2/q^3 + 3/q + 1/(q^19*t^8) + 1/(q^17*t^7) + 1/(q^15*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 3/(q^13*t^5) + 2/(q^11*t^5) + 3/(q^11*t^4) + 3/(q^9*t^4) + 4/(q^9*t^3) + 3/(q^7*t^3) + 3/(q^7*t^2) + 4/(q^5*t^2) + 2/(q^5*t) + 3/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[10, 8]] = 2/q^5 + 3/q^3 + 1/(q^17*t^6) + 1/(q^15*t^5) + 1/(q^13*t^5) + 2/(q^13*t^4) + 1/(q^11*t^4) + 2/(q^11*t^3) + 2/(q^9*t^3) + 2/(q^9*t^2) + 2/(q^7*t^2) + 2/(q^7*t) + 2/(q^5*t) + (2*t)/q^3 + t/q + 2*q*t^2 + q*t^3 + q^5*t^4 Kh[Knot[10, 9]] = 4*q + 3*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + (2*q)/t + 3*q^3*t + 3*q^5*t + 3*q^5*t^2 + 3*q^7*t^2 + 2*q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + 2*q^11*t^4 + q^11*t^5 + q^13*t^5 + q^15*t^6 Kh[Knot[10, 10]] = 4/q + 3*q + 1/(q^7*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + 4*q*t + 3*q^3*t + 3*q^3*t^2 + 4*q^5*t^2 + 3*q^5*t^3 + 3*q^7*t^3 + 2*q^7*t^4 + 3*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^11*t^6 + q^13*t^6 + q^15*t^7 Kh[Knot[10, 11]] = 3/q^3 + 4/q + 1/(q^15*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 1/(q^9*t^4) + 3/(q^9*t^3) + 3/(q^7*t^3) + 4/(q^7*t^2) + 3/(q^5*t^2) + 3/(q^5*t) + 4/(q^3*t) + (3*t)/q + 2*q*t + 3*q^3*t^2 + q^3*t^3 + q^7*t^4 Kh[Knot[10, 12]] = 4*q + 3*q^3 + 1/(q^5*t^3) + 1/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + q/t + 4*q^3*t + 3*q^5*t + 4*q^5*t^2 + 4*q^7*t^2 + 3*q^7*t^3 + 4*q^9*t^3 + 3*q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[10, 13]] = 4/q + 5*q + 1/(q^13*t^6) + 1/(q^11*t^5) + 1/(q^9*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 3/(q^5*t^3) + 5/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 5/(q*t) + 4*q*t + 3*q^3*t + q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[10, 14]] = 2/q^5 + 3/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 3/(q^17*t^6) + 2/(q^15*t^6) + 5/(q^15*t^5) + 3/(q^13*t^5) + 4/(q^13*t^4) + 5/(q^11*t^4) + 5/(q^11*t^3) + 4/(q^9*t^3) + 4/(q^9*t^2) + 5/(q^7*t^2) + 2/(q^7*t) + 4/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[10, 15]] = 4*q + 4*q^3 + 1/(q^9*t^5) + 1/(q^7*t^4) + 1/(q^5*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 2/(q*t^2) + 3/(q*t) + (3*q)/t + 3*q^3*t + 3*q^5*t + 3*q^5*t^2 + 3*q^7*t^2 + q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + q^11*t^4 + q^13*t^5 Kh[Knot[10, 16]] = 5*q + 3*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + (3*q)/t + 4*q^3*t + 4*q^5*t + 3*q^5*t^2 + 4*q^7*t^2 + 3*q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + q^13*t^5 + q^15*t^6 Kh[Knot[10, 17]] = 4/q + 4*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 2/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 3*q*t + 3*q^3*t + 2*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[10, 18]] = 4/q^3 + 5/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 4/(q^9*t^3) + 3/(q^7*t^3) + 5/(q^7*t^2) + 4/(q^5*t^2) + 4/(q^5*t) + 5/(q^3*t) + (3*t)/q + 3*q*t + q*t^2 + 3*q^3*t^2 + q^3*t^3 + q^5*t^3 + q^7*t^4 Kh[Knot[10, 19]] = 4/q^3 + 5/q + 1/(q^13*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 4/(q^7*t^2) + 3/(q^5*t^2) + 4/(q^5*t) + 4/(q^3*t) + (4*t)/q + 3*q*t + 2*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^5*t^4 + q^7*t^4 + q^9*t^5 Kh[Knot[10, 20]] = q^(-3) + 3/q + 1/(q^19*t^8) + 1/(q^17*t^7) + 1/(q^15*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 2/(q^13*t^5) + 2/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 3/(q^9*t^3) + 3/(q^7*t^3) + 2/(q^7*t^2) + 3/(q^5*t^2) + 2/(q^5*t) + 2/(q^3*t) + t/q + q^3*t^2 Kh[Knot[10, 21]] = 2/q^5 + 3/q^3 + 1/(q^21*t^8) + 1/(q^19*t^7) + 1/(q^17*t^7) + 2/(q^17*t^6) + 1/(q^15*t^6) + 4/(q^15*t^5) + 2/(q^13*t^5) + 3/(q^13*t^4) + 4/(q^11*t^4) + 4/(q^11*t^3) + 3/(q^9*t^3) + 3/(q^9*t^2) + 4/(q^7*t^2) + 2/(q^7*t) + 3/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[10, 22]] = 5/q + 4*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 1/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 4*q*t + 4*q^3*t + 3*q^3*t^2 + 4*q^5*t^2 + 3*q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^9*t^5 + q^11*t^5 + q^13*t^6 Kh[Knot[10, 23]] = 5*q + 4*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (2*q)/t + 5*q^3*t + 4*q^5*t + 5*q^5*t^2 + 5*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 3*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[10, 24]] = 2/q^3 + 4/q + 1/(q^19*t^8) + 1/(q^17*t^7) + 1/(q^15*t^7) + 3/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 3/(q^11*t^5) + 4/(q^11*t^4) + 4/(q^9*t^4) + 5/(q^9*t^3) + 4/(q^7*t^3) + 4/(q^7*t^2) + 5/(q^5*t^2) + 3/(q^5*t) + 4/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[10, 25]] = 2/q^5 + 4/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 4/(q^17*t^6) + 2/(q^15*t^6) + 5/(q^15*t^5) + 4/(q^13*t^5) + 5/(q^13*t^4) + 5/(q^11*t^4) + 6/(q^11*t^3) + 5/(q^9*t^3) + 4/(q^9*t^2) + 6/(q^7*t^2) + 3/(q^7*t) + 4/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[10, 26]] = 6/q + 5*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 5*q*t + 5*q^3*t + 4*q^3*t^2 + 5*q^5*t^2 + 3*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^9*t^5 + q^11*t^5 + q^13*t^6 Kh[Knot[10, 27]] = 4/q^3 + 6/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 2/(q^11*t^5) + 5/(q^11*t^4) + 4/(q^9*t^4) + 6/(q^9*t^3) + 5/(q^7*t^3) + 6/(q^7*t^2) + 6/(q^5*t^2) + 5/(q^5*t) + 6/(q^3*t) + (2*t)/q + 3*q*t + q*t^2 + 2*q^3*t^2 + q^5*t^3 Kh[Knot[10, 28]] = 4/q + 4*q + 1/(q^7*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 3/(q^3*t) + 2/(q*t) + 5*q*t + 3*q^3*t + 4*q^3*t^2 + 5*q^5*t^2 + 3*q^5*t^3 + 4*q^7*t^3 + 3*q^7*t^4 + 3*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^11*t^6 + q^13*t^6 + q^15*t^7 Kh[Knot[10, 29]] = 4/q^3 + 6/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 4/(q^9*t^3) + 4/(q^7*t^3) + 6/(q^7*t^2) + 4/(q^5*t^2) + 5/(q^5*t) + 6/(q^3*t) + (4*t)/q + 3*q*t + q*t^2 + 4*q^3*t^2 + q^3*t^3 + q^5*t^3 + q^7*t^4 Kh[Knot[10, 30]] = 3/q^3 + 4/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 3/(q^15*t^6) + 2/(q^13*t^6) + 5/(q^13*t^5) + 3/(q^11*t^5) + 5/(q^11*t^4) + 5/(q^9*t^4) + 6/(q^9*t^3) + 5/(q^7*t^3) + 5/(q^7*t^2) + 6/(q^5*t^2) + 3/(q^5*t) + 5/(q^3*t) + t/q + 2*q*t + q^3*t^2 Kh[Knot[10, 31]] = 5/q + 6*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 2/(q^5*t^3) + 4/(q^5*t^2) + 3/(q^3*t^2) + 5/(q^3*t) + 4/(q*t) + 4*q*t + 4*q^3*t + 3*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[10, 32]] = 6/q + 6*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 3/(q^9*t^4) + 2/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 6/(q^5*t^2) + 5/(q^3*t^2) + 5/(q^3*t) + 6/(q*t) + 4*q*t + 5*q^3*t + 2*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[10, 33]] = 6/q + 6*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 3/(q^3*t^2) + 5/(q^3*t) + 5/(q*t) + 5*q*t + 5*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + 2*q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 34]] = 3/q + 3*q + 1/(q^7*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 1/(q*t) + 3*q*t + 2*q^3*t + 3*q^3*t^2 + 3*q^5*t^2 + 2*q^5*t^3 + 3*q^7*t^3 + 2*q^7*t^4 + 2*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^11*t^6 + q^13*t^6 + q^15*t^7 Kh[Knot[10, 35]] = 5/q + 4*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 1/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 4*q*t + 4*q^3*t + 3*q^3*t^2 + 4*q^5*t^2 + 3*q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^9*t^5 + q^11*t^5 + q^13*t^6 Kh[Knot[10, 36]] = 2/q^3 + 3/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 2/(q^15*t^6) + 2/(q^13*t^6) + 4/(q^13*t^5) + 2/(q^11*t^5) + 4/(q^11*t^4) + 4/(q^9*t^4) + 4/(q^9*t^3) + 4/(q^7*t^3) + 4/(q^7*t^2) + 4/(q^5*t^2) + 2/(q^5*t) + 4/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[10, 37]] = 5/q + 5*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 4*q*t + 4*q^3*t + 3*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[10, 38]] = 2/q^3 + 4/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 3/(q^15*t^6) + 2/(q^13*t^6) + 4/(q^13*t^5) + 3/(q^11*t^5) + 5/(q^11*t^4) + 4/(q^9*t^4) + 5/(q^9*t^3) + 5/(q^7*t^3) + 4/(q^7*t^2) + 5/(q^5*t^2) + 3/(q^5*t) + 4/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[10, 39]] = 2/q^5 + 4/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 3/(q^17*t^6) + 2/(q^15*t^6) + 5/(q^15*t^5) + 3/(q^13*t^5) + 5/(q^13*t^4) + 5/(q^11*t^4) + 5/(q^11*t^3) + 5/(q^9*t^3) + 4/(q^9*t^2) + 5/(q^7*t^2) + 3/(q^7*t) + 4/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[10, 40]] = 6*q + 5*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (2*q)/t + 6*q^3*t + 5*q^5*t + 7*q^5*t^2 + 6*q^7*t^2 + 5*q^7*t^3 + 7*q^9*t^3 + 4*q^9*t^4 + 5*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[10, 41]] = 5/q^3 + 7/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 5/(q^9*t^3) + 4/(q^7*t^3) + 6/(q^7*t^2) + 5/(q^5*t^2) + 6/(q^5*t) + 6/(q^3*t) + (4*t)/q + 4*q*t + 2*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[10, 42]] = 7/q + 8*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 3/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 7/(q^3*t) + 6/(q*t) + 6*q*t + 6*q^3*t + 4*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 43]] = 7/q + 7*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 4/(q^3*t^2) + 6/(q^3*t) + 5/(q*t) + 5*q*t + 6*q^3*t + 4*q^3*t^2 + 5*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 44]] = 6/q^3 + 7/q + 1/(q^15*t^6) + 3/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 3/(q^9*t^4) + 6/(q^9*t^3) + 4/(q^7*t^3) + 7/(q^7*t^2) + 6/(q^5*t^2) + 6/(q^5*t) + 7/(q^3*t) + (4*t)/q + 5*q*t + 2*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[10, 45]] = 8/q + 8*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 3/(q^5*t^3) + 7/(q^5*t^2) + 4/(q^3*t^2) + 7/(q^3*t) + 7/(q*t) + 7*q*t + 7*q^3*t + 4*q^3*t^2 + 7*q^5*t^2 + 3*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[10, 46]] = 3*q^5 + q^7 + q/t^2 + q^5/t + q^7*t + 2*q^9*t + 3*q^9*t^2 + q^11*t^2 + 2*q^11*t^3 + 3*q^13*t^3 + 2*q^13*t^4 + 2*q^15*t^4 + 2*q^15*t^5 + 2*q^17*t^5 + q^17*t^6 + 2*q^19*t^6 + q^19*t^7 + q^21*t^7 + q^23*t^8 Kh[Knot[10, 47]] = 3*q^3 + 3*q^5 + 1/(q^3*t^3) + 1/(q*t^2) + q/t^2 + (2*q)/t + q^3/t + 3*q^5*t + 2*q^7*t + 4*q^7*t^2 + 3*q^9*t^2 + 2*q^9*t^3 + 4*q^11*t^3 + 3*q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + q^17*t^6 + q^19*t^7 Kh[Knot[10, 48]] = 5/q + 5*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 3/(q*t) + 3*q*t + 4*q^3*t + 3*q^3*t^2 + 3*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[10, 49]] = q^(-7) + q^(-5) + 1/(q^27*t^10) + 2/(q^25*t^9) + 1/(q^23*t^9) + 3/(q^23*t^8) + 2/(q^21*t^8) + 5/(q^21*t^7) + 3/(q^19*t^7) + 4/(q^19*t^6) + 5/(q^17*t^6) + 6/(q^17*t^5) + 4/(q^15*t^5) + 3/(q^15*t^4) + 6/(q^13*t^4) + 3/(q^13*t^3) + 3/(q^11*t^3) + 2/(q^11*t^2) + 3/(q^9*t^2) + 2/(q^7*t) Kh[Knot[10, 50]] = 4*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 3*q^5*t + 3*q^7*t + 5*q^7*t^2 + 3*q^9*t^2 + 4*q^9*t^3 + 5*q^11*t^3 + 4*q^11*t^4 + 4*q^13*t^4 + 3*q^13*t^5 + 4*q^15*t^5 + q^15*t^6 + 3*q^17*t^6 + q^17*t^7 + q^19*t^7 + q^21*t^8 Kh[Knot[10, 51]] = 5*q + 5*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (2*q)/t + 6*q^3*t + 4*q^5*t + 6*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 6*q^9*t^3 + 4*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[10, 52]] = 6*q + 5*q^3 + 1/(q^9*t^5) + 1/(q^7*t^4) + 1/(q^5*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 3/(q*t^2) + 4/(q*t) + (4*q)/t + 4*q^3*t + 5*q^5*t + 4*q^5*t^2 + 4*q^7*t^2 + 2*q^7*t^3 + 4*q^9*t^3 + q^9*t^4 + 2*q^11*t^4 + q^13*t^5 Kh[Knot[10, 53]] = q^(-5) + q^(-3) + 1/(q^25*t^10) + 2/(q^23*t^9) + 1/(q^21*t^9) + 3/(q^21*t^8) + 2/(q^19*t^8) + 6/(q^19*t^7) + 3/(q^17*t^7) + 5/(q^17*t^6) + 6/(q^15*t^6) + 7/(q^15*t^5) + 5/(q^13*t^5) + 5/(q^13*t^4) + 7/(q^11*t^4) + 4/(q^11*t^3) + 5/(q^9*t^3) + 3/(q^9*t^2) + 4/(q^7*t^2) + 3/(q^5*t) Kh[Knot[10, 54]] = 5*q + 4*q^3 + 1/(q^9*t^5) + 1/(q^7*t^4) + 1/(q^5*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 3/(q*t^2) + 3/(q*t) + (3*q)/t + 3*q^3*t + 4*q^5*t + 3*q^5*t^2 + 3*q^7*t^2 + q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + q^11*t^4 + q^13*t^5 Kh[Knot[10, 55]] = q^(-5) + q^(-3) + 1/(q^25*t^10) + 2/(q^23*t^9) + 1/(q^21*t^9) + 3/(q^21*t^8) + 2/(q^19*t^8) + 5/(q^19*t^7) + 3/(q^17*t^7) + 4/(q^17*t^6) + 5/(q^15*t^6) + 6/(q^15*t^5) + 4/(q^13*t^5) + 4/(q^13*t^4) + 6/(q^11*t^4) + 3/(q^11*t^3) + 4/(q^9*t^3) + 2/(q^9*t^2) + 3/(q^7*t^2) + 2/(q^5*t) Kh[Knot[10, 56]] = 4*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 4*q^5*t + 3*q^7*t + 6*q^7*t^2 + 4*q^9*t^2 + 5*q^9*t^3 + 6*q^11*t^3 + 5*q^11*t^4 + 5*q^13*t^4 + 4*q^13*t^5 + 5*q^15*t^5 + 2*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 2*q^19*t^7 + q^21*t^8 Kh[Knot[10, 57]] = 6*q + 5*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (2*q)/t + 7*q^3*t + 5*q^5*t + 7*q^5*t^2 + 7*q^7*t^2 + 5*q^7*t^3 + 7*q^9*t^3 + 5*q^9*t^4 + 5*q^11*t^4 + 2*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[10, 58]] = 5/q + 6*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 4/(q^7*t^3) + 4/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 5/(q^3*t) + 6/(q*t) + 4*q*t + 4*q^3*t + q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + q^7*t^3 + q^9*t^4 Kh[Knot[10, 59]] = 7*q + 6*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 2/(q*t^2) + 5/(q*t) + (4*q)/t + 6*q^3*t + 6*q^5*t + 6*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 6*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[10, 60]] = 7/q + 8*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 6/(q^7*t^3) + 4/(q^5*t^3) + 7/(q^5*t^2) + 6/(q^3*t^2) + 7/(q^3*t) + 7/(q*t) + 5*q*t + 6*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[10, 61]] = 3*q^3 + 2*q^5 + 1/(q^5*t^4) + 1/(q*t^3) + 3/(q*t^2) + q/t + (3*q^3)/t + 3*q^5*t + 2*q^7*t + 2*q^7*t^2 + 3*q^9*t^2 + 2*q^9*t^3 + 2*q^11*t^3 + q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + q^15*t^5 + q^17*t^6 Kh[Knot[10, 62]] = 4*q^3 + 3*q^5 + 1/(q^3*t^3) + 1/(q*t^2) + q/t^2 + (2*q)/t + q^3/t + 3*q^5*t + 3*q^7*t + 4*q^7*t^2 + 3*q^9*t^2 + 3*q^9*t^3 + 4*q^11*t^3 + 3*q^11*t^4 + 3*q^13*t^4 + q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + q^17*t^6 + q^19*t^7 Kh[Knot[10, 63]] = q^(-5) + q^(-3) + 1/(q^25*t^10) + 2/(q^23*t^9) + 1/(q^21*t^9) + 2/(q^21*t^8) + 2/(q^19*t^8) + 5/(q^19*t^7) + 2/(q^17*t^7) + 4/(q^17*t^6) + 5/(q^15*t^6) + 5/(q^15*t^5) + 4/(q^13*t^5) + 4/(q^13*t^4) + 5/(q^11*t^4) + 3/(q^11*t^3) + 4/(q^9*t^3) + 2/(q^9*t^2) + 3/(q^7*t^2) + 2/(q^5*t) Kh[Knot[10, 64]] = 5*q + 4*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (3*q)/t + 4*q^3*t + 4*q^5*t + 4*q^5*t^2 + 4*q^7*t^2 + 3*q^7*t^3 + 4*q^9*t^3 + q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + q^13*t^5 + q^15*t^6 Kh[Knot[10, 65]] = 5*q + 4*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (2*q)/t + 6*q^3*t + 4*q^5*t + 5*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 4*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[10, 66]] = q^(-7) + q^(-5) + 1/(q^27*t^10) + 3/(q^25*t^9) + 1/(q^23*t^9) + 4/(q^23*t^8) + 3/(q^21*t^8) + 6/(q^21*t^7) + 4/(q^19*t^7) + 6/(q^19*t^6) + 6/(q^17*t^6) + 7/(q^17*t^5) + 6/(q^15*t^5) + 4/(q^15*t^4) + 7/(q^13*t^4) + 4/(q^13*t^3) + 4/(q^11*t^3) + 2/(q^11*t^2) + 4/(q^9*t^2) + 2/(q^7*t) Kh[Knot[10, 67]] = 2/q^3 + 4/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 3/(q^15*t^6) + 2/(q^13*t^6) + 5/(q^13*t^5) + 3/(q^11*t^5) + 5/(q^11*t^4) + 5/(q^9*t^4) + 5/(q^9*t^3) + 5/(q^7*t^3) + 5/(q^7*t^2) + 5/(q^5*t^2) + 3/(q^5*t) + 5/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[10, 68]] = 4/q + 5*q + 1/(q^15*t^7) + 1/(q^13*t^6) + 1/(q^11*t^6) + 3/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 3/(q^7*t^4) + 4/(q^7*t^3) + 4/(q^5*t^3) + 5/(q^5*t^2) + 4/(q^3*t^2) + 4/(q^3*t) + 5/(q*t) + 2*q*t + 3*q^3*t + q^3*t^2 + 2*q^5*t^2 + q^7*t^3 Kh[Knot[10, 69]] = 7*q + 5*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (3*q)/t + 8*q^3*t + 6*q^5*t + 7*q^5*t^2 + 8*q^7*t^2 + 6*q^7*t^3 + 7*q^9*t^3 + 5*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[10, 70]] = 6*q + 5*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (4*q)/t + 6*q^3*t + 5*q^5*t + 5*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[10, 71]] = 7/q + 7*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 6/(q^3*t) + 6/(q*t) + 6*q*t + 6*q^3*t + 4*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 72]] = 4*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 5*q^5*t + 3*q^7*t + 6*q^7*t^2 + 5*q^9*t^2 + 6*q^9*t^3 + 6*q^11*t^3 + 6*q^11*t^4 + 6*q^13*t^4 + 4*q^13*t^5 + 6*q^15*t^5 + 3*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^21*t^8 Kh[Knot[10, 73]] = 5/q^3 + 7/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 2/(q^11*t^5) + 6/(q^11*t^4) + 4/(q^9*t^4) + 7/(q^9*t^3) + 6/(q^7*t^3) + 7/(q^7*t^2) + 7/(q^5*t^2) + 6/(q^5*t) + 7/(q^3*t) + (3*t)/q + 4*q*t + q*t^2 + 3*q^3*t^2 + q^5*t^3 Kh[Knot[10, 74]] = 3/q^3 + 4/q + 1/(q^19*t^8) + 1/(q^17*t^7) + 1/(q^15*t^7) + 3/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 3/(q^11*t^5) + 4/(q^11*t^4) + 5/(q^9*t^4) + 6/(q^9*t^3) + 4/(q^7*t^3) + 5/(q^7*t^2) + 6/(q^5*t^2) + 3/(q^5*t) + 5/(q^3*t) + t/q + 2*q*t + q^3*t^2 Kh[Knot[10, 75]] = 8/q + 7*q + 1/(q^9*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 3/(q^3*t^2) + 6/(q^3*t) + 4/(q*t) + 6*q*t + 7*q^3*t + 6*q^3*t^2 + 6*q^5*t^2 + 4*q^5*t^3 + 6*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[10, 76]] = 4*q^3 + q^5 + 1/(q*t^2) + q^3/t + 3*q^5*t + 3*q^7*t + 5*q^7*t^2 + 3*q^9*t^2 + 5*q^9*t^3 + 5*q^11*t^3 + 4*q^11*t^4 + 5*q^13*t^4 + 4*q^13*t^5 + 4*q^15*t^5 + 2*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 2*q^19*t^7 + q^21*t^8 Kh[Knot[10, 77]] = 5*q + 4*q^3 + 1/(q^5*t^3) + 1/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + q/t + 5*q^3*t + 4*q^5*t + 6*q^5*t^2 + 5*q^7*t^2 + 4*q^7*t^3 + 6*q^9*t^3 + 4*q^9*t^4 + 4*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[10, 78]] = 3/q^5 + 4/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 3/(q^17*t^6) + 2/(q^15*t^6) + 6/(q^15*t^5) + 3/(q^13*t^5) + 5/(q^13*t^4) + 6/(q^11*t^4) + 6/(q^11*t^3) + 5/(q^9*t^3) + 5/(q^9*t^2) + 6/(q^7*t^2) + 3/(q^7*t) + 5/(q^5*t) + t/q^3 + (2*t)/q + q*t^2 Kh[Knot[10, 79]] = 6/q + 6*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 4/(q^3*t^2) + 5/(q^3*t) + 4/(q*t) + 4*q*t + 5*q^3*t + 4*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[10, 80]] = q^(-7) + q^(-5) + 1/(q^27*t^10) + 2/(q^25*t^9) + 1/(q^23*t^9) + 4/(q^23*t^8) + 2/(q^21*t^8) + 6/(q^21*t^7) + 4/(q^19*t^7) + 5/(q^19*t^6) + 6/(q^17*t^6) + 7/(q^17*t^5) + 5/(q^15*t^5) + 4/(q^15*t^4) + 7/(q^13*t^4) + 4/(q^13*t^3) + 4/(q^11*t^3) + 2/(q^11*t^2) + 4/(q^9*t^2) + 2/(q^7*t) Kh[Knot[10, 81]] = 8/q + 8*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 6/(q^5*t^2) + 5/(q^3*t^2) + 7/(q^3*t) + 6/(q*t) + 6*q*t + 7*q^3*t + 5*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 82]] = 5/q^3 + 6/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 5/(q^9*t^3) + 3/(q^7*t^3) + 5/(q^7*t^2) + 5/(q^5*t^2) + 5/(q^5*t) + 5/(q^3*t) + (3*t)/q + 4*q*t + 2*q*t^2 + 3*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[10, 83]] = 7*q + 5*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (3*q)/t + 7*q^3*t + 6*q^5*t + 7*q^5*t^2 + 7*q^7*t^2 + 6*q^7*t^3 + 7*q^9*t^3 + 4*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[10, 84]] = 7*q + 5*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (2*q)/t + 7*q^3*t + 6*q^5*t + 8*q^5*t^2 + 7*q^7*t^2 + 6*q^7*t^3 + 8*q^9*t^3 + 5*q^9*t^4 + 6*q^11*t^4 + 3*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[10, 85]] = 3/q^5 + 5/q^3 + 1/(q^19*t^7) + 2/(q^17*t^6) + 1/(q^15*t^6) + 3/(q^15*t^5) + 2/(q^13*t^5) + 4/(q^13*t^4) + 3/(q^11*t^4) + 5/(q^11*t^3) + 4/(q^9*t^3) + 4/(q^9*t^2) + 5/(q^7*t^2) + 4/(q^7*t) + 4/(q^5*t) + (2*t)/q^3 + (2*t)/q + t^2/q + 2*q*t^2 + q^3*t^3 Kh[Knot[10, 86]] = 8/q + 7*q + 1/(q^9*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 5/(q^5*t^2) + 3/(q^3*t^2) + 6/(q^3*t) + 5/(q*t) + 7*q*t + 7*q^3*t + 6*q^3*t^2 + 7*q^5*t^2 + 4*q^5*t^3 + 6*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[10, 87]] = 7/q + 7*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 6/(q^3*t) + 4/(q*t) + 7*q*t + 6*q^3*t + 6*q^3*t^2 + 7*q^5*t^2 + 4*q^5*t^3 + 6*q^7*t^3 + 3*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[10, 88]] = 9/q + 9*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 8/(q^5*t^2) + 5/(q^3*t^2) + 8/(q^3*t) + 8/(q*t) + 8*q*t + 8*q^3*t + 5*q^3*t^2 + 8*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[10, 89]] = 6/q^3 + 8/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 5/(q^9*t^4) + 8/(q^9*t^3) + 7/(q^7*t^3) + 9/(q^7*t^2) + 8/(q^5*t^2) + 7/(q^5*t) + 9/(q^3*t) + (4*t)/q + 5*q*t + q*t^2 + 4*q^3*t^2 + q^5*t^3 Kh[Knot[10, 90]] = 7/q + 6*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 5/(q^5*t^2) + 2/(q^3*t^2) + 5/(q^3*t) + 5/(q*t) + 7*q*t + 6*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 4*q^5*t^3 + 5*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[10, 91]] = 7/q + 7*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 4/(q^3*t^2) + 6/(q^3*t) + 5/(q*t) + 5*q*t + 6*q^3*t + 4*q^3*t^2 + 5*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 92]] = 5*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 6*q^5*t + 4*q^7*t + 8*q^7*t^2 + 6*q^9*t^2 + 7*q^9*t^3 + 8*q^11*t^3 + 7*q^11*t^4 + 7*q^13*t^4 + 5*q^13*t^5 + 7*q^15*t^5 + 3*q^15*t^6 + 5*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^21*t^8 Kh[Knot[10, 93]] = 6/q^3 + 6/q + 1/(q^13*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 4/(q^9*t^3) + 2/(q^7*t^3) + 5/(q^7*t^2) + 4/(q^5*t^2) + 5/(q^5*t) + 5/(q^3*t) + (5*t)/q + 5*q*t + 3*q*t^2 + 5*q^3*t^2 + 2*q^3*t^3 + 3*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[10, 94]] = 7*q + 5*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 2/(q*t^2) + 4/(q*t) + (4*q)/t + 6*q^3*t + 6*q^5*t + 5*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[10, 95]] = 7*q + 6*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (3*q)/t + 8*q^3*t + 6*q^5*t + 8*q^5*t^2 + 8*q^7*t^2 + 6*q^7*t^3 + 8*q^9*t^3 + 5*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[10, 96]] = 9/q + 7*q + 1/(q^9*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 6/(q^5*t^2) + 3/(q^3*t^2) + 6/(q^3*t) + 6/(q*t) + 8*q*t + 8*q^3*t + 6*q^3*t^2 + 8*q^5*t^2 + 5*q^5*t^3 + 6*q^7*t^3 + 2*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[10, 97]] = 5*q + 3*q^3 + 1/(q^3*t^2) + 2/(q*t) + q/t + 7*q^3*t + 4*q^5*t + 7*q^5*t^2 + 7*q^7*t^2 + 7*q^7*t^3 + 7*q^9*t^3 + 7*q^9*t^4 + 7*q^11*t^4 + 4*q^11*t^5 + 7*q^13*t^5 + 3*q^13*t^6 + 4*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[10, 98]] = 3/q^5 + 5/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 5/(q^17*t^6) + 2/(q^15*t^6) + 6/(q^15*t^5) + 5/(q^13*t^5) + 6/(q^13*t^4) + 6/(q^11*t^4) + 8/(q^11*t^3) + 6/(q^9*t^3) + 5/(q^9*t^2) + 8/(q^7*t^2) + 4/(q^7*t) + 5/(q^5*t) + t/q^3 + (2*t)/q + q*t^2 Kh[Knot[10, 99]] = 8/q + 8*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 5/(q^5*t^2) + 5/(q^3*t^2) + 7/(q^3*t) + 5/(q*t) + 5*q*t + 7*q^3*t + 5*q^3*t^2 + 5*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 100]] = 4/q^5 + 5/q^3 + 1/(q^19*t^7) + 2/(q^17*t^6) + 1/(q^15*t^6) + 4/(q^15*t^5) + 2/(q^13*t^5) + 4/(q^13*t^4) + 4/(q^11*t^4) + 6/(q^11*t^3) + 4/(q^9*t^3) + 5/(q^9*t^2) + 6/(q^7*t^2) + 4/(q^7*t) + 5/(q^5*t) + (2*t)/q^3 + (3*t)/q + t^2/q + 2*q*t^2 + q^3*t^3 Kh[Knot[10, 101]] = q^3 + q^5 + 3*q^5*t + 4*q^7*t^2 + 3*q^9*t^2 + 6*q^9*t^3 + 4*q^11*t^3 + 8*q^11*t^4 + 6*q^13*t^4 + 6*q^13*t^5 + 8*q^15*t^5 + 7*q^15*t^6 + 6*q^17*t^6 + 4*q^17*t^7 + 7*q^19*t^7 + 3*q^19*t^8 + 4*q^21*t^8 + q^21*t^9 + 3*q^23*t^9 + q^25*t^10 Kh[Knot[10, 102]] = 7/q + 6*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 5/(q^3*t) + 4/(q*t) + 6*q*t + 6*q^3*t + 5*q^3*t^2 + 6*q^5*t^2 + 4*q^5*t^3 + 5*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[10, 103]] = 5/q^3 + 6/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 2/(q^11*t^5) + 5/(q^11*t^4) + 4/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 6/(q^7*t^2) + 7/(q^5*t^2) + 5/(q^5*t) + 6/(q^3*t) + (2*t)/q + 4*q*t + q*t^2 + 2*q^3*t^2 + q^5*t^3 Kh[Knot[10, 104]] = 7/q + 7*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 6/(q^3*t) + 6/(q*t) + 6*q*t + 6*q^3*t + 4*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 105]] = 8*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (5*q)/t + 8*q^3*t + 7*q^5*t + 7*q^5*t^2 + 8*q^7*t^2 + 5*q^7*t^3 + 7*q^9*t^3 + 3*q^9*t^4 + 5*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[10, 106]] = 7*q + 6*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 2/(q*t^2) + 5/(q*t) + (4*q)/t + 6*q^3*t + 6*q^5*t + 6*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 6*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[10, 107]] = 8/q + 9*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 7/(q^5*t^2) + 5/(q^3*t^2) + 8/(q^3*t) + 7/(q*t) + 7*q*t + 7*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 108]] = 6*q + 5*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 3/(q^5*t^3) + 2/(q^3*t^3) + 5/(q^3*t^2) + 3/(q*t^2) + 4/(q*t) + (5*q)/t + 5*q^3*t + 5*q^5*t + 3*q^5*t^2 + 5*q^7*t^2 + 2*q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + 2*q^11*t^4 + q^13*t^5 Kh[Knot[10, 109]] = 8/q + 8*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 6/(q^5*t^2) + 5/(q^3*t^2) + 7/(q^3*t) + 6/(q*t) + 6*q*t + 7*q^3*t + 5*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[10, 110]] = 6/q^3 + 8/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 2/(q^9*t^4) + 6/(q^9*t^3) + 5/(q^7*t^3) + 7/(q^7*t^2) + 