{Knot[3, 1] -> t^(-1) + t, Knot[4, 1] -> 0, 
 Knot[5, 1] -> 2/t^3 + 3/t + 3*t + 2*t^3, Knot[5, 2] -> -4 + 5/t + 5*t, 
 Knot[6, 1] -> -4 + t^(-1) + t, Knot[6, 2] -> -4 + t^(-3) - 4/t^2 + 4/t + 
   4*t - 4*t^2 + t^3, Knot[6, 3] -> 0, 
 Knot[7, 1] -> 3/t^5 + 5/t^3 + 6/t + 6*t + 5*t^3 + 3*t^5, 
 Knot[7, 2] -> -16 + 14/t + 14*t, Knot[7, 3] -> 
  12 - 9/t^3 + 8/t^2 - 16/t - 16*t + 8*t^2 - 9*t^3, 
 Knot[7, 4] -> 32 - 24/t - 24*t, Knot[7, 5] -> -28 + 9/t^3 - 16/t^2 + 29/t + 
   29*t - 16*t^2 + 9*t^3, Knot[7, 6] -> -20 + t^(-3) - 8/t^2 + 19/t + 19*t - 
   8*t^2 + t^3, Knot[7, 7] -> 8 - 3/t - 3*t, Knot[8, 1] -> -16 + 5/t + 5*t, 
 Knot[8, 2] -> -12 + 2/t^5 - 8/t^4 + 10/t^3 - 12/t^2 + 13/t + 13*t - 12*t^2 + 
   10*t^3 - 8*t^4 + 2*t^5, Knot[8, 3] -> 0, 
 Knot[8, 4] -> -4 + 3/t^3 - 8/t^2 + 6/t + 6*t - 8*t^2 + 3*t^3, 
 Knot[8, 5] -> 24 - 2/t^5 + 8/t^4 - 13/t^3 + 20/t^2 - 22/t - 22*t + 20*t^2 - 
   13*t^3 + 8*t^4 - 2*t^5, Knot[8, 6] -> -32 + 5/t^3 - 20/t^2 + 28/t + 28*t - 
   20*t^2 + 5*t^3, Knot[8, 7] -> 12 - t^(-5) + 4/t^4 - 10/t^3 + 12/t^2 - 
   13/t - 13*t + 12*t^2 - 10*t^3 + 4*t^4 - t^5, 
 Knot[8, 8] -> 16 - t^(-3) + 4/t^2 - 12/t - 12*t + 4*t^2 - t^3, 
 Knot[8, 9] -> 0, Knot[8, 10] -> 20 - t^(-5) + 4/t^4 - 11/t^3 + 16/t^2 - 
   21/t - 21*t + 16*t^2 - 11*t^3 + 4*t^4 - t^5, 
 Knot[8, 11] -> -44 + 5/t^3 - 24/t^2 + 39/t + 39*t - 24*t^2 + 5*t^3, 
 Knot[8, 12] -> 0, Knot[8, 13] -> 20 - t^(-3) + 4/t^2 - 14/t - 14*t + 4*t^2 - 
   t^3, Knot[8, 14] -> -68 + 5/t^3 - 28/t^2 + 57/t + 57*t - 28*t^2 + 5*t^3, 
 Knot[8, 15] -> -140 + 21/t^3 - 64/t^2 + 120/t + 120*t - 64*t^2 + 21*t^3, 
 Knot[8, 16] -> -36 + t^(-5) - 6/t^4 + 17/t^3 - 28/t^2 + 35/t + 35*t - 
   28*t^2 + 17*t^3 - 6*t^4 + t^5, Knot[8, 17] -> 0, Knot[8, 18] -> 0, 
 Knot[8, 19] -> -3/t^5 - 4/t^2 - 3/t - 3*t - 4*t^2 - 3*t^5, 
 Knot[8, 20] -> -4 + 4/t + 4*t, Knot[8, 21] -> -20 + t^(-3) - 8/t^2 + 16/t + 
   16*t - 8*t^2 + t^3, Knot[9, 1] -> 4/t^7 + 7/t^5 + 9/t^3 + 10/t + 10*t + 