6/(q^5*t^2) + 7/(q^5*t) + 7/(q^3*t) + (5*t)/q + 5*q*t + 2*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[10, 111]] = 5*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 5*q^5*t + 4*q^7*t + 7*q^7*t^2 + 5*q^9*t^2 + 6*q^9*t^3 + 7*q^11*t^3 + 6*q^11*t^4 + 6*q^13*t^4 + 4*q^13*t^5 + 6*q^15*t^5 + 2*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 2*q^19*t^7 + q^21*t^8 Kh[Knot[10, 112]] = 7/q^3 + 8/q + 1/(q^15*t^6) + 3/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 3/(q^9*t^4) + 7/(q^9*t^3) + 4/(q^7*t^3) + 7/(q^7*t^2) + 7/(q^5*t^2) + 7/(q^5*t) + 7/(q^3*t) + (4*t)/q + 6*q*t + 3*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[10, 113]] = 9*q + 6*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (3*q)/t + 9*q^3*t + 8*q^5*t + 10*q^5*t^2 + 9*q^7*t^2 + 8*q^7*t^3 + 10*q^9*t^3 + 6*q^9*t^4 + 8*q^11*t^4 + 4*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 4*q^15*t^6 + q^17*t^7 Kh[Knot[10, 114]] = 8/q + 8*q + 1/(q^13*t^6) + 3/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 3/(q^7*t^4) + 7/(q^7*t^3) + 4/(q^5*t^3) + 8/(q^5*t^2) + 7/(q^3*t^2) + 7/(q^3*t) + 8/(q*t) + 5*q*t + 7*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[10, 115]] = 10/q + 10*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 3/(q^5*t^3) + 8/(q^5*t^2) + 6/(q^3*t^2) + 9/(q^3*t) + 8/(q*t) + 8*q*t + 9*q^3*t + 6*q^3*t^2 + 8*q^5*t^2 + 3*q^5*t^3 + 6*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[10, 116]] = 7/q^3 + 9/q + 1/(q^15*t^6) + 3/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 3/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 8/(q^7*t^2) + 7/(q^5*t^2) + 8/(q^5*t) + 8/(q^3*t) + (5*t)/q + 6*q*t + 3*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[10, 117]] = 8*q + 6*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (3*q)/t + 9*q^3*t + 7*q^5*t + 9*q^5*t^2 + 9*q^7*t^2 + 7*q^7*t^3 + 9*q^9*t^3 + 6*q^9*t^4 + 7*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[10, 118]] = 9/q + 9*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 7/(q^5*t^2) + 5/(q^3*t^2) + 8/(q^3*t) + 7/(q*t) + 7*q*t + 8*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[10, 119]] = 9/q + 8*q + 1/(q^9*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 6/(q^5*t^2) + 3/(q^3*t^2) + 7/(q^3*t) + 6/(q*t) + 9*q*t + 8*q^3*t + 7*q^3*t^2 + 9*q^5*t^2 + 5*q^5*t^3 + 7*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[10, 120]] = q^(-5) + q^(-3) + 1/(q^25*t^10) + 3/(q^23*t^9) + 1/(q^21*t^9) + 5/(q^21*t^8) + 3/(q^19*t^8) + 8/(q^19*t^7) + 5/(q^17*t^7) + 8/(q^17*t^6) + 8/(q^15*t^6) + 10/(q^15*t^5) + 8/(q^13*t^5) + 7/(q^13*t^4) + 10/(q^11*t^4) + 6/(q^11*t^3) + 7/(q^9*t^3) + 4/(q^9*t^2) + 6/(q^7*t^2) + 4/(q^5*t) Kh[Knot[10, 121]] = 7/q^3 + 9/q + 1/(q^17*t^7) + 3/(q^15*t^6) + 1/(q^13*t^6) + 6/(q^13*t^5) + 3/(q^11*t^5) + 8/(q^11*t^4) + 6/(q^9*t^4) + 10/(q^9*t^3) + 8/(q^7*t^3) + 10/(q^7*t^2) + 10/(q^5*t^2) + 8/(q^5*t) + 10/(q^3*t) + (4*t)/q + 6*q*t + q*t^2 + 4*q^3*t^2 + q^5*t^3 Kh[Knot[10, 122]] = 9/q + 9*q + 1/(q^9*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 5/(q^5*t^2) + 3/(q^3*t^2) + 8/(q^3*t) + 5/(q*t) + 9*q*t + 8*q^3*t + 8*q^3*t^2 + 9*q^5*t^2 + 5*q^5*t^3 + 8*q^7*t^3 + 4*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^13*t^6 Kh[Knot[10, 123]] = 11/q + 11*q + 1/(q^11*t^5) + 4/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 4/(q^5*t^3) + 9/(q^5*t^2) + 6/(q^3*t^2) + 10/(q^3*t) + 9/(q*t) + 9*q*t + 10*q^3*t + 6*q^3*t^2 + 9*q^5*t^2 + 4*q^5*t^3 + 6*q^7*t^3 + q^7*t^4 + 4*q^9*t^4 + q^11*t^5 Kh[Knot[10, 124]] = q^7 + q^9 + q^11*t^2 + q^15*t^3 + q^13*t^4 + q^15*t^4 + q^17*t^5 + q^19*t^5 + q^17*t^6 + q^21*t^7 Kh[Knot[10, 125]] = 2*q + q^3 + 1/(q^9*t^5) + 1/(q^5*t^4) + 1/(q^5*t^3) + 1/(q^3*t^2) + 1/(q*t^2) + q/t + q^5*t + q^5*t^2 + q^9*t^3 Kh[Knot[10, 126]] = 2/q^3 + q^(-1) + 1/(q^17*t^7) + 1/(q^13*t^6) + 2/(q^13*t^5) + 1/(q^11*t^4) + 2/(q^9*t^4) + 2/(q^9*t^3) + 1/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 2/(q^3*t) + q*t Kh[Knot[10, 127]] = q^(-5) + 2/q^3 + 1/(q^21*t^8) + 1/(q^19*t^7) + 1/(q^17*t^7) + 2/(q^17*t^6) + 1/(q^15*t^6) + 3/(q^15*t^5) + 2/(q^13*t^5) + 2/(q^13*t^4) + 3/(q^11*t^4) + 3/(q^11*t^3) + 2/(q^9*t^3) + 1/(q^9*t^2) + 3/(q^7*t^2) + 1/(q^7*t) + 1/(q^5*t) Kh[Knot[10, 128]] = q^5 + q^7 + q^7*t + q^9*t^2 + q^11*t^2 + q^11*t^3 + q^13*t^3 + q^11*t^4 + 2*q^13*t^4 + q^15*t^4 + q^15*t^5 + 2*q^17*t^5 + q^17*t^6 + q^21*t^7 Kh[Knot[10, 129]] = 3/q + 3*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 2/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + q*t + 2*q^3*t + q^3*t^2 + q^5*t^2 + q^7*t^3 Kh[Knot[10, 130]] = 2/q + q + 1/(q^15*t^7) + 1/(q^11*t^6) + 2/(q^11*t^5) + 1/(q^9*t^4) + 2/(q^7*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q*t) + q^3*t Kh[Knot[10, 131]] = q^(-3) + 2/q + 1/(q^19*t^8) + 1/(q^17*t^7) + 1/(q^15*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 3/(q^13*t^5) + 2/(q^11*t^5) + 2/(q^11*t^4) + 3/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 3/(q^5*t^2) + 1/(q^5*t) + 2/(q^3*t) Kh[Knot[10, 132]] = q^(-3) + q^(-1) + 1/(q^15*t^7) + 1/(q^11*t^6) + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 1/(q^9*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 1/(q*t) Kh[Knot[10, 133]] = q^(-3) + q^(-1) + 1/(q^19*t^8) + 1/(q^17*t^7) + 1/(q^15*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 1/(q^11*t^4) + 2/(q^9*t^4) + 2/(q^9*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) + 2/(q^5*t^2) + 1/(q^3*t) Kh[Knot[10, 134]] = q^5 + q^7 + q^7*t + 2*q^9*t^2 + q^11*t^2 + q^11*t^3 + 2*q^13*t^3 + 3*q^13*t^4 + q^15*t^4 + q^15*t^5 + 3*q^17*t^5 + 2*q^17*t^6 + q^19*t^6 + q^19*t^7 + 2*q^21*t^7 + q^23*t^8 Kh[Knot[10, 135]] = 4/q + 4*q + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 3/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 2*q*t + 3*q^3*t + 2*q^3*t^2 + 2*q^5*t^2 + 2*q^7*t^3 Kh[Knot[10, 136]] = q^(-1) + 2*q + 2*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 1/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + q/t + q^3*t + q^5*t + q^5*t^2 + q^7*t^2 + q^9*t^3 Kh[Knot[10, 137]] = 2/q + 3*q + 1/(q^13*t^6) + 1/(q^11*t^5) + 1/(q^9*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 2/(q^5*t^3) + 2/(q^5*t^2) + 2/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + q*t + q^3*t + q^5*t^2 Kh[Knot[10, 138]] = 4*q + 3*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + (3*q)/t + 3*q^3*t + 3*q^5*t + 2*q^5*t^2 + 3*q^7*t^2 + 2*q^7*t^3 + 2*q^9*t^3 + 2*q^11*t^4 Kh[Knot[10, 139]] = q^7 + q^9 + q^11*t^2 + q^15*t^3 + q^13*t^4 + q^15*t^4 + q^15*t^5 + q^17*t^5 + q^19*t^5 + q^17*t^6 + q^19*t^6 + q^21*t^7 + q^21*t^8 + q^25*t^9 Kh[Knot[10, 140]] = q^(-1) + q + 1/(q^15*t^7) + 1/(q^11*t^6) + 1/(q^11*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^5*t^2) + 1/(q*t) Kh[Knot[10, 141]] = 2/q + 2*q + 1/(q^13*t^6) + 1/(q^11*t^5) + 1/(q^9*t^5) + 1/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 2/(q^3*t^2) + 1/(q^3*t) + 2/(q*t) + q*t + q^3*t + q^5*t^2 Kh[Knot[10, 142]] = q^5 + q^7 + q^7*t + q^9*t^2 + q^11*t^2 + q^11*t^3 + q^13*t^3 + 2*q^13*t^4 + q^15*t^4 + 2*q^17*t^5 + 2*q^17*t^6 + 2*q^21*t^7 Kh[Knot[10, 143]] = 2/q^3 + 2/q + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 2/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 3/(q^5*t^2) + 1/(q^5*t) + 2/(q^3*t) + q*t Kh[Knot[10, 144]] = 2/q^3 + 4/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 3/(q^9*t^3) + 3/(q^7*t^3) + 4/(q^7*t^2) + 3/(q^5*t^2) + 3/(q^5*t) + 4/(q^3*t) + (2*t)/q + q*t + 2*q^3*t^2 Kh[Knot[10, 145]] = q^(-5) + q^(-3) + 1/(q^21*t^9) + 1/(q^17*t^8) + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 1/(q^15*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 1/(q^11*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) Kh[Knot[10, 146]] = 3/q + 4*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 2/(q^7*t^3) + 2/(q^5*t^3) + 3/(q^5*t^2) + 2/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 2*q*t + 2*q^3*t + q^3*t^2 + 2*q^5*t^2 + q^7*t^3 Kh[Knot[10, 147]] = 3*q + 3*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 2/(q*t) + (2*q)/t + 2*q^3*t + 2*q^5*t + 2*q^5*t^2 + 2*q^7*t^2 + q^7*t^3 + 2*q^9*t^3 + q^11*t^4 Kh[Knot[10, 148]] = 2/q^3 + 2/q + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 3/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 3/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 3/(q^7*t^2) + 3/(q^5*t^2) + 1/(q^5*t) + 3/(q^3*t) + q*t Kh[Knot[10, 149]] = q^(-5) + 2/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 3/(q^17*t^6) + 2/(q^15*t^6) + 4/(q^15*t^5) + 3/(q^13*t^5) + 3/(q^13*t^4) + 4/(q^11*t^4) + 4/(q^11*t^3) + 3/(q^9*t^3) + 2/(q^9*t^2) + 4/(q^7*t^2) + 1/(q^7*t) + 2/(q^5*t) Kh[Knot[10, 150]] = 3*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 2*q^5*t + 2*q^7*t + 3*q^7*t^2 + 2*q^9*t^2 + 2*q^9*t^3 + 3*q^11*t^3 + 2*q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + 2*q^15*t^5 + q^17*t^6 Kh[Knot[10, 151]] = 4*q + 4*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (2*q)/t + 4*q^3*t + 3*q^5*t + 4*q^5*t^2 + 4*q^7*t^2 + 2*q^7*t^3 + 4*q^9*t^3 + 2*q^9*t^4 + 2*q^11*t^4 + 2*q^13*t^5 Kh[Knot[10, 152]] = q^(-9) + q^(-7) + 1/(q^27*t^10) + 1/(q^25*t^9) + 1/(q^23*t^9) + 1/(q^23*t^8) + 1/(q^21*t^8) + 2/(q^21*t^7) + 1/(q^19*t^7) + 1/(q^19*t^6) + 2/(q^17*t^6) + 1/(q^19*t^5) + 2/(q^17*t^5) + 1/(q^15*t^5) + 1/(q^15*t^4) + 2/(q^13*t^4) + 1/(q^15*t^3) + 1/(q^11*t^2) Kh[Knot[10, 153]] = 3/q + q + 1/(q^11*t^5) + 1/(q^7*t^4) + 1/(q^7*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^5*t) + 1/(q*t) + t/q + q^3*t + q*t^2 + q^3*t^2 + q^5*t^3 + q^5*t^4 + q^9*t^5 Kh[Knot[10, 154]] = q^5 + q^7 + q^9*t^2 + q^9*t^3 + q^13*t^3 + 2*q^11*t^4 + 2*q^13*t^4 + q^13*t^5 + 2*q^15*t^5 + q^17*t^5 + 2*q^15*t^6 + q^17*t^6 + q^17*t^7 + 2*q^19*t^7 + q^19*t^8 + q^21*t^8 + q^21*t^9 + q^23*t^9 + q^25*t^10 Kh[Knot[10, 155]] = 3/q + 2*q + 1/(q^5*t^2) + 1/(q^3*t) + 1/(q*t) + 2*q*t + 2*q^3*t + 2*q^3*t^2 + 2*q^5*t^2 + 2*q^5*t^3 + 2*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^9*t^5 + q^11*t^5 + q^13*t^6 Kh[Knot[10, 156]] = 3/q^3 + 4/q + 1/(q^13*t^5) + 2/(q^11*t^4) + 1/(q^9*t^4) + 3/(q^9*t^3) + 2/(q^7*t^3) + 3/(q^7*t^2) + 3/(q^5*t^2) + 3/(q^5*t) + 3/(q^3*t) + (2*t)/q + 2*q*t + q*t^2 + 2*q^3*t^2 + q^5*t^3 Kh[Knot[10, 157]] = 2*q^3 + q^5 + 3*q^5*t + q^7*t + 4*q^7*t^2 + 3*q^9*t^2 + 4*q^9*t^3 + 4*q^11*t^3 + 5*q^11*t^4 + 4*q^13*t^4 + 3*q^13*t^5 + 5*q^15*t^5 + 3*q^15*t^6 + 3*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^21*t^8 Kh[Knot[10, 158]] = 5/q + 4*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 3/(q^3*t) + 4/(q*t) + 4*q*t + 4*q^3*t + 2*q^3*t^2 + 4*q^5*t^2 + 2*q^5*t^3 + 2*q^7*t^3 + 2*q^9*t^4 Kh[Knot[10, 159]] = 2/q^3 + 3/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 3/(q^13*t^5) + 2/(q^11*t^5) + 3/(q^11*t^4) + 3/(q^9*t^4) + 4/(q^9*t^3) + 3/(q^7*t^3) + 3/(q^7*t^2) + 4/(q^5*t^2) + 2/(q^5*t) + 3/(q^3*t) + q*t Kh[Knot[10, 160]] = 2*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 2*q^5*t + q^7*t + 2*q^7*t^2 + 2*q^9*t^2 + q^9*t^3 + 2*q^11*t^3 + 2*q^11*t^4 + q^13*t^4 + 2*q^15*t^5 Kh[Knot[10, 161]] = q^(-7) + q^(-5) + 1/(q^23*t^9) + 1/(q^19*t^8) + 1/(q^19*t^7) + 1/(q^17*t^6) + 1/(q^15*t^6) + 1/(q^17*t^5) + 1/(q^15*t^5) + 1/(q^13*t^5) + 2/(q^13*t^4) + 1/(q^11*t^4) + 1/(q^13*t^3) + 1/(q^9*t^3) + 1/(q^9*t^2) Kh[Knot[10, 162]] = 2/q^3 + 4/q + 1/(q^15*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 1/(q^9*t^4) + 3/(q^9*t^3) + 3/(q^7*t^3) + 3/(q^7*t^2) + 3/(q^5*t^2) + 3/(q^5*t) + 3/(q^3*t) + (2*t)/q + q*t + 2*q^3*t^2 Kh[Knot[10, 163]] = 5*q + 4*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (3*q)/t + 5*q^3*t + 4*q^5*t + 4*q^5*t^2 + 5*q^7*t^2 + 3*q^7*t^3 + 4*q^9*t^3 + 2*q^9*t^4 + 3*q^11*t^4 + 2*q^13*t^5 Kh[Knot[10, 164]] = 4/q + 5*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 3/(q^7*t^3) + 2/(q^5*t^3) + 4/(q^5*t^2) + 3/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 3*q*t + 3*q^3*t + 2*q^3*t^2 + 3*q^5*t^2 + 2*q^7*t^3 Kh[Knot[10, 165]] = 2*q + q^3 + 3*q^3*t + q^5*t + 3*q^5*t^2 + 3*q^7*t^2 + 3*q^7*t^3 + 3*q^9*t^3 + 4*q^9*t^4 + 3*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + 2*q^13*t^6 + 2*q^15*t^6 + q^15*t^7 + 2*q^17*t^7 + q^19*t^8 Kh[Knot[3, 1], Modulus -> 2] = q^(-3) + q^(-1) + 1/(q^9*t^3) + 1/(q^7*t^3) + 1/(q^7*t^2) + 1/(q^5*t^2) Kh[Knot[4, 1], Modulus -> 2] = q^(-1) + q + 1/(q^5*t^2) + 1/(q^3*t^2) + 1/(q^3*t) + 1/(q*t) + q*t + q^3*t + q^3*t^2 + q^5*t^2 Kh[Knot[5, 1], Modulus -> 2] = q^(-5) + q^(-3) + 1/(q^15*t^5) + 1/(q^13*t^5) + 1/(q^13*t^4) + 1/(q^11*t^4) + 1/(q^11*t^3) + 1/(q^9*t^3) + 1/(q^9*t^2) + 1/(q^7*t^2) Kh[Knot[5, 2], Modulus -> 2] = q^(-3) + q^(-1) + 1/(q^13*t^5) + 1/(q^11*t^5) + 1/(q^11*t^4) + 1/(q^9*t^4) + 1/(q^9*t^3) + 1/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 1/(q^5*t) + 1/(q^3*t) Kh[Knot[6, 1], Modulus -> 2] = 2/q + 2*q + 1/(q^9*t^4) + 1/(q^7*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 1/(q^5*t^2) + 1/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + q*t + q^3*t + q^3*t^2 + q^5*t^2 Kh[Knot[6, 2], Modulus -> 2] = 2/q^3 + 2/q + 1/(q^11*t^4) + 1/(q^9*t^4) + 2/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 2/(q^5*t) + 2/(q^3*t) + t/q + q*t + q*t^2 + q^3*t^2 Kh[Knot[6, 3], Modulus -> 2] = 3/q + 3*q + 1/(q^7*t^3) + 1/(q^5*t^3) + 2/(q^5*t^2) + 2/(q^3*t^2) + 2/(q^3*t) + 2/(q*t) + 2*q*t + 2*q^3*t + 2*q^3*t^2 + 2*q^5*t^2 + q^5*t^3 + q^7*t^3 Kh[Knot[7, 1], Modulus -> 2] = q^(-7) + q^(-5) + 1/(q^21*t^7) + 1/(q^19*t^7) + 1/(q^19*t^6) + 1/(q^17*t^6) + 1/(q^17*t^5) + 1/(q^15*t^5) + 1/(q^15*t^4) + 1/(q^13*t^4) + 1/(q^13*t^3) + 1/(q^11*t^3) + 1/(q^11*t^2) + 1/(q^9*t^2) Kh[Knot[7, 2], Modulus -> 2] = q^(-3) + q^(-1) + 1/(q^17*t^7) + 1/(q^15*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 1/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 2/(q^9*t^4) + 2/(q^9*t^3) + 2/(q^7*t^3) + 2/(q^7*t^2) + 2/(q^5*t^2) + 1/(q^5*t) + 1/(q^3*t) Kh[Knot[7, 3], Modulus -> 2] = q^3 + q^5 + q^5*t + q^7*t + 2*q^7*t^2 + 2*q^9*t^2 + 2*q^9*t^3 + 2*q^11*t^3 + 3*q^11*t^4 + 3*q^13*t^4 + 2*q^13*t^5 + 2*q^15*t^5 + q^15*t^6 + q^17*t^6 + q^17*t^7 + q^19*t^7 Kh[Knot[7, 4], Modulus -> 2] = q + q^3 + 2*q^3*t + 2*q^5*t + 3*q^5*t^2 + 3*q^7*t^2 + 2*q^7*t^3 + 2*q^9*t^3 + 3*q^9*t^4 + 3*q^11*t^4 + 2*q^11*t^5 + 2*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^15*t^7 + q^17*t^7 Kh[Knot[7, 5], Modulus -> 2] = q^(-5) + q^(-3) + 1/(q^19*t^7) + 1/(q^17*t^7) + 2/(q^17*t^6) + 2/(q^15*t^6) + 3/(q^15*t^5) + 3/(q^13*t^5) + 3/(q^13*t^4) + 3/(q^11*t^4) + 3/(q^11*t^3) + 3/(q^9*t^3) + 3/(q^9*t^2) + 3/(q^7*t^2) + 1/(q^7*t) + 1/(q^5*t) Kh[Knot[7, 6], Modulus -> 2] = 3/q^3 + 3/q + 1/(q^13*t^5) + 1/(q^11*t^5) + 2/(q^11*t^4) + 2/(q^9*t^4) + 3/(q^9*t^3) + 3/(q^7*t^3) + 4/(q^7*t^2) + 4/(q^5*t^2) + 3/(q^5*t) + 3/(q^3*t) + (2*t)/q + 2*q*t + q*t^2 + q^3*t^2 Kh[Knot[7, 7], Modulus -> 2] = 4/q + 4*q + 1/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 3/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 4*q*t + 4*q^3*t + 3*q^3*t^2 + 3*q^5*t^2 + 2*q^5*t^3 + 2*q^7*t^3 + q^7*t^4 + q^9*t^4 KnotSignature[Knot[3, 1]] = -2 KnotSignature[Knot[4, 1]] = 0 KnotSignature[Knot[5, 1]] = -4 KnotSignature[Knot[5, 2]] = -2 KnotSignature[Knot[6, 1]] = 0 KnotSignature[Knot[6, 2]] = -2 KnotSignature[Knot[6, 3]] = 0 KnotSignature[Knot[7, 1]] = -6 KnotSignature[Knot[7, 2]] = -2 KnotSignature[Knot[7, 3]] = 4 KnotSignature[Knot[7, 4]] = 2 KnotSignature[Knot[7, 5]] = -4 KnotSignature[Knot[7, 6]] = -2 KnotSignature[Knot[7, 7]] = 0 KnotSignature[Knot[8, 1]] = 0 KnotSignature[Knot[8, 2]] = -4 KnotSignature[Knot[8, 3]] = 0 KnotSignature[Knot[8, 4]] = -2 KnotSignature[Knot[8, 5]] = 4 KnotSignature[Knot[8, 6]] = -2 KnotSignature[Knot[8, 7]] = 2 KnotSignature[Knot[8, 8]] = 0 KnotSignature[Knot[8, 9]] = 0 KnotSignature[Knot[8, 10]] = 2 KnotSignature[Knot[8, 11]] = -2 KnotSignature[Knot[8, 12]] = 0 KnotSignature[Knot[8, 13]] = 0 KnotSignature[Knot[8, 14]] = -2 KnotSignature[Knot[8, 15]] = -4 KnotSignature[Knot[8, 16]] = -2 KnotSignature[Knot[8, 17]] = 0 KnotSignature[Knot[8, 18]] = 0 KnotSignature[Knot[8, 19]] = 6 KnotSignature[Knot[8, 20]] = 0 KnotSignature[Knot[8, 21]] = -2 KnotSignature[Knot[9, 1]] = -8 KnotSignature[Knot[9, 2]] = -2 KnotSignature[Knot[9, 3]] = 6 KnotSignature[Knot[9, 4]] = -4 KnotSignature[Knot[9, 5]] = 2 KnotSignature[Knot[9, 6]] = -6 KnotSignature[Knot[9, 7]] = -4 KnotSignature[Knot[9, 8]] = -2 KnotSignature[Knot[9, 9]] = -6 KnotSignature[Knot[9, 10]] = 4 KnotSignature[Knot[9, 11]] = 4 KnotSignature[Knot[9, 12]] = -2 KnotSignature[Knot[9, 13]] = 4 KnotSignature[Knot[9, 14]] = 0 KnotSignature[Knot[9, 15]] = 2 KnotSignature[Knot[9, 16]] = 6 KnotSignature[Knot[9, 17]] = -2 KnotSignature[Knot[9, 18]] = -4 KnotSignature[Knot[9, 19]] = 0 KnotSignature[Knot[9, 20]] = -4 KnotSignature[Knot[9, 21]] = 2 KnotSignature[Knot[9, 22]] = 2 KnotSignature[Knot[9, 23]] = -4 KnotSignature[Knot[9, 24]] = 0 KnotSignature[Knot[9, 25]] = -2 KnotSignature[Knot[9, 26]] = 2 KnotSignature[Knot[9, 27]] = 0 KnotSignature[Knot[9, 28]] = -2 KnotSignature[Knot[9, 29]] = -2 KnotSignature[Knot[9, 30]] = 0 KnotSignature[Knot[9, 31]] = -2 KnotSignature[Knot[9, 32]] = 2 KnotSignature[Knot[9, 33]] = 0 KnotSignature[Knot[9, 34]] = 0 KnotSignature[Knot[9, 35]] = -2 KnotSignature[Knot[9, 36]] = 4 KnotSignature[Knot[9, 37]] = 0 KnotSignature[Knot[9, 38]] = -4 KnotSignature[Knot[9, 39]] = 2 KnotSignature[Knot[9, 40]] = -2 KnotSignature[Knot[9, 41]] = 0 KnotSignature[Knot[9, 42]] = 2 KnotSignature[Knot[9, 43]] = 4 KnotSignature[Knot[9, 44]] = 0 KnotSignature[Knot[9, 45]] = -2 KnotSignature[Knot[9, 46]] = 0 KnotSignature[Knot[9, 47]] = 2 KnotSignature[Knot[9, 48]] = 2 KnotSignature[Knot[9, 49]] = 4 KnotSignature[Knot[10, 1]] = 0 KnotSignature[Knot[10, 2]] = -6 KnotSignature[Knot[10, 3]] = 0 KnotSignature[Knot[10, 4]] = -2 KnotSignature[Knot[10, 5]] = 4 KnotSignature[Knot[10, 6]] = -4 KnotSignature[Knot[10, 7]] = -2 KnotSignature[Knot[10, 8]] = -4 KnotSignature[Knot[10, 9]] = 2 KnotSignature[Knot[10, 10]] = 0 KnotSignature[Knot[10, 11]] = -2 KnotSignature[Knot[10, 12]] = 2 KnotSignature[Knot[10, 13]] = 0 KnotSignature[Knot[10, 14]] = -4 KnotSignature[Knot[10, 15]] = 2 KnotSignature[Knot[10, 16]] = 2 KnotSignature[Knot[10, 17]] = 0 KnotSignature[Knot[10, 18]] = -2 KnotSignature[Knot[10, 19]] = -2 KnotSignature[Knot[10, 20]] = -2 KnotSignature[Knot[10, 21]] = -4 KnotSignature[Knot[10, 22]] = 0 KnotSignature[Knot[10, 23]] = 2 KnotSignature[Knot[10, 24]] = -2 KnotSignature[Knot[10, 25]] = -4 KnotSignature[Knot[10, 26]] = 0 KnotSignature[Knot[10, 27]] = -2 KnotSignature[Knot[10, 28]] = 0 KnotSignature[Knot[10, 29]] = -2 KnotSignature[Knot[10, 30]] = -2 KnotSignature[Knot[10, 31]] = 0 KnotSignature[Knot[10, 32]] = 0 KnotSignature[Knot[10, 33]] = 0 KnotSignature[Knot[10, 34]] = 0 KnotSignature[Knot[10, 35]] = 0 KnotSignature[Knot[10, 36]] = -2 KnotSignature[Knot[10, 37]] = 0 KnotSignature[Knot[10, 38]] = -2 KnotSignature[Knot[10, 39]] = -4 KnotSignature[Knot[10, 40]] = 2 KnotSignature[Knot[10, 41]] = -2 KnotSignature[Knot[10, 42]] = 0 KnotSignature[Knot[10, 43]] = 0 KnotSignature[Knot[10, 44]] = -2 KnotSignature[Knot[10, 45]] = 0 KnotSignature[Knot[10, 46]] = 6 KnotSignature[Knot[10, 47]] = 4 KnotSignature[Knot[10, 48]] = 0 KnotSignature[Knot[10, 49]] = -6 KnotSignature[Knot[10, 50]] = 4 KnotSignature[Knot[10, 51]] = 2 KnotSignature[Knot[10, 52]] = 2 KnotSignature[Knot[10, 53]] = -4 KnotSignature[Knot[10, 54]] = 2 KnotSignature[Knot[10, 55]] = -4 KnotSignature[Knot[10, 56]] = 4 KnotSignature[Knot[10, 57]] = 2 KnotSignature[Knot[10, 58]] = 0 KnotSignature[Knot[10, 59]] = 2 KnotSignature[Knot[10, 60]] = 0 KnotSignature[Knot[10, 61]] = 4 KnotSignature[Knot[10, 62]] = 4 KnotSignature[Knot[10, 63]] = -4 KnotSignature[Knot[10, 64]] = 2 KnotSignature[Knot[10, 65]] = 2 KnotSignature[Knot[10, 66]] = -6 KnotSignature[Knot[10, 67]] = -2 KnotSignature[Knot[10, 68]] = 0 KnotSignature[Knot[10, 69]] = 2 KnotSignature[Knot[10, 70]] = 2 KnotSignature[Knot[10, 71]] = 0 KnotSignature[Knot[10, 72]] = 4 KnotSignature[Knot[10, 73]] = -2 KnotSignature[Knot[10, 74]] = -2 KnotSignature[Knot[10, 75]] = 0 KnotSignature[Knot[10, 76]] = 4 KnotSignature[Knot[10, 77]] = 2 KnotSignature[Knot[10, 78]] = -4 KnotSignature[Knot[10, 79]] = 0 KnotSignature[Knot[10, 80]] = -6 KnotSignature[Knot[10, 81]] = 0 KnotSignature[Knot[10, 82]] = -2 KnotSignature[Knot[10, 83]] = 2 KnotSignature[Knot[10, 84]] = 2 KnotSignature[Knot[10, 85]] = -4 KnotSignature[Knot[10, 86]] = 0 KnotSignature[Knot[10, 87]] = 0 KnotSignature[Knot[10, 88]] = 0 KnotSignature[Knot[10, 89]] = -2 KnotSignature[Knot[10, 90]] = 0 KnotSignature[Knot[10, 91]] = 0 KnotSignature[Knot[10, 92]] = 4 KnotSignature[Knot[10, 93]] = -2 KnotSignature[Knot[10, 94]] = 2 KnotSignature[Knot[10, 95]] = 2 KnotSignature[Knot[10, 96]] = 0 KnotSignature[Knot[10, 97]] = 2 KnotSignature[Knot[10, 98]] = -4 KnotSignature[Knot[10, 99]] = 0 KnotSignature[Knot[10, 100]] = -4 KnotSignature[Knot[10, 101]] = 4 KnotSignature[Knot[10, 102]] = 0 KnotSignature[Knot[10, 103]] = -2 KnotSignature[Knot[10, 104]] = 0 KnotSignature[Knot[10, 105]] = 2 KnotSignature[Knot[10, 106]] = 2 KnotSignature[Knot[10, 107]] = 0 KnotSignature[Knot[10, 108]] = 2 KnotSignature[Knot[10, 109]] = 0 KnotSignature[Knot[10, 110]] = -2 KnotSignature[Knot[10, 111]] = 4 KnotSignature[Knot[10, 112]] = -2 KnotSignature[Knot[10, 113]] = 2 KnotSignature[Knot[10, 114]] = 0 KnotSignature[Knot[10, 115]] = 0 KnotSignature[Knot[10, 116]] = -2 KnotSignature[Knot[10, 117]] = 2 KnotSignature[Knot[10, 118]] = 0 KnotSignature[Knot[10, 119]] = 0 KnotSignature[Knot[10, 120]] = -4 KnotSignature[Knot[10, 121]] = -2 KnotSignature[Knot[10, 122]] = 0 KnotSignature[Knot[10, 123]] = 0 KnotSignature[Knot[10, 124]] = 8 KnotSignature[Knot[10, 125]] = 2 KnotSignature[Knot[10, 126]] = -2 KnotSignature[Knot[10, 127]] = -4 KnotSignature[Knot[10, 128]] = 6 KnotSignature[Knot[10, 129]] = 0 KnotSignature[Knot[10, 130]] = 0 KnotSignature[Knot[10, 131]] = -2 KnotSignature[Knot[10, 132]] = 0 KnotSignature[Knot[10, 133]] = -2 KnotSignature[Knot[10, 134]] = 6 KnotSignature[Knot[10, 135]] = 0 KnotSignature[Knot[10, 136]] = 2 KnotSignature[Knot[10, 137]] = 0 KnotSignature[Knot[10, 138]] = 2 KnotSignature[Knot[10, 139]] = 6 KnotSignature[Knot[10, 140]] = 0 KnotSignature[Knot[10, 141]] = 0 KnotSignature[Knot[10, 142]] = 6 KnotSignature[Knot[10, 143]] = -2 KnotSignature[Knot[10, 144]] = -2 KnotSignature[Knot[10, 145]] = -2 KnotSignature[Knot[10, 146]] = 0 KnotSignature[Knot[10, 147]] = 2 KnotSignature[Knot[10, 148]] = -2 KnotSignature[Knot[10, 149]] = -4 KnotSignature[Knot[10, 150]] = 4 KnotSignature[Knot[10, 151]] = 2 KnotSignature[Knot[10, 152]] = -6 KnotSignature[Knot[10, 153]] = 0 KnotSignature[Knot[10, 154]] = 4 KnotSignature[Knot[10, 155]] = 0 KnotSignature[Knot[10, 156]] = -2 KnotSignature[Knot[10, 157]] = 4 KnotSignature[Knot[10, 158]] = 0 KnotSignature[Knot[10, 159]] = -2 KnotSignature[Knot[10, 160]] = 4 KnotSignature[Knot[10, 161]] = -4 KnotSignature[Knot[10, 162]] = -2 KnotSignature[Knot[10, 163]] = 2 KnotSignature[Knot[10, 164]] = 0 KnotSignature[Knot[10, 165]] = 2 (* Data from ~/projects/Categorification/011114.nb: *) Kh[HopfLink] = 1 + q^2 + q^4*t^2 + q^6*t^2 Kh[Link[4, 2, 1]] = q^(-4) + q^(-2) + 1/(q^12*t^4) + 1/(q^10*t^4) + 1/(q^10*t^3) + 1/(q^6*t^2) Kh[Link[5, 2, 1]] = 2 + 2/q^2 + 1/(q^8*t^3) + 1/(q^6*t^2) + 1/(q^4*t^2) + 1/(q^2*t) + t + q^4*t^2 Kh[Link[6, 2, 1]] = q^(-6) + q^(-4) + 1/(q^18*t^6) + 1/(q^16*t^6) + 1/(q^16*t^5) + 1/(q^12*t^4) + 1/(q^12*t^3) + 1/(q^8*t^2) Kh[Link[6, 2, 2]] = q^2 + q^4 + q^4*t + q^6*t^2 + q^8*t^2 + q^8*t^3 + q^10*t^3 + q^10*t^4 + q^12*t^4 + q^14*t^5 + q^14*t^6 + q^16*t^6 Kh[Link[6, 2, 3]] = q^(-4) + q^(-2) + 1/(q^16*t^6) + 1/(q^14*t^5) + 1/(q^12*t^5) + 1/(q^12*t^4) + 2/(q^10*t^4) + 2/(q^10*t^3) + 1/(q^8*t^2) + 2/(q^6*t^2) + 1/(q^4*t) Kh[Link[6, 3, 1]] = q^(-3) + q^(-1) + 1/(q^15*t^6) + 1/(q^11*t^5) + 3/(q^11*t^4) + 3/(q^9*t^4) + 1/(q^9*t^3) + 2/(q^7*t^2) + 1/(q^5*t^2) + 2/(q^3*t) Kh[BorromeanLink] = 4/q + 4*q + 1/(q^7*t^3) + 2/(q^5*t^2) + 1/(q^3*t^2) + 2/(q*t) + 2*q*t + q^3*t^2 + 2*q^5*t^2 + q^7*t^3 Kh[Link[6, 3, 3]] = q^3 + q^5 + q^7*t^2 + q^11*t^3 + q^9*t^4 + 3*q^11*t^4 + 2*q^13*t^4 Kh[Knot[Alternating, 11, 1]] = 10*q + 8*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 7/(q*t) + (5*q)/t + 11*q^3*t + 9*q^5*t + 10*q^5*t^2 + 11*q^7*t^2 + 8*q^7*t^3 + 10*q^9*t^3 + 6*q^9*t^4 + 8*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 2]] = 6*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 8*q^5*t + 5*q^7*t + 11*q^7*t^2 + 8*q^9*t^2 + 11*q^9*t^3 + 11*q^11*t^3 + 11*q^11*t^4 + 11*q^13*t^4 + 9*q^13*t^5 + 11*q^15*t^5 + 6*q^15*t^6 + 9*q^17*t^6 + 3*q^17*t^7 + 6*q^19*t^7 + q^19*t^8 + 3*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 3]] = 8/q^3 + 9/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 5/(q^9*t^4) + 9/(q^9*t^3) + 7/(q^7*t^3) + 10/(q^7*t^2) + 9/(q^5*t^2) + 8/(q^5*t) + 10/(q^3*t) + (5*t)/q + 7*q*t + 2*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 4]] = 7/q + 8*q + 1/(q^15*t^7) + 2/(q^13*t^6) + 1/(q^11*t^6) + 4/(q^11*t^5) + 2/(q^9*t^5) + 6/(q^9*t^4) + 4/(q^7*t^4) + 7/(q^7*t^3) + 6/(q^5*t^3) + 8/(q^5*t^2) + 7/(q^3*t^2) + 7/(q^3*t) + 8/(q*t) + 4*q*t + 6*q^3*t + 2*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[Alternating, 11, 5]] = 10/q + 11*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 5/(q^5*t^3) + 10/(q^5*t^2) + 7/(q^3*t^2) + 10/(q^3*t) + 10/(q*t) + 9*q*t + 9*q^3*t + 5*q^3*t^2 + 9*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 6]] = 11*q + 