   9*t^3 + 7*t^5 + 4*t^7, Knot[9, 2] -> -40 + 30/t + 30*t, 
 Knot[9, 3] -> 24 - 13/t^5 + 12/t^4 - 25/t^3 + 20/t^2 - 32/t - 32*t + 
   20*t^2 - 25*t^3 + 12*t^4 - 13*t^5, 
 Knot[9, 4] -> -44 + 23/t^3 - 28/t^2 + 46/t + 46*t - 28*t^2 + 23*t^3, 
 Knot[9, 5] -> 100 - 65/t - 65*t, Knot[9, 6] -> 
  -64 + 13/t^5 - 24/t^4 + 45/t^3 - 52/t^2 + 68/t + 68*t - 52*t^2 + 45*t^3 - 
   24*t^4 + 13*t^5, Knot[9, 7] -> -108 + 23/t^3 - 56/t^2 + 99/t + 99*t - 
   56*t^2 + 23*t^3, Knot[9, 8] -> -28 + 3/t^3 - 16/t^2 + 29/t + 29*t - 
   16*t^2 + 3*t^3, Knot[9, 9] -> -96 + 13/t^5 - 24/t^4 + 55/t^3 - 72/t^2 + 
   98/t + 98*t - 72*t^2 + 55*t^3 - 24*t^4 + 13*t^5, 
 Knot[9, 10] -> 120 - 40/t^3 + 72/t^2 - 114/t - 114*t + 72*t^2 - 40*t^3, 
 Knot[9, 11] -> 64 - 2/t^5 + 16/t^4 - 41/t^3 + 52/t^2 - 66/t - 66*t + 
   52*t^2 - 41*t^3 + 16*t^4 - 2*t^5, 
 Knot[9, 12] -> -100 + 5/t^3 - 36/t^2 + 84/t + 84*t - 36*t^2 + 5*t^3, 
 Knot[9, 13] -> 168 - 40/t^3 + 92/t^2 - 154/t - 154*t + 92*t^2 - 40*t^3, 
 Knot[9, 14] -> 60 - t^(-3) + 8/t^2 - 35/t - 35*t + 8*t^2 - t^3, 
 Knot[9, 15] -> 136 - 5/t^3 + 40/t^2 - 108/t - 108*t + 40*t^2 - 5*t^3, 
 Knot[9, 16] -> 168 - 13/t^5 + 36/t^4 - 80/t^3 + 120/t^2 - 161/t - 161*t + 
   120*t^2 - 80*t^3 + 36*t^4 - 13*t^5, 
 Knot[9, 17] -> -24 + t^(-5) - 8/t^4 + 23/t^3 - 32/t^2 + 28/t + 28*t - 
   32*t^2 + 23*t^3 - 8*t^4 + t^5, Knot[9, 18] -> 
  -220 + 40/t^3 - 108/t^2 + 193/t + 193*t - 108*t^2 + 40*t^3, 
 Knot[9, 19] -> -24 + t^(-3) - 8/t^2 + 20/t + 20*t - 8*t^2 + t^3, 
 Knot[9, 20] -> -124 + 2/t^5 - 16/t^4 + 47/t^3 - 84/t^2 + 117/t + 117*t - 
   84*t^2 + 47*t^3 - 16*t^4 + 2*t^5, 
 Knot[9, 21] -> 164 - 5/t^3 + 44/t^2 - 127/t - 127*t + 44*t^2 - 5*t^3, 
 Knot[9, 22] -> 36 - t^(-5) + 8/t^4 - 24/t^3 + 38/t^2 - 40/t - 40*t + 
   38*t^2 - 24*t^3 + 8*t^4 - t^5, Knot[9, 23] -> 
  -288 + 40/t^3 - 128/t^2 + 243/t + 243*t - 128*t^2 + 40*t^3, 
 Knot[9, 24] -> -20 - 4/t^2 + 16/t + 16*t - 4*t^2, 