8*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 7/(q*t) + (5*q)/t + 11*q^3*t + 10*q^5*t + 11*q^5*t^2 + 11*q^7*t^2 + 9*q^7*t^3 + 11*q^9*t^3 + 6*q^9*t^4 + 9*q^11*t^4 + 4*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 4*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 7]] = 6/q^3 + 8/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 2/(q^11*t^5) + 6/(q^11*t^4) + 4/(q^9*t^4) + 7/(q^9*t^3) + 6/(q^7*t^3) + 8/(q^7*t^2) + 7/(q^5*t^2) + 7/(q^5*t) + 8/(q^3*t) + (4*t)/q + 5*q*t + 2*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 8]] = 8/q + 10*q + 1/(q^15*t^7) + 2/(q^13*t^6) + 1/(q^11*t^6) + 4/(q^11*t^5) + 2/(q^9*t^5) + 7/(q^9*t^4) + 4/(q^7*t^4) + 8/(q^7*t^3) + 7/(q^5*t^3) + 10/(q^5*t^2) + 8/(q^3*t^2) + 9/(q^3*t) + 10/(q*t) + 6*q*t + 7*q^3*t + 3*q^3*t^2 + 6*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[Alternating, 11, 9]] = 5*q^3 + 4*q^5 + 1/(q^5*t^4) + 1/(q^3*t^3) + 1/(q*t^3) + 3/(q*t^2) + q/t^2 + (3*q)/t + (3*q^3)/t + 5*q^5*t + 4*q^7*t + 5*q^7*t^2 + 5*q^9*t^2 + 4*q^9*t^3 + 5*q^11*t^3 + 3*q^11*t^4 + 4*q^13*t^4 + 2*q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + 2*q^17*t^6 + q^19*t^7 Kh[Knot[Alternating, 11, 10]] = 9*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (5*q)/t + 9*q^3*t + 8*q^5*t + 8*q^5*t^2 + 9*q^7*t^2 + 7*q^7*t^3 + 8*q^9*t^3 + 4*q^9*t^4 + 7*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 11]] = 10/q + 9*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 7/(q^5*t^2) + 4/(q^3*t^2) + 8/(q^3*t) + 7/(q*t) + 9*q*t + 9*q^3*t + 7*q^3*t^2 + 9*q^5*t^2 + 5*q^5*t^3 + 7*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 12]] = 8*q + 6*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (4*q)/t + 9*q^3*t + 7*q^5*t + 8*q^5*t^2 + 9*q^7*t^2 + 7*q^7*t^3 + 8*q^9*t^3 + 5*q^9*t^4 + 7*q^11*t^4 + 3*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 13]] = 5/q + 4*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 3/(q^5*t^2) + 1/(q^3*t^2) + 3/(q^3*t) + 3/(q*t) + 5*q*t + 4*q^3*t + 4*q^3*t^2 + 5*q^5*t^2 + 4*q^5*t^3 + 4*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + 2*q^9*t^5 + 2*q^11*t^5 + q^11*t^6 + 2*q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 14]] = 12/q + 11*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 2/(q^5*t^3) + 8/(q^5*t^2) + 6/(q^3*t^2) + 10/(q^3*t) + 8/(q*t) + 10*q*t + 11*q^3*t + 9*q^3*t^2 + 10*q^5*t^2 + 5*q^5*t^3 + 9*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 15]] = 8/q^3 + 10/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 2/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 8/(q^7*t^2) + 7/(q^5*t^2) + 9/(q^5*t) + 8/(q^3*t) + (7*t)/q + 7*q*t + 4*q*t^2 + 7*q^3*t^2 + 2*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 16]] = 8/q + 10*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 2/(q^7*t^4) + 6/(q^7*t^3) + 5/(q^5*t^3) + 8/(q^5*t^2) + 6/(q^3*t^2) + 9/(q^3*t) + 8/(q*t) + 7*q*t + 7*q^3*t + 4*q^3*t^2 + 7*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 17]] = 10*q + 8*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 6/(q^3*t^2) + 2/(q*t^2) + 7/(q*t) + (6*q)/t + 11*q^3*t + 9*q^5*t + 9*q^5*t^2 + 11*q^7*t^2 + 8*q^7*t^3 + 9*q^9*t^3 + 5*q^9*t^4 + 8*q^11*t^4 + 2*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 18]] = 8*q + 6*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (2*q)/t + 10*q^3*t + 7*q^5*t + 11*q^5*t^2 + 10*q^7*t^2 + 9*q^7*t^3 + 11*q^9*t^3 + 9*q^9*t^4 + 9*q^11*t^4 + 5*q^11*t^5 + 9*q^13*t^5 + 3*q^13*t^6 + 5*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 19]] = 13*q + 10*q^3 + 1/(q^7*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 7/(q^3*t^2) + 3/(q*t^2) + 9/(q*t) + (7*q)/t + 13*q^3*t + 12*q^5*t + 12*q^5*t^2 + 13*q^7*t^2 + 10*q^7*t^3 + 12*q^9*t^3 + 6*q^9*t^4 + 10*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 20]] = 5*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 6*q^5*t + 4*q^7*t + 9*q^7*t^2 + 6*q^9*t^2 + 9*q^9*t^3 + 9*q^11*t^3 + 9*q^11*t^4 + 9*q^13*t^4 + 8*q^13*t^5 + 9*q^15*t^5 + 5*q^15*t^6 + 8*q^17*t^6 + 3*q^17*t^7 + 5*q^19*t^7 + q^19*t^8 + 3*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 21]] = 4*q + 2*q^3 + 1/(q^3*t^2) + 1/(q*t) + q/t + 4*q^3*t + 3*q^5*t + 6*q^5*t^2 + 4*q^7*t^2 + 6*q^7*t^3 + 6*q^9*t^3 + 5*q^9*t^4 + 6*q^11*t^4 + 5*q^11*t^5 + 5*q^13*t^5 + 3*q^13*t^6 + 5*q^15*t^6 + 2*q^15*t^7 + 3*q^17*t^7 + q^17*t^8 + 2*q^19*t^8 + q^21*t^9 Kh[Knot[Alternating, 11, 22]] = 7*q^3 + 5*q^5 + 1/(q^3*t^3) + 2/(q*t^2) + q/t^2 + (4*q)/t + (2*q^3)/t + 7*q^5*t + 6*q^7*t + 9*q^7*t^2 + 7*q^9*t^2 + 7*q^9*t^3 + 9*q^11*t^3 + 7*q^11*t^4 + 7*q^13*t^4 + 4*q^13*t^5 + 7*q^15*t^5 + 2*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 2*q^19*t^7 + q^21*t^8 Kh[Knot[Alternating, 11, 23]] = 7*q + 5*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (2*q)/t + 8*q^3*t + 6*q^5*t + 9*q^5*t^2 + 8*q^7*t^2 + 7*q^7*t^3 + 9*q^9*t^3 + 7*q^9*t^4 + 7*q^11*t^4 + 4*q^11*t^5 + 7*q^13*t^5 + 2*q^13*t^6 + 4*q^15*t^6 + q^15*t^7 + 2*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 24]] = 14/q + 13*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 7/(q^7*t^3) + 3/(q^5*t^3) + 10/(q^5*t^2) + 7/(q^3*t^2) + 12/(q^3*t) + 10/(q*t) + 12*q*t + 13*q^3*t + 10*q^3*t^2 + 12*q^5*t^2 + 6*q^5*t^3 + 10*q^7*t^3 + 3*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 25]] = 13*q + 10*q^3 + 1/(q^7*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 7/(q^3*t^2) + 3/(q*t^2) + 9/(q*t) + (7*q)/t + 13*q^3*t + 12*q^5*t + 12*q^5*t^2 + 13*q^7*t^2 + 10*q^7*t^3 + 12*q^9*t^3 + 6*q^9*t^4 + 10*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 26]] = 14/q + 13*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 7/(q^7*t^3) + 3/(q^5*t^3) + 10/(q^5*t^2) + 7/(q^3*t^2) + 12/(q^3*t) + 10/(q*t) + 12*q*t + 13*q^3*t + 10*q^3*t^2 + 12*q^5*t^2 + 6*q^5*t^3 + 10*q^7*t^3 + 3*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 27]] = 6/q^3 + 10/q + 1/(q^19*t^8) + 3/(q^17*t^7) + 1/(q^15*t^7) + 6/(q^15*t^6) + 3/(q^13*t^6) + 9/(q^13*t^5) + 6/(q^11*t^5) + 11/(q^11*t^4) + 9/(q^9*t^4) + 12/(q^9*t^3) + 11/(q^7*t^3) + 11/(q^7*t^2) + 12/(q^5*t^2) + 9/(q^5*t) + 11/(q^3*t) + (3*t)/q + 5*q*t + q*t^2 + 3*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 28]] = 10/q + 11*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 5/(q^5*t^3) + 9/(q^5*t^2) + 7/(q^3*t^2) + 10/(q^3*t) + 9/(q*t) + 8*q*t + 9*q^3*t + 5*q^3*t^2 + 8*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 29]] = 9/q^3 + 10/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 2/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 9/(q^7*t^2) + 7/(q^5*t^2) + 9/(q^5*t) + 9/(q^3*t) + (8*t)/q + 8*q*t + 4*q*t^2 + 8*q^3*t^2 + 3*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 3*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 30]] = 13/q + 12*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 3/(q^5*t^3) + 10/(q^5*t^2) + 6/(q^3*t^2) + 11/(q^3*t) + 10/(q*t) + 12*q*t + 12*q^3*t + 9*q^3*t^2 + 12*q^5*t^2 + 6*q^5*t^3 + 9*q^7*t^3 + 3*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 31]] = 6*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 7*q^5*t + 5*q^7*t + 10*q^7*t^2 + 7*q^9*t^2 + 10*q^9*t^3 + 10*q^11*t^3 + 10*q^11*t^4 + 10*q^13*t^4 + 8*q^13*t^5 + 10*q^15*t^5 + 5*q^15*t^6 + 8*q^17*t^6 + 3*q^17*t^7 + 5*q^19*t^7 + q^19*t^8 + 3*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 32]] = 9*q + 7*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 6/(q*t) + (3*q)/t + 11*q^3*t + 8*q^5*t + 12*q^5*t^2 + 11*q^7*t^2 + 10*q^7*t^3 + 12*q^9*t^3 + 9*q^9*t^4 + 10*q^11*t^4 + 5*q^11*t^5 + 9*q^13*t^5 + 3*q^13*t^6 + 5*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 33]] = 7/q^3 + 9/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 6/(q^9*t^3) + 4/(q^7*t^3) + 7/(q^7*t^2) + 6/(q^5*t^2) + 8/(q^5*t) + 7/(q^3*t) + (6*t)/q + 6*q*t + 4*q*t^2 + 6*q^3*t^2 + 2*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 34]] = 10*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (5*q)/t + 10*q^3*t + 9*q^5*t + 9*q^5*t^2 + 10*q^7*t^2 + 8*q^7*t^3 + 9*q^9*t^3 + 5*q^9*t^4 + 8*q^11*t^4 + 3*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 35]] = 11/q + 10*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 7/(q^5*t^2) + 5/(q^3*t^2) + 9/(q^3*t) + 7/(q*t) + 9*q*t + 10*q^3*t + 8*q^3*t^2 + 9*q^5*t^2 + 5*q^5*t^3 + 8*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 36]] = 10/q + 11*q + 1/(q^13*t^6) + 3/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 3/(q^7*t^4) + 8/(q^7*t^3) + 5/(q^5*t^3) + 9/(q^5*t^2) + 8/(q^3*t^2) + 10/(q^3*t) + 9/(q*t) + 7*q*t + 9*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 37]] = 8/q + 6*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 5/(q^5*t^2) + 2/(q^3*t^2) + 5/(q^3*t) + 5/(q*t) + 8*q*t + 7*q^3*t + 6*q^3*t^2 + 8*q^5*t^2 + 6*q^5*t^3 + 6*q^7*t^3 + 3*q^7*t^4 + 6*q^9*t^4 + 2*q^9*t^5 + 3*q^11*t^5 + q^11*t^6 + 2*q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 38]] = 9/q + 11*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 5/(q^5*t^3) + 9/(q^5*t^2) + 7/(q^3*t^2) + 10/(q^3*t) + 9/(q*t) + 8*q*t + 8*q^3*t + 5*q^3*t^2 + 8*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 39]] = 8/q + 7*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 5/(q^5*t^2) + 2/(q^3*t^2) + 6/(q^3*t) + 5/(q*t) + 9*q*t + 7*q^3*t + 7*q^3*t^2 + 9*q^5*t^2 + 6*q^5*t^3 + 7*q^7*t^3 + 4*q^7*t^4 + 6*q^9*t^4 + 2*q^9*t^5 + 4*q^11*t^5 + q^11*t^6 + 2*q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 40]] = 6*q^3 + 4*q^5 + 1/(q^3*t^3) + 2/(q*t^2) + q/t^2 + (3*q)/t + (2*q^3)/t + 6*q^5*t + 5*q^7*t + 8*q^7*t^2 + 6*q^9*t^2 + 6*q^9*t^3 + 8*q^11*t^3 + 6*q^11*t^4 + 6*q^13*t^4 + 4*q^13*t^5 + 6*q^15*t^5 + 2*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 2*q^19*t^7 + q^21*t^8 Kh[Knot[Alternating, 11, 41]] = 8*q + 6*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (3*q)/t + 9*q^3*t + 7*q^5*t + 10*q^5*t^2 + 9*q^7*t^2 + 8*q^7*t^3 + 10*q^9*t^3 + 7*q^9*t^4 + 8*q^11*t^4 + 4*q^11*t^5 + 7*q^13*t^5 + 2*q^13*t^6 + 4*q^15*t^6 + q^15*t^7 + 2*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 42]] = 9*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (5*q)/t + 9*q^3*t + 8*q^5*t + 8*q^5*t^2 + 9*q^7*t^2 + 7*q^7*t^3 + 8*q^9*t^3 + 4*q^9*t^4 + 7*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 43]] = q^5 + q^7 + 3*q^7*t + 6*q^9*t^2 + 3*q^11*t^2 + 7*q^11*t^3 + 6*q^13*t^3 + 12*q^13*t^4 + 7*q^15*t^4 + 10*q^15*t^5 + 12*q^17*t^5 + 11*q^17*t^6 + 10*q^19*t^6 + 9*q^19*t^7 + 11*q^21*t^7 + 5*q^21*t^8 + 9*q^23*t^8 + 3*q^23*t^9 + 5*q^25*t^9 + q^25*t^10 + 3*q^27*t^10 + q^29*t^11 Kh[Knot[Alternating, 11, 44]] = 11/q + 10*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 2/(q^5*t^3) + 7/(q^5*t^2) + 6/(q^3*t^2) + 9/(q^3*t) + 7/(q*t) + 8*q*t + 10*q^3*t + 8*q^3*t^2 + 8*q^5*t^2 + 4*q^5*t^3 + 8*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 45]] = 7*q + 5*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (4*q)/t + 8*q^3*t + 6*q^5*t + 6*q^5*t^2 + 8*q^7*t^2 + 6*q^7*t^3 + 6*q^9*t^3 + 4*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 46]] = 8*q + 7*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 4/(q^5*t^3) + 2/(q^3*t^3) + 5/(q^3*t^2) + 4/(q*t^2) + 6/(q*t) + (5*q)/t + 6*q^3*t + 7*q^5*t + 6*q^5*t^2 + 6*q^7*t^2 + 3*q^7*t^3 + 6*q^9*t^3 + 2*q^9*t^4 + 3*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 47]] = 11/q + 10*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 2/(q^5*t^3) + 7/(q^5*t^2) + 6/(q^3*t^2) + 9/(q^3*t) + 7/(q*t) + 8*q*t + 10*q^3*t + 8*q^3*t^2 + 8*q^5*t^2 + 4*q^5*t^3 + 8*q^7*t^3 + 2*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 48]] = 3/q^5 + 5/q^3 + 1/(q^23*t^9) + 2/(q^21*t^8) + 1/(q^19*t^8) + 5/(q^19*t^7) + 2/(q^17*t^7) + 7/(q^17*t^6) + 5/(q^15*t^6) + 9/(q^15*t^5) + 7/(q^13*t^5) + 9/(q^13*t^4) + 9/(q^11*t^4) + 9/(q^11*t^3) + 9/(q^9*t^3) + 7/(q^9*t^2) + 9/(q^7*t^2) + 4/(q^7*t) + 7/(q^5*t) + t/q^3 + (2*t)/q + q*t^2 Kh[Knot[Alternating, 11, 49]] = 5*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 6*q^5*t + 4*q^7*t + 8*q^7*t^2 + 6*q^9*t^2 + 9*q^9*t^3 + 8*q^11*t^3 + 8*q^11*t^4 + 9*q^13*t^4 + 7*q^13*t^5 + 8*q^15*t^5 + 5*q^15*t^6 + 7*q^17*t^6 + 2*q^17*t^7 + 5*q^19*t^7 + q^19*t^8 + 2*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 50]] = 4*q + 2*q^3 + 1/(q^3*t^2) + 1/(q*t) + q/t + 5*q^3*t + 3*q^5*t + 6*q^5*t^2 + 5*q^7*t^2 + 7*q^7*t^3 + 6*q^9*t^3 + 6*q^9*t^4 + 7*q^11*t^4 + 5*q^11*t^5 + 6*q^13*t^5 + 4*q^13*t^6 + 5*q^15*t^6 + 2*q^15*t^7 + 4*q^17*t^7 + q^17*t^8 + 2*q^19*t^8 + q^21*t^9 Kh[Knot[Alternating, 11, 51]] = 8/q^3 + 9/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 5/(q^9*t^4) + 9/(q^9*t^3) + 7/(q^7*t^3) + 10/(q^7*t^2) + 9/(q^5*t^2) + 8/(q^5*t) + 10/(q^3*t) + (5*t)/q + 7*q*t + 2*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 52]] = 12/q + 11*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 8/(q^5*t^2) + 5/(q^3*t^2) + 10/(q^3*t) + 8/(q*t) + 11*q*t + 11*q^3*t + 9*q^3*t^2 + 11*q^5*t^2 + 6*q^5*t^3 + 9*q^7*t^3 + 4*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 53]] = 4/q^5 + 7/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 4/(q^17*t^6) + 2/(q^15*t^6) + 6/(q^15*t^5) + 4/(q^13*t^5) + 7/(q^13*t^4) + 6/(q^11*t^4) + 8/(q^11*t^3) + 7/(q^9*t^3) + 7/(q^9*t^2) + 8/(q^7*t^2) + 6/(q^7*t) + 7/(q^5*t) + (3*t)/q^3 + (3*t)/q + t^2/q + 3*q*t^2 + q^3*t^3 Kh[Knot[Alternating, 11, 54]] = 7/q^3 + 10/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 5/(q^15*t^6) + 2/(q^13*t^6) + 8/(q^13*t^5) + 5/(q^11*t^5) + 10/(q^11*t^4) + 8/(q^9*t^4) + 12/(q^9*t^3) + 10/(q^7*t^3) + 11/(q^7*t^2) + 12/(q^5*t^2) + 9/(q^5*t) + 11/(q^3*t) + (4*t)/q + 6*q*t + q*t^2 + 4*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 55]] = 5/q^3 + 7/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 5/(q^9*t^3) + 3/(q^7*t^3) + 5/(q^7*t^2) + 5/(q^5*t^2) + 6/(q^5*t) + 5/(q^3*t) + (4*t)/q + 4*q*t + 3*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^5*t^4 + q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 56]] = 9/q + 10*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 4/(q^5*t^3) + 8/(q^5*t^2) + 7/(q^3*t^2) + 9/(q^3*t) + 8/(q*t) + 7*q*t + 8*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 2*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 57]] = 7/q^3 + 10/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 2/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 7/(q^7*t^2) + 7/(q^5*t^2) + 9/(q^5*t) + 7/(q^3*t) + (6*t)/q + 6*q*t + 4*q*t^2 + 6*q^3*t^2 + q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 58]] = 6/q + 8*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 5/(q^7*t^3) + 4/(q^5*t^3) + 6/(q^5*t^2) + 5/(q^3*t^2) + 7/(q^3*t) + 6/(q*t) + 5*q*t + 5*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 59]] = 3*q + 4*q^3 + 1/(q^11*t^6) + 1/(q^9*t^5) + 1/(q^7*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 2/(q^5*t^3) + 2/(q^3*t^3) + 3/(q^3*t^2) + 2/(q*t^2) + 3/(q*t) + (3*q)/t + 3*q^3*t + 2*q^5*t + 2*q^5*t^2 + 3*q^7*t^2 + q^7*t^3 + 2*q^9*t^3 + q^9*t^4 + q^11*t^4 + q^13*t^5 Kh[Knot[Alternating, 11, 60]] = 4*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 5*q^5*t + 3*q^7*t + 6*q^7*t^2 + 5*q^9*t^2 + 7*q^9*t^3 + 6*q^11*t^3 + 7*q^11*t^4 + 7*q^13*t^4 + 5*q^13*t^5 + 7*q^15*t^5 + 4*q^15*t^6 + 5*q^17*t^6 + 2*q^17*t^7 + 4*q^19*t^7 + q^19*t^8 + 2*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 61]] = 5*q + 3*q^3 + 1/(q^3*t^2) + 2/(q*t) + q/t + 7*q^3*t + 4*q^5*t + 8*q^5*t^2 + 7*q^7*t^2 + 8*q^7*t^3 + 8*q^9*t^3 + 8*q^9*t^4 + 8*q^11*t^4 + 6*q^11*t^5 + 8*q^13*t^5 + 4*q^13*t^6 + 6*q^15*t^6 + 2*q^15*t^7 + 4*q^17*t^7 + q^17*t^8 + 2*q^19*t^8 + q^21*t^9 Kh[Knot[Alternating, 11, 62]] = 2/q^7 + 3/q^5 + 1/(q^25*t^9) + 1/(q^23*t^8) + 1/(q^21*t^8) + 3/(q^21*t^7) + 1/(q^19*t^7) + 3/(q^19*t^6) + 3/(q^17*t^6) + 4/(q^17*t^5) + 3/(q^15*t^5) + 4/(q^15*t^4) + 4/(q^13*t^4) + 4/(q^13*t^3) + 4/(q^11*t^3) + 3/(q^11*t^2) + 4/(q^9*t^2) + 2/(q^9*t) + 3/(q^7*t) + t/q^5 + t/q^3 + t^2/q Kh[Knot[Alternating, 11, 63]] = 3/q^5 + 5/q^3 + 1/(q^23*t^9) + 1/(q^21*t^8) + 1/(q^19*t^8) + 4/(q^19*t^7) + 1/(q^17*t^7) + 5/(q^17*t^6) + 4/(q^15*t^6) + 7/(q^15*t^5) + 5/(q^13*t^5) + 8/(q^13*t^4) + 7/(q^11*t^4) + 7/(q^11*t^3) + 8/(q^9*t^3) + 6/(q^9*t^2) + 7/(q^7*t^2) + 4/(q^7*t) + 6/(q^5*t) + t/q^3 + (2*t)/q + q*t^2 Kh[Knot[Alternating, 11, 64]] = 2/q^5 + 4/q^3 + 1/(q^23*t^9) + 2/(q^21*t^8) + 1/(q^19*t^8) + 5/(q^19*t^7) + 2/(q^17*t^7) + 6/(q^17*t^6) + 5/(q^15*t^6) + 8/(q^15*t^5) + 6/(q^13*t^5) + 8/(q^13*t^4) + 8/(q^11*t^4) + 7/(q^11*t^3) + 8/(q^9*t^3) + 6/(q^9*t^2) + 7/(q^7*t^2) + 3/(q^7*t) + 6/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[Alternating, 11, 65]] = 2/q^3 + 3/q + 1/(q^21*t^9) + 1/(q^19*t^8) + 1/(q^17*t^8) + 3/(q^17*t^7) + 1/(q^15*t^7) + 3/(q^15*t^6) + 3/(q^13*t^6) + 4/(q^13*t^5) + 3/(q^11*t^5) + 5/(q^11*t^4) + 4/(q^9*t^4) + 4/(q^9*t^3) + 5/(q^7*t^3) + 4/(q^7*t^2) + 4/(q^5*t^2) + 2/(q^5*t) + 4/(q^3*t) + t/q + q*t + q^3*t^2 Kh[Knot[Alternating, 11, 66]] = 8/q^3 + 10/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 5/(q^9*t^4) + 9/(q^9*t^3) + 7/(q^7*t^3) + 10/(q^7*t^2) + 9/(q^5*t^2) + 9/(q^5*t) + 10/(q^3*t) + (5*t)/q + 7*q*t + 3*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 67]] = 9/q + 10*q + 1/(q^15*t^7) + 2/(q^13*t^6) + 1/(q^11*t^6) + 5/(q^11*t^5) + 2/(q^9*t^5) + 7/(q^9*t^4) + 5/(q^7*t^4) + 9/(q^7*t^3) + 7/(q^5*t^3) + 11/(q^5*t^2) + 9/(q^3*t^2) + 9/(q^3*t) + 11/(q*t) + 6*q*t + 8*q^3*t + 3*q^3*t^2 + 6*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[Alternating, 11, 68]] = 9*q + 8*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 4/(q^5*t^3) + 2/(q^3*t^3) + 6/(q^3*t^2) + 4/(q*t^2) + 7/(q*t) + (6*q)/t + 8*q^3*t + 8*q^5*t + 7*q^5*t^2 + 8*q^7*t^2 + 4*q^7*t^3 + 7*q^9*t^3 + 3*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 69]] = 12/q + 12*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 3/(q^5*t^3) + 9/(q^5*t^2) + 6/(q^3*t^2) + 11/(q^3*t) + 9/(q*t) + 11*q*t + 11*q^3*t + 9*q^3*t^2 + 11*q^5*t^2 + 5*q^5*t^3 + 9*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 70]] = 12*q + 9*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 6/(q^3*t^2) + 2/(q*t^2) + 8/(q*t) + (6*q)/t + 13*q^3*t + 11*q^5*t + 12*q^5*t^2 + 13*q^7*t^2 + 10*q^7*t^3 + 12*q^9*t^3 + 7*q^9*t^4 + 10*q^11*t^4 + 4*q^11*t^5 + 7*q^13*t^5 + q^13*t^6 + 4*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 71]] = 13*q + 10*q^3 + 1/(q^7*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 6/(q^3*t^2) + 3/(q*t^2) + 9/(q*t) + (6*q)/t + 13*q^3*t + 12*q^5*t + 13*q^5*t^2 + 13*q^7*t^2 + 10*q^7*t^3 + 13*q^9*t^3 + 7*q^9*t^4 + 10*q^11*t^4 + 4*q^11*t^5 + 7*q^13*t^5 + q^13*t^6 + 4*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 72]] = 13/q + 13*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 3/(q^5*t^3) + 9/(q^5*t^2) + 6/(q^3*t^2) + 12/(q^3*t) + 9/(q*t) + 12*q*t + 12*q^3*t + 10*q^3*t^2 + 12*q^5*t^2 + 6*q^5*t^3 + 10*q^7*t^3 + 4*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 73]] = 15/q + 15*q + 1/(q^13*t^6) + 4/(q^11*t^5) + 1/(q^9*t^5) + 7/(q^9*t^4) + 4/(q^7*t^4) + 11/(q^7*t^3) + 7/(q^5*t^3) + 14/(q^5*t^2) + 11/(q^3*t^2) + 14/(q^3*t) + 14/(q*t) + 11*q*t + 14*q^3*t + 7*q^3*t^2 + 11*q^5*t^2 + 4*q^5*t^3 + 7*q^7*t^3 + q^7*t^4 + 4*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 74]] = 6*q^3 + 4*q^5 + 1/(q^5*t^4) + 1/(q^3*t^3) + 1/(q*t^3) + 4/(q*t^2) + q/t^2 + (3*q)/t + (4*q^3)/t + 6*q^5*t + 5*q^7*t + 5*q^7*t^2 + 6*q^9*t^2 + 5*q^9*t^3 + 5*q^11*t^3 + 3*q^11*t^4 + 5*q^13*t^4 + 2*q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + 2*q^17*t^6 + q^19*t^7 Kh[Knot[Alternating, 11, 75]] = 7*q + 5*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (4*q)/t + 7*q^3*t + 6*q^5*t + 6*q^5*t^2 + 7*q^7*t^2 + 6*q^7*t^3 + 6*q^9*t^3 + 3*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 76]] = 12/q + 13*q + 1/(q^13*t^6) + 3/(q^11*t^5) + 1/(q^9*t^5) + 6/(q^9*t^4) + 3/(q^7*t^4) + 9/(q^7*t^3) + 6/(q^5*t^3) + 11/(q^5*t^2) + 9/(q^3*t^2) + 12/(q^3*t) + 11/(q*t) + 9*q*t + 11*q^3*t + 6*q^3*t^2 + 9*q^5*t^2 + 3*q^5*t^3 + 6*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 77]] = 6/q^3 + 9/q + 1/(q^19*t^8) + 3/(q^17*t^7) + 1/(q^15*t^7) + 5/(q^15*t^6) + 3/(q^13*t^6) + 8/(q^13*t^5) + 5/(q^11*t^5) + 10/(q^11*t^4) + 8/(q^9*t^4) + 11/(q^9*t^3) + 10/(q^7*t^3) + 10/(q^7*t^2) + 11/(q^5*t^2) + 8/(q^5*t) + 10/(q^3*t) + (3*t)/q + 5*q*t + q*t^2 + 3*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 78]] = 10*q + 8*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 7/(q*t) + (5*q)/t + 10*q^3*t + 9*q^5*t + 10*q^5*t^2 + 10*q^7*t^2 + 8*q^7*t^3 + 10*q^9*t^3 + 5*q^9*t^4 + 8*q^11*t^4 + 3*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 79]] = 9/q^3 + 12/q + 1/(q^17*t^7) + 3/(q^15*t^6) + 1/(q^13*t^6) + 6/(q^13*t^5) + 3/(q^11*t^5) + 9/(q^11*t^4) + 6/(q^9*t^4) + 11/(q^9*t^3) + 9/(q^7*t^3) + 12/(q^7*t^2) + 11/(q^5*t^2) + 11/(q^5*t) + 12/(q^3*t) + (6*t)/q + 8*q*t + 3*q*t^2 + 6*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 80]] = 11/q + 12*q + 1/(q^13*t^6) + 3/(q^11*t^5) + 1/(q^9*t^5) + 6/(q^9*t^4) + 3/(q^7*t^4) + 8/(q^7*t^3) + 6/(q^5*t^3) + 11/(q^5*t^2) + 8/(q^3*t^2) + 11/(q^3*t) + 11/(q*t) + 9*q*t + 10*q^3*t + 5*q^3*t^2 + 9*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 81]] = 11*q + 10*q^3 + 1/(q^9*t^5) + 3/(q^7*t^4) + 1/(q^5*t^4) + 5/(q^5*t^3) + 3/(q^3*t^3) + 8/(q^3*t^2) + 5/(q*t^2) + 9/(q*t) + (8*q)/t + 10*q^3*t + 10*q^5*t + 8*q^5*t^2 + 10*q^7*t^2 + 5*q^7*t^3 + 8*q^9*t^3 + 3*q^9*t^4 + 5*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 82]] = 7/q^3 + 9/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 6/(q^9*t^3) + 4/(q^7*t^3) + 7/(q^7*t^2) + 6/(q^5*t^2) + 8/(q^5*t) + 7/(q^3*t) + (6*t)/q + 6*q*t + 4*q*t^2 + 6*q^3*t^2 + 2*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 83]] = 7*q^3 + 5*q^5 + 1/(q^3*t^3) + 2/(q*t^2) + q/t^2 + (4*q)/t + (2*q^3)/t + 8*q^5*t + 6*q^7*t + 10*q^7*t^2 + 8*q^9*t^2 + 8*q^9*t^3 + 10*q^11*t^3 + 8*q^11*t^4 + 8*q^13*t^4 + 5*q^13*t^5 + 8*q^15*t^5 + 3*q^15*t^6 + 5*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^21*t^8 Kh[Knot[Alternating, 11, 84]] = 8/q + 9*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 6/(q^7*t^3) + 4/(q^5*t^3) + 8/(q^5*t^2) + 6/(q^3*t^2) + 8/(q^3*t) + 8/(q*t) + 7*q*t + 7*q^3*t + 4*q^3*t^2 + 7*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 85]] = 7*q + 5*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (2*q)/t + 8*q^3*t + 6*q^5*t + 9*q^5*t^2 + 8*q^7*t^2 + 8*q^7*t^3 + 9*q^9*t^3 + 7*q^9*t^4 + 8*q^11*t^4 + 4*q^11*t^5 + 7*q^13*t^5 + 3*q^13*t^6 + 4*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 86]] = 8*q + 7*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 3/(q^5*t^3) + 2/(q^3*t^3) + 6/(q^3*t^2) + 3/(q*t^2) + 6/(q*t) + (6*q)/t + 7*q^3*t + 7*q^5*t + 6*q^5*t^2 + 7*q^7*t^2 + 4*q^7*t^3 + 6*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 87]] = 11/q + 10*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 8/(q^5*t^2) + 5/(q^3*t^2) + 9/(q^3*t) + 8/(q*t) + 9*q*t + 10*q^3*t + 7*q^3*t^2 + 9*q^5*t^2 + 5*q^5*t^3 + 7*q^7*t^3 + 2*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 88]] = 8/q + 9*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 6/(q^7*t^3) + 4/(q^5*t^3) + 8/(q^5*t^2) + 6/(q^3*t^2) + 8/(q^3*t) + 8/(q*t) + 7*q*t + 7*q^3*t + 4*q^3*t^2 + 7*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 89]] = 10*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (5*q)/t + 10*q^3*t + 9*q^5*t + 9*q^5*t^2 + 10*q^7*t^2 + 8*q^7*t^3 + 9*q^9*t^3 + 5*q^9*t^4 + 8*q^11*t^4 + 3*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 90]] = 6/q^3 + 8/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 5/(q^9*t^3) + 4/(q^7*t^3) + 7/(q^7*t^2) + 5/(q^5*t^2) + 7/(q^5*t) + 7/(q^3*t) + (6*t)/q + 5*q*t + 3*q*t^2 + 6*q^3*t^2 + 2*q^3*t^3 + 3*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 91]] = 11/q + 11*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 8/(q^5*t^2) + 5/(q^3*t^2) + 10/(q^3*t) + 8/(q*t) + 10*q*t + 10*q^3*t + 8*q^3*t^2 + 10*q^5*t^2 + 5*q^5*t^3 + 8*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 92]] = 7/q^3 + 8/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 6/(q^11*t^4) + 5/(q^9*t^4) + 8/(q^9*t^3) + 6/(q^7*t^3) + 9/(q^7*t^2) + 8/(q^5*t^2) + 7/(q^5*t) + 9/(q^3*t) + (4*t)/q + 6*q*t + 2*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 93]] = 7/q + 7*q + 1/(q^15*t^7) + 2/(q^13*t^6) + 1/(q^11*t^6) + 4/(q^11*t^5) + 2/(q^9*t^5) + 5/(q^9*t^4) + 4/(q^7*t^4) + 7/(q^7*t^3) + 5/(q^5*t^3) + 8/(q^5*t^2) + 7/(q^3*t^2) + 6/(q^3*t) + 8/(q*t) + 4*q*t + 6*q^3*t + 2*q^3*t^2 + 4*q^5*t^2 + q^5*t^3 + 2*q^7*t^3 + q^9*t^4 Kh[Knot[Alternating, 11, 94]] = q^5 + q^7 + 2*q^7*t + 4*q^9*t^2 + 2*q^11*t^2 + 5*q^11*t^3 + 4*q^13*t^3 + 9*q^13*t^4 + 5*q^15*t^4 + 8*q^15*t^5 + 9*q^17*t^5 + 9*q^17*t^6 + 8*q^19*t^6 + 7*q^19*t^7 + 9*q^21*t^7 + 5*q^21*t^8 + 7*q^23*t^8 + 3*q^23*t^9 + 5*q^25*t^9 + q^25*t^10 + 3*q^27*t^10 + q^29*t^11 Kh[Knot[Alternating, 11, 95]] = q^3 + q^5 + 2*q^5*t + 3*q^7*t^2 + 2*q^9*t^2 + 4*q^9*t^3 + 3*q^11*t^3 + 6*q^11*t^4 + 4*q^13*t^4 + 5*q^13*t^5 + 6*q^15*t^5 + 6*q^15*t^6 + 5*q^17*t^6 + 4*q^17*t^7 + 6*q^19*t^7 + 3*q^19*t^8 + 4*q^21*t^8 + 2*q^21*t^9 + 3*q^23*t^9 + q^23*t^10 + 2*q^25*t^10 + q^27*t^11 Kh[Knot[Alternating, 11, 96]] = 10/q + 11*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 5/(q^5*t^3) + 9/(q^5*t^2) + 7/(q^3*t^2) + 10/(q^3*t) + 9/(q*t) + 8*q*t + 9*q^3*t + 5*q^3*t^2 + 8*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 97]] = 6*q + 6*q^3 + 1/(q^11*t^6) + 1/(q^9*t^5) + 1/(q^7*t^5) + 3/(q^7*t^4) + 1/(q^5*t^4) + 4/(q^5*t^3) + 3/(q^3*t^3) + 5/(q^3*t^2) + 4/(q*t^2) + 5/(q*t) + (5*q)/t + 5*q^3*t + 5*q^5*t + 3*q^5*t^2 + 5*q^7*t^2 + 2*q^7*t^3 + 3*q^9*t^3 + q^9*t^4 + 2*q^11*t^4 + q^13*t^5 Kh[Knot[Alternating, 11, 