 Knot[9, 25] -> -188 + 12/t^3 - 70/t^2 + 153/t + 153*t - 70*t^2 + 12*t^3, 
 Knot[9, 26] -> 92 - t^(-5) + 8/t^4 - 31/t^3 + 64/t^2 - 85/t - 85*t + 
   64*t^2 - 31*t^3 + 8*t^4 - t^5, Knot[9, 27] -> 
  -32 + t^(-3) - 8/t^2 + 24/t + 24*t - 8*t^2 + t^3, 
 Knot[9, 28] -> -120 + t^(-5) - 8/t^4 + 30/t^3 - 68/t^2 + 105/t + 105*t - 
   68*t^2 + 30*t^3 - 8*t^4 + t^5, Knot[9, 29] -> 
  -56 + t^(-5) - 8/t^4 + 26/t^3 - 48/t^2 + 59/t + 59*t - 48*t^2 + 26*t^3 - 
   8*t^4 + t^5, Knot[9, 30] -> -32 + 2/t^3 - 10/t^2 + 25/t + 25*t - 10*t^2 + 
   2*t^3, Knot[9, 31] -> -152 + t^(-5) - 8/t^4 + 33/t^3 - 80/t^2 + 132/t + 
   132*t - 80*t^2 + 33*t^3 - 8*t^4 + t^5, 
 Knot[9, 32] -> 148 - t^(-5) + 10/t^4 - 42/t^3 + 94/t^2 - 133/t - 133*t + 
   94*t^2 - 42*t^3 + 10*t^4 - t^5, Knot[9, 33] -> 
  -40 + t^(-3) - 10/t^2 + 30/t + 30*t - 10*t^2 + t^3, 
 Knot[9, 34] -> -56 + 3/t^3 - 18/t^2 + 43/t + 43*t - 18*t^2 + 3*t^3, 
 Knot[9, 35] -> -144 + 90/t + 90*t, Knot[9, 36] -> 
  88 - 2/t^5 + 16/t^4 - 44/t^3 + 66/t^2 - 87/t - 87*t + 66*t^2 - 44*t^3 + 
   16*t^4 - 2*t^5, Knot[9, 37] -> -28 + t^(-3) - 8/t^2 + 22/t + 22*t - 
   8*t^2 + t^3, Knot[9, 38] -> -452 + 62/t^3 - 204/t^2 + 382/t + 382*t - 
   204*t^2 + 62*t^3, Knot[9, 39] -> 268 - 12/t^3 + 84/t^2 - 210/t - 210*t + 
   84*t^2 - 12*t^3, Knot[9, 40] -> -264 + t^(-5) - 12/t^4 + 57/t^3 - 
   144/t^2 + 229/t + 229*t - 144*t^2 + 57*t^3 - 12*t^4 + t^5, 
 Knot[9, 41] -> -108 + 3/t^3 - 20/t^2 + 70/t + 70*t - 20*t^2 + 3*t^3, 
 Knot[9, 42] -> -4 - t^(-3) + 2/t^2 + t^(-1) + t + 2*t^2 - t^3, 
 Knot[9, 43] -> 4 - 2/t^5 + 8/t^4 - 7/t^3 + 2/t^2 - 5/t - 5*t + 2*t^2 - 
   7*t^3 + 8*t^4 - 2*t^5, Knot[9, 44] -> -12 - 2/t^2 + 9/t + 9*t - 2*t^2, 
 Knot[9, 45] -> -60 + t^(-3) - 14/t^2 + 47/t + 47*t - 14*t^2 + t^3, 
 Knot[9, 46] -> -12 + 3/t + 3*t, Knot[9, 47] -> 
  12 - t^(-5) + 6/t^4 - 15/t^3 + 16/t^2 - 10/t - 10*t + 16*t^2 - 15*t^3 + 