98]] = 6/q + 7*q + 1/(q^13*t^6) + 1/(q^11*t^5) + 1/(q^9*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 3/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 6/(q^3*t) + 6/(q*t) + 6*q*t + 5*q^3*t + 3*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 99]] = 12*q + 10*q^3 + 1/(q^9*t^5) + 3/(q^7*t^4) + 1/(q^5*t^4) + 5/(q^5*t^3) + 3/(q^3*t^3) + 9/(q^3*t^2) + 5/(q*t^2) + 9/(q*t) + (9*q)/t + 11*q^3*t + 11*q^5*t + 8*q^5*t^2 + 11*q^7*t^2 + 6*q^7*t^3 + 8*q^9*t^3 + 3*q^9*t^4 + 6*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 100]] = 6*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 8*q^5*t + 5*q^7*t + 11*q^7*t^2 + 8*q^9*t^2 + 11*q^9*t^3 + 11*q^11*t^3 + 12*q^11*t^4 + 11*q^13*t^4 + 9*q^13*t^5 + 12*q^15*t^5 + 6*q^15*t^6 + 9*q^17*t^6 + 4*q^17*t^7 + 6*q^19*t^7 + q^19*t^8 + 4*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 101]] = 11*q + 7*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 6/(q*t) + (3*q)/t + 13*q^3*t + 10*q^5*t + 14*q^5*t^2 + 13*q^7*t^2 + 13*q^7*t^3 + 14*q^9*t^3 + 11*q^9*t^4 + 13*q^11*t^4 + 7*q^11*t^5 + 11*q^13*t^5 + 4*q^13*t^6 + 7*q^15*t^6 + q^15*t^7 + 4*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 102]] = 8*q + 6*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (5*q)/t + 9*q^3*t + 7*q^5*t + 7*q^5*t^2 + 9*q^7*t^2 + 7*q^7*t^3 + 7*q^9*t^3 + 4*q^9*t^4 + 7*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 103]] = 7/q + 5*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 1/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 7*q*t + 6*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 6*q^5*t^3 + 5*q^7*t^3 + 3*q^7*t^4 + 6*q^9*t^4 + 2*q^9*t^5 + 3*q^11*t^5 + q^11*t^6 + 2*q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 104]] = 11/q + 10*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 8/(q^5*t^2) + 5/(q^3*t^2) + 9/(q^3*t) + 8/(q*t) + 10*q*t + 10*q^3*t + 8*q^3*t^2 + 10*q^5*t^2 + 5*q^5*t^3 + 8*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 105]] = 5*q^3 + 2*q^5 + 1/(q*t^2) + q/t + q^3/t + 6*q^5*t + 4*q^7*t + 8*q^7*t^2 + 6*q^9*t^2 + 9*q^9*t^3 + 8*q^11*t^3 + 9*q^11*t^4 + 9*q^13*t^4 + 7*q^13*t^5 + 9*q^15*t^5 + 5*q^15*t^6 + 7*q^17*t^6 + 3*q^17*t^7 + 5*q^19*t^7 + q^19*t^8 + 3*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 106]] = 8/q + 8*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 7/(q^3*t) + 6/(q*t) + 7*q*t + 7*q^3*t + 6*q^3*t^2 + 7*q^5*t^2 + 3*q^5*t^3 + 6*q^7*t^3 + 2*q^7*t^4 + 3*q^9*t^4 + q^9*t^5 + 2*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 107]] = 10*q + 8*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 4/(q^5*t^3) + 2/(q^3*t^3) + 7/(q^3*t^2) + 4/(q*t^2) + 7/(q*t) + (7*q)/t + 9*q^3*t + 9*q^5*t + 7*q^5*t^2 + 9*q^7*t^2 + 5*q^7*t^3 + 7*q^9*t^3 + 3*q^9*t^4 + 5*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 108]] = 8/q^3 + 9/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 7/(q^9*t^3) + 4/(q^7*t^3) + 7/(q^7*t^2) + 7/(q^5*t^2) + 8/(q^5*t) + 7/(q^3*t) + (6*t)/q + 7*q*t + 4*q*t^2 + 6*q^3*t^2 + 2*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 109]] = 10/q + 10*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 7/(q^5*t^2) + 5/(q^3*t^2) + 9/(q^3*t) + 7/(q*t) + 9*q*t + 9*q^3*t + 8*q^3*t^2 + 9*q^5*t^2 + 4*q^5*t^3 + 8*q^7*t^3 + 3*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 110]] = 8/q + 9*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 6/(q^7*t^3) + 4/(q^5*t^3) + 7/(q^5*t^2) + 6/(q^3*t^2) + 8/(q^3*t) + 7/(q*t) + 6*q*t + 7*q^3*t + 4*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 4*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 111]] = 9*q + 8*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 4/(q^5*t^3) + 2/(q^3*t^3) + 6/(q^3*t^2) + 4/(q*t^2) + 7/(q*t) + (6*q)/t + 8*q^3*t + 8*q^5*t + 7*q^5*t^2 + 8*q^7*t^2 + 4*q^7*t^3 + 7*q^9*t^3 + 3*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 112]] = 10/q + 11*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 5/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 5/(q^5*t^3) + 10/(q^5*t^2) + 7/(q^3*t^2) + 10/(q^3*t) + 10/(q*t) + 9*q*t + 9*q^3*t + 5*q^3*t^2 + 9*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 113]] = 5/q^5 + 8/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 4/(q^17*t^6) + 2/(q^15*t^6) + 7/(q^15*t^5) + 4/(q^13*t^5) + 8/(q^13*t^4) + 7/(q^11*t^4) + 9/(q^11*t^3) + 8/(q^9*t^3) + 8/(q^9*t^2) + 9/(q^7*t^2) + 7/(q^7*t) + 8/(q^5*t) + (3*t)/q^3 + (4*t)/q + t^2/q + 3*q*t^2 + q^3*t^3 Kh[Knot[Alternating, 11, 114]] = 10*q + 7*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 6/(q*t) + (3*q)/t + 12*q^3*t + 9*q^5*t + 13*q^5*t^2 + 12*q^7*t^2 + 11*q^7*t^3 + 13*q^9*t^3 + 10*q^9*t^4 + 11*q^11*t^4 + 6*q^11*t^5 + 10*q^13*t^5 + 3*q^13*t^6 + 6*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 115]] = 10/q + 8*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 5/(q^5*t^2) + 2/(q^3*t^2) + 7/(q^3*t) + 5/(q*t) + 10*q*t + 9*q^3*t + 9*q^3*t^2 + 10*q^5*t^2 + 8*q^5*t^3 + 9*q^7*t^3 + 5*q^7*t^4 + 8*q^9*t^4 + 3*q^9*t^5 + 5*q^11*t^5 + q^11*t^6 + 3*q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 116]] = 6*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 8*q^5*t + 5*q^7*t + 11*q^7*t^2 + 8*q^9*t^2 + 11*q^9*t^3 + 11*q^11*t^3 + 11*q^11*t^4 + 11*q^13*t^4 + 9*q^13*t^5 + 11*q^15*t^5 + 6*q^15*t^6 + 9*q^17*t^6 + 3*q^17*t^7 + 6*q^19*t^7 + q^19*t^8 + 3*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 117]] = 5*q^3 + 3*q^5 + 1/(q*t^2) + (2*q)/t + q^3/t + 7*q^5*t + 4*q^7*t + 9*q^7*t^2 + 7*q^9*t^2 + 9*q^9*t^3 + 9*q^11*t^3 + 10*q^11*t^4 + 9*q^13*t^4 + 7*q^13*t^5 + 10*q^15*t^5 + 5*q^15*t^6 + 7*q^17*t^6 + 3*q^17*t^7 + 5*q^19*t^7 + q^19*t^8 + 3*q^21*t^8 + q^23*t^9 Kh[Knot[Alternating, 11, 118]] = 7*q + 5*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (4*q)/t + 8*q^3*t + 6*q^5*t + 6*q^5*t^2 + 8*q^7*t^2 + 6*q^7*t^3 + 6*q^9*t^3 + 4*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 119]] = 6/q + 5*q + 1/(q^9*t^4) + 1/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 1/(q^3*t^2) + 4/(q^3*t) + 4/(q*t) + 7*q*t + 5*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 5*q^5*t^3 + 5*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + 2*q^9*t^5 + 3*q^11*t^5 + q^11*t^6 + 2*q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 120]] = 3/q^5 + 5/q^3 + 1/(q^23*t^9) + 2/(q^21*t^8) + 1/(q^19*t^8) + 5/(q^19*t^7) + 2/(q^17*t^7) + 6/(q^17*t^6) + 5/(q^15*t^6) + 9/(q^15*t^5) + 6/(q^13*t^5) + 9/(q^13*t^4) + 9/(q^11*t^4) + 8/(q^11*t^3) + 9/(q^9*t^3) + 7/(q^9*t^2) + 8/(q^7*t^2) + 4/(q^7*t) + 7/(q^5*t) + t/q^3 + (2*t)/q + q*t^2 Kh[Knot[Alternating, 11, 121]] = 8/q^3 + 10/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 5/(q^9*t^4) + 9/(q^9*t^3) + 7/(q^7*t^3) + 10/(q^7*t^2) + 9/(q^5*t^2) + 9/(q^5*t) + 10/(q^3*t) + (5*t)/q + 7*q*t + 3*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 122]] = 6/q^3 + 9/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 5/(q^15*t^6) + 2/(q^13*t^6) + 8/(q^13*t^5) + 5/(q^11*t^5) + 9/(q^11*t^4) + 8/(q^9*t^4) + 11/(q^9*t^3) + 9/(q^7*t^3) + 10/(q^7*t^2) + 11/(q^5*t^2) + 8/(q^5*t) + 10/(q^3*t) + (3*t)/q + 5*q*t + q*t^2 + 3*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 123]] = q^3 + q^5 + 3*q^5*t + 4*q^7*t^2 + 3*q^9*t^2 + 7*q^9*t^3 + 4*q^11*t^3 + 10*q^11*t^4 + 7*q^13*t^4 + 8*q^13*t^5 + 10*q^15*t^5 + 10*q^15*t^6 + 8*q^17*t^6 + 7*q^17*t^7 + 10*q^19*t^7 + 5*q^19*t^8 + 7*q^21*t^8 + 3*q^21*t^9 + 5*q^23*t^9 + q^23*t^10 + 3*q^25*t^10 + q^27*t^11 Kh[Knot[Alternating, 11, 124]] = q^5 + q^7 + 3*q^7*t + 6*q^9*t^2 + 3*q^11*t^2 + 8*q^11*t^3 + 6*q^13*t^3 + 13*q^13*t^4 + 8*q^15*t^4 + 12*q^15*t^5 + 13*q^17*t^5 + 13*q^17*t^6 + 12*q^19*t^6 + 10*q^19*t^7 + 13*q^21*t^7 + 7*q^21*t^8 + 10*q^23*t^8 + 4*q^23*t^9 + 7*q^25*t^9 + q^25*t^10 + 4*q^27*t^10 + q^29*t^11 Kh[Knot[Alternating, 11, 125]] = 14*q + 11*q^3 + 1/(q^7*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 7/(q^3*t^2) + 3/(q*t^2) + 10/(q*t) + (7*q)/t + 15*q^3*t + 13*q^5*t + 14*q^5*t^2 + 15*q^7*t^2 + 11*q^7*t^3 + 14*q^9*t^3 + 8*q^9*t^4 + 11*q^11*t^4 + 4*q^11*t^5 + 8*q^13*t^5 + q^13*t^6 + 4*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 126]] = 13/q + 12*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 2/(q^5*t^3) + 8/(q^5*t^2) + 6/(q^3*t^2) + 11/(q^3*t) + 8/(q*t) + 11*q*t + 12*q^3*t + 10*q^3*t^2 + 11*q^5*t^2 + 6*q^5*t^3 + 10*q^7*t^3 + 4*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 127]] = 9*q^3 + 6*q^5 + 1/(q^3*t^3) + 3/(q*t^2) + q/t^2 + (5*q)/t + (3*q^3)/t + 10*q^5*t + 8*q^7*t + 12*q^7*t^2 + 10*q^9*t^2 + 10*q^9*t^3 + 12*q^11*t^3 + 9*q^11*t^4 + 10*q^13*t^4 + 6*q^13*t^5 + 9*q^15*t^5 + 3*q^15*t^6 + 6*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^21*t^8 Kh[Knot[Alternating, 11, 128]] = 10/q + 12*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 6/(q^9*t^4) + 2/(q^7*t^4) + 7/(q^7*t^3) + 6/(q^5*t^3) + 10/(q^5*t^2) + 7/(q^3*t^2) + 11/(q^3*t) + 10/(q*t) + 9*q*t + 9*q^3*t + 5*q^3*t^2 + 9*q^5*t^2 + 3*q^5*t^3 + 5*q^7*t^3 + q^7*t^4 + 3*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 129]] = 5/q^5 + 8/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 5/(q^17*t^6) + 2/(q^15*t^6) + 7/(q^15*t^5) + 5/(q^13*t^5) + 8/(q^13*t^4) + 7/(q^11*t^4) + 10/(q^11*t^3) + 8/(q^9*t^3) + 8/(q^9*t^2) + 10/(q^7*t^2) + 7/(q^7*t) + 8/(q^5*t) + (3*t)/q^3 + (4*t)/q + t^2/q + 3*q*t^2 + q^3*t^3 Kh[Knot[Alternating, 11, 130]] = 6/q^3 + 9/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 5/(q^15*t^6) + 2/(q^13*t^6) + 7/(q^13*t^5) + 5/(q^11*t^5) + 9/(q^11*t^4) + 7/(q^9*t^4) + 11/(q^9*t^3) + 9/(q^7*t^3) + 9/(q^7*t^2) + 11/(q^5*t^2) + 8/(q^5*t) + 9/(q^3*t) + (3*t)/q + 5*q*t + q*t^2 + 3*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 131]] = 9/q^3 + 11/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 8/(q^11*t^4) + 5/(q^9*t^4) + 10/(q^9*t^3) + 8/(q^7*t^3) + 11/(q^7*t^2) + 10/(q^5*t^2) + 10/(q^5*t) + 11/(q^3*t) + (6*t)/q + 8*q*t + 3*q*t^2 + 6*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 132]] = 11*q + 8*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 6/(q^3*t^2) + 2/(q*t^2) + 7/(q*t) + (6*q)/t + 12*q^3*t + 10*q^5*t + 10*q^5*t^2 + 12*q^7*t^2 + 9*q^7*t^3 + 10*q^9*t^3 + 6*q^9*t^4 + 9*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 133]] = 4*q + 2*q^3 + 1/(q^3*t^2) + 1/(q*t) + q/t + 5*q^3*t + 3*q^5*t + 6*q^5*t^2 + 5*q^7*t^2 + 6*q^7*t^3 + 6*q^9*t^3 + 6*q^9*t^4 + 6*q^11*t^4 + 5*q^11*t^5 + 6*q^13*t^5 + 3*q^13*t^6 + 5*q^15*t^6 + 2*q^15*t^7 + 3*q^17*t^7 + q^17*t^8 + 2*q^19*t^8 + q^21*t^9 Kh[Knot[Alternating, 11, 134]] = 8*q + 6*q^3 + 1/(q^5*t^3) + 2/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (2*q)/t + 9*q^3*t + 7*q^5*t + 11*q^5*t^2 + 9*q^7*t^2 + 9*q^7*t^3 + 11*q^9*t^3 + 8*q^9*t^4 + 9*q^11*t^4 + 5*q^11*t^5 + 8*q^13*t^5 + 3*q^13*t^6 + 5*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 135]] = 13/q + 12*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 3/(q^5*t^3) + 10/(q^5*t^2) + 5/(q^3*t^2) + 11/(q^3*t) + 10/(q*t) + 13*q*t + 12*q^3*t + 9*q^3*t^2 + 13*q^5*t^2 + 7*q^5*t^3 + 9*q^7*t^3 + 4*q^7*t^4 + 7*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 136]] = 8/q^3 + 11/q + 1/(q^19*t^8) + 3/(q^17*t^7) + 1/(q^15*t^7) + 6/(q^15*t^6) + 3/(q^13*t^6) + 10/(q^13*t^5) + 6/(q^11*t^5) + 12/(q^11*t^4) + 10/(q^9*t^4) + 14/(q^9*t^3) + 12/(q^7*t^3) + 13/(q^7*t^2) + 14/(q^5*t^2) + 10/(q^5*t) + 13/(q^3*t) + (4*t)/q + 7*q*t + q*t^2 + 4*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 137]] = 8/q^3 + 10/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 2/(q^9*t^4) + 6/(q^9*t^3) + 5/(q^7*t^3) + 9/(q^7*t^2) + 6/(q^5*t^2) + 9/(q^5*t) + 9/(q^3*t) + (8*t)/q + 7*q*t + 4*q*t^2 + 8*q^3*t^2 + 3*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 3*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 138]] = 14/q + 13*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 3/(q^5*t^3) + 10/(q^5*t^2) + 6/(q^3*t^2) + 12/(q^3*t) + 10/(q*t) + 13*q*t + 13*q^3*t + 10*q^3*t^2 + 13*q^5*t^2 + 7*q^5*t^3 + 10*q^7*t^3 + 4*q^7*t^4 + 7*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 139]] = 8*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (4*q)/t + 8*q^3*t + 7*q^5*t + 8*q^5*t^2 + 8*q^7*t^2 + 6*q^7*t^3 + 8*q^9*t^3 + 4*q^9*t^4 + 6*q^11*t^4 + 2*q^11*t^5 + 4*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 140]] = 5*q^3 + 4*q^5 + 1/(q^5*t^4) + 1/(q^3*t^3) + 1/(q*t^3) + 3/(q*t^2) + q/t^2 + (3*q)/t + (3*q^3)/t + 5*q^5*t + 4*q^7*t + 5*q^7*t^2 + 5*q^9*t^2 + 4*q^9*t^3 + 5*q^11*t^3 + 3*q^11*t^4 + 4*q^13*t^4 + 2*q^13*t^5 + 3*q^15*t^5 + q^15*t^6 + 2*q^17*t^6 + q^19*t^7 Kh[Knot[Alternating, 11, 141]] = 8/q^3 + 9/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 4/(q^11*t^4) + 2/(q^9*t^4) + 6/(q^9*t^3) + 4/(q^7*t^3) + 8/(q^7*t^2) + 6/(q^5*t^2) + 8/(q^5*t) + 8/(q^3*t) + (7*t)/q + 7*q*t + 4*q*t^2 + 7*q^3*t^2 + 3*q^3*t^3 + 4*q^5*t^3 + q^5*t^4 + 