   6*t^4 - t^5, Knot[9, 48] -> 52 - t^(-3) + 12/t^2 - 42/t - 42*t + 12*t^2 - 
   t^3, Knot[9, 49] -> 60 - 21/t^3 + 38/t^2 - 61/t - 61*t + 38*t^2 - 21*t^3, 
 Knot[10, 1] -> -40 + 14/t + 14*t, Knot[10, 2] -> 
  -24 + 3/t^7 - 12/t^6 + 16/t^5 - 20/t^4 + 24/t^3 - 24/t^2 + 27/t + 27*t - 
   24*t^2 + 24*t^3 - 20*t^4 + 16*t^5 - 12*t^6 + 3*t^7, 
 Knot[10, 3] -> -28 + 11/t + 11*t, Knot[10, 4] -> 
  8 + 4/t^3 - 8/t^2 + t^(-1) + t - 8*t^2 + 4*t^3, 
 Knot[10, 5] -> 36 - 2/t^7 + 8/t^6 - 20/t^5 + 28/t^4 - 36/t^3 + 36/t^2 - 
   39/t - 39*t + 36*t^2 - 36*t^3 + 28*t^4 - 20*t^5 + 8*t^6 - 2*t^7, 
 Knot[10, 6] -> -84 + 9/t^5 - 36/t^4 + 56/t^3 - 72/t^2 + 81/t + 81*t - 
   72*t^2 + 56*t^3 - 36*t^4 + 9*t^5, 
 Knot[10, 7] -> -160 + 14/t^3 - 72/t^2 + 135/t + 135*t - 72*t^2 + 14*t^3, 
 Knot[10, 8] -> -24 + 7/t^5 - 20/t^4 + 23/t^3 - 28/t^2 + 26/t + 26*t - 
   28*t^2 + 23*t^3 - 20*t^4 + 7*t^5, 
 Knot[10, 9] -> 28 - t^(-7) + 4/t^6 - 10/t^5 + 20/t^4 - 25/t^3 + 28/t^2 - 
   28/t - 28*t + 28*t^2 - 25*t^3 + 20*t^4 - 10*t^5 + 4*t^6 - t^7, 
 Knot[10, 10] -> 100 - 5/t^3 + 24/t^2 - 71/t - 71*t + 24*t^2 - 5*t^3, 
 Knot[10, 11] -> -72 + 16/t^3 - 52/t^2 + 68/t + 68*t - 52*t^2 + 16*t^3, 
 Knot[10, 12] -> 92 - 5/t^5 + 20/t^4 - 50/t^3 + 72/t^2 - 89/t - 89*t + 
   72*t^2 - 50*t^3 + 20*t^4 - 5*t^5, Knot[10, 13] -> 
  -84 + t^(-3) - 12/t^2 + 51/t + 51*t - 12*t^2 + t^3, 
 Knot[10, 14] -> -236 + 9/t^5 - 52/t^4 + 119/t^3 - 180/t^2 + 225/t + 225*t - 
   180*t^2 + 119*t^3 - 52*t^4 + 9*t^5, 
 Knot[10, 15] -> 12 - 3/t^5 + 12/t^4 - 24/t^3 + 24/t^2 - 17/t - 17*t + 
   24*t^2 - 24*t^3 + 12*t^4 - 3*t^5, Knot[10, 16] -> 
  80 - 16/t^3 + 56/t^2 - 76/t - 76*t + 56*t^2 - 16*t^3, Knot[10, 17] -> 0, 
 Knot[10, 18] -> -140 + 16/t^3 - 68/t^2 + 121/t + 121*t - 68*t^2 + 16*t^3, 
 Knot[10, 19] -> -24 + 3/t^5 - 16/t^4 + 35/t^3 - 40/t^2 + 30/t + 30*t - 
   40*t^2 + 35*t^3 - 16*t^4 + 3*t^5, Knot[10, 20] -> 
  -104 + 14/t^3 - 56/t^2 + 88/t + 88*t - 56*t^2 + 14*t^3, 