3*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 142]] = 2/q^7 + 3/q^5 + 1/(q^25*t^9) + 1/(q^23*t^8) + 1/(q^21*t^8) + 3/(q^21*t^7) + 1/(q^19*t^7) + 3/(q^19*t^6) + 3/(q^17*t^6) + 5/(q^17*t^5) + 3/(q^15*t^5) + 4/(q^15*t^4) + 5/(q^13*t^4) + 4/(q^13*t^3) + 4/(q^11*t^3) + 4/(q^11*t^2) + 4/(q^9*t^2) + 2/(q^9*t) + 4/(q^7*t) + t/q^5 + t/q^3 + t^2/q Kh[Knot[Alternating, 11, 143]] = 3/q^5 + 4/q^3 + 1/(q^23*t^9) + 1/(q^21*t^8) + 1/(q^19*t^8) + 4/(q^19*t^7) + 1/(q^17*t^7) + 5/(q^17*t^6) + 4/(q^15*t^6) + 7/(q^15*t^5) + 5/(q^13*t^5) + 7/(q^13*t^4) + 7/(q^11*t^4) + 7/(q^11*t^3) + 7/(q^9*t^3) + 6/(q^9*t^2) + 7/(q^7*t^2) + 3/(q^7*t) + 6/(q^5*t) + t/q^3 + (2*t)/q + q*t^2 Kh[Knot[Alternating, 11, 144]] = 2/q^5 + 3/q^3 + 1/(q^23*t^9) + 1/(q^21*t^8) + 1/(q^19*t^8) + 4/(q^19*t^7) + 1/(q^17*t^7) + 4/(q^17*t^6) + 4/(q^15*t^6) + 6/(q^15*t^5) + 4/(q^13*t^5) + 6/(q^13*t^4) + 6/(q^11*t^4) + 5/(q^11*t^3) + 6/(q^9*t^3) + 5/(q^9*t^2) + 5/(q^7*t^2) + 2/(q^7*t) + 5/(q^5*t) + t/q^3 + t/q + q*t^2 Kh[Knot[Alternating, 11, 145]] = 3/q^3 + 4/q + 1/(q^21*t^9) + 1/(q^19*t^8) + 1/(q^17*t^8) + 4/(q^17*t^7) + 1/(q^15*t^7) + 4/(q^15*t^6) + 4/(q^13*t^6) + 6/(q^13*t^5) + 4/(q^11*t^5) + 7/(q^11*t^4) + 6/(q^9*t^4) + 6/(q^9*t^3) + 7/(q^7*t^3) + 6/(q^7*t^2) + 6/(q^5*t^2) + 3/(q^5*t) + 6/(q^3*t) + t/q + 2*q*t + q^3*t^2 Kh[Knot[Alternating, 11, 146]] = 9/q^3 + 10/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 5/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 5/(q^9*t^4) + 10/(q^9*t^3) + 7/(q^7*t^3) + 10/(q^7*t^2) + 10/(q^5*t^2) + 9/(q^5*t) + 10/(q^3*t) + (5*t)/q + 8*q*t + 3*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 147]] = 12*q + 10*q^3 + 1/(q^7*t^4) + 3/(q^5*t^3) + 1/(q^3*t^3) + 6/(q^3*t^2) + 3/(q*t^2) + 9/(q*t) + (6*q)/t + 13*q^3*t + 11*q^5*t + 12*q^5*t^2 + 13*q^7*t^2 + 9*q^7*t^3 + 12*q^9*t^3 + 7*q^9*t^4 + 9*q^11*t^4 + 3*q^11*t^5 + 7*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 148]] = 5*q + 3*q^3 + 1/(q^3*t^2) + 2/(q*t) + q/t + 7*q^3*t + 4*q^5*t + 9*q^5*t^2 + 7*q^7*t^2 + 9*q^7*t^3 + 9*q^9*t^3 + 9*q^9*t^4 + 9*q^11*t^4 + 7*q^11*t^5 + 9*q^13*t^5 + 5*q^13*t^6 + 7*q^15*t^6 + 3*q^15*t^7 + 5*q^17*t^7 + q^17*t^8 + 3*q^19*t^8 + q^21*t^9 Kh[Knot[Alternating, 11, 149]] = 10*q + 8*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 7/(q*t) + (5*q)/t + 11*q^3*t + 9*q^5*t + 10*q^5*t^2 + 11*q^7*t^2 + 8*q^7*t^3 + 10*q^9*t^3 + 6*q^9*t^4 + 8*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 150]] = 4/q^5 + 6/q^3 + 1/(q^23*t^9) + 2/(q^21*t^8) + 1/(q^19*t^8) + 5/(q^19*t^7) + 2/(q^17*t^7) + 7/(q^17*t^6) + 5/(q^15*t^6) + 10/(q^15*t^5) + 7/(q^13*t^5) + 10/(q^13*t^4) + 10/(q^11*t^4) + 10/(q^11*t^3) + 10/(q^9*t^3) + 8/(q^9*t^2) + 10/(q^7*t^2) + 5/(q^7*t) + 8/(q^5*t) + t/q^3 + (3*t)/q + q*t^2 Kh[Knot[Alternating, 11, 151]] = 9/q^3 + 10/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 6/(q^13*t^5) + 2/(q^11*t^5) + 7/(q^11*t^4) + 6/(q^9*t^4) + 10/(q^9*t^3) + 7/(q^7*t^3) + 11/(q^7*t^2) + 10/(q^5*t^2) + 9/(q^5*t) + 11/(q^3*t) + (5*t)/q + 8*q*t + 3*q*t^2 + 5*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 152]] = 9/q + 9*q + 1/(q^15*t^7) + 2/(q^13*t^6) + 1/(q^11*t^6) + 5/(q^11*t^5) + 2/(q^9*t^5) + 6/(q^9*t^4) + 5/(q^7*t^4) + 9/(q^7*t^3) + 6/(q^5*t^3) + 10/(q^5*t^2) + 9/(q^3*t^2) + 8/(q^3*t) + 10/(q*t) + 5*q*t + 8*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[Alternating, 11, 153]] = 7/q + 7*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 6/(q^3*t) + 4/(q*t) + 8*q*t + 6*q^3*t + 6*q^3*t^2 + 8*q^5*t^2 + 5*q^5*t^3 + 6*q^7*t^3 + 4*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 4*q^11*t^5 + q^11*t^6 + q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 154]] = 5*q + 5*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 4/(q*t) + (3*q)/t + 6*q^3*t + 4*q^5*t + 5*q^5*t^2 + 6*q^7*t^2 + 4*q^7*t^3 + 5*q^9*t^3 + 3*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 155]] = 9/q^3 + 11/q + 1/(q^19*t^8) + 3/(q^17*t^7) + 1/(q^15*t^7) + 6/(q^15*t^6) + 3/(q^13*t^6) + 11/(q^13*t^5) + 6/(q^11*t^5) + 12/(q^11*t^4) + 11/(q^9*t^4) + 15/(q^9*t^3) + 12/(q^7*t^3) + 14/(q^7*t^2) + 15/(q^5*t^2) + 10/(q^5*t) + 14/(q^3*t) + (4*t)/q + 8*q*t + q*t^2 + 4*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 156]] = 7/q^3 + 7/q + 1/(q^17*t^7) + 1/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 4/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 8/(q^7*t^2) + 7/(q^5*t^2) + 6/(q^5*t) + 8/(q^3*t) + (4*t)/q + 6*q*t + 2*q*t^2 + 4*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 157]] = 9/q^3 + 11/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 6/(q^13*t^5) + 2/(q^11*t^5) + 8/(q^11*t^4) + 6/(q^9*t^4) + 10/(q^9*t^3) + 8/(q^7*t^3) + 12/(q^7*t^2) + 10/(q^5*t^2) + 10/(q^5*t) + 12/(q^3*t) + (6*t)/q + 8*q*t + 3*q*t^2 + 6*q^3*t^2 + q^3*t^3 + 3*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 158]] = 9/q^3 + 11/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 5/(q^11*t^4) + 2/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 9/(q^7*t^2) + 7/(q^5*t^2) + 10/(q^5*t) + 9/(q^3*t) + (8*t)/q + 8*q*t + 5*q*t^2 + 8*q^3*t^2 + 3*q^3*t^3 + 5*q^5*t^3 + q^5*t^4 + 3*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 159]] = 9*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (5*q)/t + 10*q^3*t + 8*q^5*t + 8*q^5*t^2 + 10*q^7*t^2 + 7*q^7*t^3 + 8*q^9*t^3 + 5*q^9*t^4 + 7*q^11*t^4 + 2*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 160]] = 13/q + 12*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 6/(q^7*t^3) + 3/(q^5*t^3) + 9/(q^5*t^2) + 6/(q^3*t^2) + 11/(q^3*t) + 9/(q*t) + 11*q*t + 12*q^3*t + 9*q^3*t^2 + 11*q^5*t^2 + 6*q^5*t^3 + 9*q^7*t^3 + 3*q^7*t^4 + 6*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 161]] = 4/q^5 + 4/q^3 + 1/(q^19*t^7) + 1/(q^17*t^6) + 1/(q^15*t^6) + 3/(q^15*t^5) + 1/(q^13*t^5) + 3/(q^13*t^4) + 3/(q^11*t^4) + 4/(q^11*t^3) + 3/(q^9*t^3) + 5/(q^9*t^2) + 4/(q^7*t^2) + 3/(q^7*t) + 5/(q^5*t) + (3*t)/q^3 + (3*t)/q + t^2/q + 3*q*t^2 + q*t^3 + q^3*t^3 + q^5*t^4 Kh[Knot[Alternating, 11, 162]] = 11/q^3 + 14/q + 1/(q^17*t^7) + 3/(q^15*t^6) + 1/(q^13*t^6) + 7/(q^13*t^5) + 3/(q^11*t^5) + 10/(q^11*t^4) + 7/(q^9*t^4) + 13/(q^9*t^3) + 10/(q^7*t^3) + 14/(q^7*t^2) + 13/(q^5*t^2) + 13/(q^5*t) + 14/(q^3*t) + (7*t)/q + 10*q*t + 4*q*t^2 + 7*q^3*t^2 + q^3*t^3 + 4*q^5*t^3 + q^7*t^4 Kh[Knot[Alternating, 11, 163]] = 11*q + 9*q^3 + 1/(q^9*t^5) + 2/(q^7*t^4) + 1/(q^5*t^4) + 5/(q^5*t^3) + 2/(q^3*t^3) + 7/(q^3*t^2) + 5/(q*t^2) + 8/(q*t) + (7*q)/t + 9*q^3*t + 10*q^5*t + 8*q^5*t^2 + 9*q^7*t^2 + 5*q^7*t^3 + 8*q^9*t^3 + 3*q^9*t^4 + 5*q^11*t^4 + q^11*t^5 + 3*q^13*t^5 + q^15*t^6 Kh[Knot[Alternating, 11, 164]] = 14/q + 15*q + 1/(q^13*t^6) + 3/(q^11*t^5) + 1/(q^9*t^5) + 7/(q^9*t^4) + 3/(q^7*t^4) + 10/(q^7*t^3) + 7/(q^5*t^3) + 13/(q^5*t^2) + 10/(q^3*t^2) + 14/(q^3*t) + 13/(q*t) + 11*q*t + 13*q^3*t + 7*q^3*t^2 + 11*q^5*t^2 + 4*q^5*t^3 + 7*q^7*t^3 + q^7*t^4 + 4*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 165]] = 7/q + 6*q + 1/(q^9*t^4) + 2/(q^7*t^3) + 1/(q^5*t^3) + 4/(q^5*t^2) + 2/(q^3*t^2) + 5/(q^3*t) + 4/(q*t) + 7*q*t + 6*q^3*t + 5*q^3*t^2 + 7*q^5*t^2 + 5*q^5*t^3 + 5*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^11*t^6 + q^13*t^6 + q^15*t^7 Kh[Knot[Alternating, 11, 166]] = 5*q + 4*q^3 + 1/(q^7*t^4) + 1/(q^5*t^3) + 1/(q^3*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 3/(q*t) + (3*q)/t + 5*q^3*t + 4*q^5*t + 4*q^5*t^2 + 5*q^7*t^2 + 4*q^7*t^3 + 4*q^9*t^3 + 2*q^9*t^4 + 4*q^11*t^4 + q^11*t^5 + 2*q^13*t^5 + q^13*t^6 + q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 167]] = 10/q + 9*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 7/(q^5*t^2) + 4/(q^3*t^2) + 8/(q^3*t) + 7/(q*t) + 9*q*t + 9*q^3*t + 7*q^3*t^2 + 9*q^5*t^2 + 5*q^5*t^3 + 7*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 168]] = 11/q + 10*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 5/(q^7*t^3) + 2/(q^5*t^3) + 8/(q^5*t^2) + 5/(q^3*t^2) + 9/(q^3*t) + 8/(q*t) + 10*q*t + 10*q^3*t + 8*q^3*t^2 + 10*q^5*t^2 + 5*q^5*t^3 + 8*q^7*t^3 + 3*q^7*t^4 + 5*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 169]] = 9/q + 10*q + 1/(q^15*t^7) + 2/(q^13*t^6) + 1/(q^11*t^6) + 5/(q^11*t^5) + 2/(q^9*t^5) + 7/(q^9*t^4) + 5/(q^7*t^4) + 9/(q^7*t^3) + 7/(q^5*t^3) + 10/(q^5*t^2) + 9/(q^3*t^2) + 9/(q^3*t) + 10/(q*t) + 5*q*t + 8*q^3*t + 3*q^3*t^2 + 5*q^5*t^2 + q^5*t^3 + 3*q^7*t^3 + q^9*t^4 Kh[Knot[Alternating, 11, 170]] = 16/q + 15*q + 1/(q^11*t^5) + 3/(q^9*t^4) + 1/(q^7*t^4) + 7/(q^7*t^3) + 3/(q^5*t^3) + 11/(q^5*t^2) + 7/(q^3*t^2) + 14/(q^3*t) + 11/(q*t) + 15*q*t + 15*q^3*t + 12*q^3*t^2 + 15*q^5*t^2 + 8*q^5*t^3 + 12*q^7*t^3 + 5*q^7*t^4 + 8*q^9*t^4 + q^9*t^5 + 5*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 171]] = 15*q + 12*q^3 + 1/(q^7*t^4) + 4/(q^5*t^3) + 1/(q^3*t^3) + 7/(q^3*t^2) + 4/(q*t^2) + 11/(q*t) + (7*q)/t + 15*q^3*t + 14*q^5*t + 15*q^5*t^2 + 15*q^7*t^2 + 11*q^7*t^3 + 15*q^9*t^3 + 8*q^9*t^4 + 11*q^11*t^4 + 4*q^11*t^5 + 8*q^13*t^5 + q^13*t^6 + 4*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 172]] = 11*q + 9*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 6/(q^3*t^2) + 2/(q*t^2) + 8/(q*t) + (6*q)/t + 12*q^3*t + 10*q^5*t + 11*q^5*t^2 + 12*q^7*t^2 + 9*q^7*t^3 + 11*q^9*t^3 + 6*q^9*t^4 + 9*q^11*t^4 + 3*q^11*t^5 + 6*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 173]] = 10*q + 9*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 8/(q*t) + (5*q)/t + 12*q^3*t + 9*q^5*t + 11*q^5*t^2 + 12*q^7*t^2 + 8*q^7*t^3 + 11*q^9*t^3 + 7*q^9*t^4 + 8*q^11*t^4 + 3*q^11*t^5 + 7*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 174]] = 6/q^3 + 7/q + 1/(q^15*t^6) + 2/(q^13*t^5) + 1/(q^11*t^5) + 3/(q^11*t^4) + 2/(q^9*t^4) + 5/(q^9*t^3) + 3/(q^7*t^3) + 6/(q^7*t^2) + 5/(q^5*t^2) + 6/(q^5*t) + 6/(q^3*t) + (5*t)/q + 5*q*t + 3*q*t^2 + 5*q^3*t^2 + 2*q^3*t^3 + 3*q^5*t^3 + q^5*t^4 + 2*q^7*t^4 + q^9*t^5 Kh[Knot[Alternating, 11, 175]] = 9/q + 9*q + 1/(q^11*t^5) + 2/(q^9*t^4) + 1/(q^7*t^4) + 4/(q^7*t^3) + 2/(q^5*t^3) + 6/(q^5*t^2) + 4/(q^3*t^2) + 8/(q^3*t) + 6/(q*t) + 8*q*t + 8*q^3*t + 7*q^3*t^2 + 8*q^5*t^2 + 4*q^5*t^3 + 7*q^7*t^3 + 3*q^7*t^4 + 4*q^9*t^4 + q^9*t^5 + 3*q^11*t^5 + q^13*t^6 Kh[Knot[Alternating, 11, 176]] = 9*q + 7*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 4/(q^3*t^2) + 2/(q*t^2) + 6/(q*t) + (4*q)/t + 9*q^3*t + 8*q^5*t + 9*q^5*t^2 + 9*q^7*t^2 + 7*q^7*t^3 + 9*q^9*t^3 + 5*q^9*t^4 + 7*q^11*t^4 + 3*q^11*t^5 + 5*q^13*t^5 + q^13*t^6 + 3*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 177]] = 6*q^3 + 4*q^5 + 1/(q^3*t^3) + 2/(q*t^2) + q/t^2 + (3*q)/t + (2*q^3)/t + 7*q^5*t + 5*q^7*t + 8*q^7*t^2 + 7*q^9*t^2 + 7*q^9*t^3 + 8*q^11*t^3 + 7*q^11*t^4 + 7*q^13*t^4 + 4*q^13*t^5 + 7*q^15*t^5 + 3*q^15*t^6 + 4*q^17*t^6 + q^17*t^7 + 3*q^19*t^7 + q^21*t^8 Kh[Knot[Alternating, 11, 178]] = 8*q + 6*q^3 + 1/(q^5*t^3) + 3/(q^3*t^2) + 1/(q*t^2) + 5/(q*t) + (3*q)/t + 10*q^3*t + 7*q^5*t + 10*q^5*t^2 + 10*q^7*t^2 + 9*q^7*t^3 + 10*q^9*t^3 + 8*q^9*t^4 + 9*q^11*t^4 + 4*q^11*t^5 + 8*q^13*t^5 + 3*q^13*t^6 + 4*q^15*t^6 + q^15*t^7 + 3*q^17*t^7 + q^19*t^8 Kh[Knot[Alternating, 11, 179]] = 5*q^3 + 3*q^5 + 1/(q^5*t^4) + 1/(q^3*t^3) + 1/(q*t^3) + 3/(q*t^2) + q/t^2 + (2*q)/t + (3*q^3)/t + 4*q^5*t + 4*q^7*t + 4*q^7*t^2 + 4*q^9*t^2 + 4*q^9*t^3 + 4*q^11*t^3 + 2*q^11*t^4 + 4*q^13*t^4 + 2*q^13*t^5 + 2*q^15*t^5 + q^15*t^6 + 2*q^17*t^6 + q^19*t^7 Kh[Knot[Alternating, 11, 180]] = 7/q + 8*q + 1/(q^13*t^6) + 2/(q^11*t^5) + 1/(q^9*t^5) + 4/(q^9*t^4) + 2/(q^7*t^4) + 5/(q^7*t^3) + 4/(q^5*t^3) + 7/(q^5*t^2) + 5/(q^3*t^2) + 7/(q^3*t) + 7/(q*t) + 6*q*t + 6*q^3*t + 3*q^3*t^2 + 6*q^5*t^2 + 2*q^5*t^3 + 3*q^7*t^3 + q^7*t^4 + 2*q^9*t^4 + q^11*t^5 Kh[Knot[Alternating, 11, 181]] = 9*q + 6*q^3 + 1/(q^7*t^4) + 2/(q^5*t^3) + 1/(q^3*t^3) + 5/(q^3*t^2) + 2/(q*t^2) + 5/(q*t) + (5*q)/t + 8*q^3*t + 8*q^5*t + 7*q^5*t^2 + 8*q^7*t^2 + 7*q^7*t^3 + 7*q^9*t^3 + 3*q^9*t^4 + 7*q^11*t^4 + 2*q^11*t^5 + 3*q^13*t^5 + q^13*t^6 + 2*q^15*t^6 + q^17*t^7 Kh[Knot[Alternating, 11, 182]] = 3/q^5 + 5/q^3 + 1/(q^21*t^8) + 2/(q^19*t^7) + 1/(q^17*t^7) + 3/(q^17*t^6) + 2/(q^15*t^6) + 5/(q^15*t^5) + 3/(q^13*t^5) + 5/(q^13*t^4) + 5/(q^11*t^4) + 6/(q^11*t^3) + 5/(q^9*t^3) + 5/(q^9*t^2) + 6/(q^7*t^2) + 4/(q^7*t) + 5/(q^5*t) + (2*t)/q^3 + (2*t)/q + t^2/q + 2*q*t^2 + q^3*t^3 Kh[Knot[Alternating, 11, 183]] = 6/q^3 + 8/q + 1/(q^19*t^8) + 2/(q^17*t^7) + 1/(q^15*t^7) + 4/(q^15*t^6) + 2/(q^13*t^6) + 7/(q^13*t^5) + 4/(q^11*t^5) + 8/(q^11*t^4) + 7/(q^9*t^4) + 10/(q^9*t^3) + 8/(q^7*t^3) + 9/(q^7*t^2) + 10/(q^5*t^2) + 7/(q^5*t) + 9/(q^3*t) + (3*t)/q + 5*q*t + q*t^2 + 3*q^3*t^2 + q^5*t^3 Kh[Knot[Alternating, 11, 184]] = 6/q^3 + 7/q + 1/(q^17*t^7) + 2/(q^15*t^6) + 1/(q^13*t^6) + 4/(q^13*t^5) + 2/(q^11*t^5) + 5/(q^11*t^4) + 4/(q^9*t^4) + 7/(q^9*t^3) + 5/(q^7*t^3) + 7/(q^7*t^2) + 7/(q^5*t^2) + 6/(q^5*t) + 7/(q^3*t) + (3*t)/q + 5*q*t + 2*q*t^2 + 3*q^3*t^2 + q^3*t^3 + 2*q^5*t^3 + q^7*t^4 Kh[K