 Knot[10, 21] -> -124 + 9/t^5 - 44/t^4 + 80/t^3 - 104/t^2 + 121/t + 121*t - 
   104*t^2 + 80*t^3 - 44*t^4 + 9*t^5, Knot[10, 22] -> 
  44 - t^(-5) + 4/t^4 - 10/t^3 + 24/t^2 - 37/t - 37*t + 24*t^2 - 10*t^3 + 
   4*t^4 - t^5, Knot[10, 23] -> 144 - 5/t^5 + 24/t^4 - 67/t^3 + 108/t^2 - 
   137/t - 137*t + 108*t^2 - 67*t^3 + 24*t^4 - 5*t^5, 
 Knot[10, 24] -> -268 + 24/t^3 - 116/t^2 + 221/t + 221*t - 116*t^2 + 24*t^3, 
 Knot[10, 25] -> -344 + 9/t^5 - 52/t^4 + 131/t^3 - 232/t^2 + 314/t + 314*t - 
   232*t^2 + 131*t^3 - 52*t^4 + 9*t^5, 
 Knot[10, 26] -> 60 - t^(-5) + 4/t^4 - 10/t^3 + 28/t^2 - 49/t - 49*t + 
   28*t^2 - 10*t^3 + 4*t^4 - t^5, Knot[10, 27] -> 
  -252 + 5/t^5 - 28/t^4 + 87/t^3 - 164/t^2 + 229/t + 229*t - 164*t^2 + 
   87*t^3 - 28*t^4 + 5*t^5, Knot[10, 28] -> 136 - 8/t^3 + 36/t^2 - 100/t - 
   100*t + 36*t^2 - 8*t^3, Knot[10, 29] -> -128 + t^(-5) - 12/t^4 + 52/t^3 - 
   104/t^2 + 124/t + 124*t - 104*t^2 + 52*t^3 - 12*t^4 + t^5, 
 Knot[10, 30] -> -440 + 24/t^3 - 148/t^2 + 345/t + 345*t - 148*t^2 + 24*t^3, 
 Knot[10, 31] -> -12 - 4/t^2 + 9/t + 9*t - 4*t^2, 
 Knot[10, 32] -> -96 + t^(-5) - 4/t^4 + 13/t^3 - 40/t^2 + 78/t + 78*t - 
   40*t^2 + 13*t^3 - 4*t^4 + t^5, Knot[10, 33] -> 0, 
 Knot[10, 34] -> 68 - 5/t^3 + 20/t^2 - 52/t - 52*t + 20*t^2 - 5*t^3, 
 Knot[10, 35] -> 76 - t^(-3) + 12/t^2 - 47/t - 47*t + 12*t^2 - t^3, 
 Knot[10, 36] -> -264 + 14/t^3 - 88/t^2 + 208/t + 208*t - 88*t^2 + 14*t^3, 
 Knot[10, 37] -> 0, Knot[10, 38] -> -336 + 24/t^3 - 128/t^2 + 270/t + 270*t - 
   128*t^2 + 24*t^3, Knot[10, 39] -> -280 + 9/t^5 - 52/t^4 + 125/t^3 - 
   204/t^2 + 263/t + 263*t - 204*t^2 + 125*t^3 - 52*t^4 + 9*t^5, 
 Knot[10, 40] -> 288 - 5/t^5 + 28/t^4 - 89/t^3 + 176/t^2 - 258/t - 258*t + 
   176*t^2 - 89*t^3 + 28*t^4 - 5*t^5, Knot[10, 41] -> 
  -164 + t^(-5) - 12/t^4 + 54/t^3 - 120/t^2 + 157/t + 157*t - 120*t^2 + 
   54*t^3 - 12*t^4 + t^5, Knot[10, 42] -> -12 + 2/t^3 - 8/t^2 + 11/t + 11*t - 
   8*t^2 + 2*t^3, Knot[10, 43] -> 0, Knot[10, 44] -> 
  -248 + t^(-5) - 12/t^4 + 56/t^3 - 140/t^2 + 220/t + 220*t - 140*t^2 + 
   56*t^3 - 12*t^4 + t^5, Knot[10, 45] -> 0, 
 Knot[10, 46] -> 56 - 3/t^7 + 12/t^6 - 21/t^5 + 34/t^4 - 43/t^3 + 52/t^2 - 
   55/t - 55*t + 52*t^2 - 43*t^3 + 34*t^4 - 21*t^5 + 12*t^6 - 3*t^7, 
 Knot[10, 47] -> 64 - 2/t^7 + 8/t^6 - 23/t^5 + 38/t^4 - 56/t^3 + 60/t^2 - 
   68/t - 68*t + 60*t^2 - 56*t^3 + 38*t^4 - 23*t^5 + 8*t^6 - 2*t^7, 
 Knot[10, 48] -> 4 + t^(-5) - 2/t^4 + 2/t^3 - 3/t - 3*t + 2*t^3 - 2*t^4 + 
   t^5, Knot[10, 49] -> -392 + 30/t^5 - 94/t^4 + 196/t^3 - 292/t^2 + 372/t + 
   372*t - 292*t^2 + 196*t^3 - 94*t^4 + 30*t^5, 
 Knot[10, 50] -> 200 - 9/t^5 + 44/t^4 - 94/t^3 + 150/t^2 - 186/t - 186*t + 
   150*t^2 - 94*t^3 + 44*t^4 - 9*t^5, Knot[10, 51] -> 
  212 - 5/t^5 + 24/t^4 - 73/t^3 + 134/t^2 - 194/t - 194*t + 134*t^2 - 
   73*t^3 + 24*t^4 - 5*t^5, Knot[10, 52] -> 44 - 3/t^5 + 16/t^4 - 37/t^3 + 
   50/t^2 - 49/t - 49*t + 50*t^2 - 37*t^3 + 16*t^4 - 3*t^5, 
 Knot[10, 53] -> -828 + 93/t^3 - 346/t^2 + 680/t + 680*t - 346*t^2 + 93*t^3, 
 Knot[10, 54] -> 16 - 3/t^5 + 12/t^4 - 24/t^3 + 26/t^2 - 21/t - 21*t + 
   26*t^2 - 24*t^3 + 12*t^4 - 3*t^5, Knot[10, 55] -> 
  -596 + 66/t^3 - 246/t^2 + 488/t + 488*t - 246*t^2 + 66*t^3, 
 Knot[10, 56] -> 340 - 9/t^5 + 52/t^4 - 133/t^3 + 234/t^2 - 312/t - 312*t + 
   234*t^2 - 133*t^3 + 52*t^4 - 9*t^5, 
 Knot[10, 57] -> 340 - 5/t^5 + 28/t^4 - 93/t^3 + 194/t^2 - 300/t - 300*t + 
   194*t^2 - 93*t^3 + 28*t^4 - 5*t^5, Knot[10, 58] -> 
  -140 + 3/t^3 - 28/t^2 + 94/t + 94*t - 28*t^2 + 3*t^3, 
 Knot[10, 59] -> 196 - t^(-5) + 12/t^4 - 55/t^3 + 128/t^2 - 181/t - 181*t + 
   128*t^2 - 55*t^3 + 12*t^4 - t^5, Knot[10, 60] -> 
  -176 + 5/t^3 - 40/t^2 + 122/t + 122*t - 40*t^2 + 5*t^3, 
 Knot[10, 61] -> 36 - 7/t^5 + 20/t^4 - 27/t^3 + 36/t^2 - 35/t - 35*t + 
   36*t^2 - 27*t^3 + 20*t^4 - 7*t^5, Knot[10, 62] -> 
  88 - 2/t^7 + 8/t^6 - 23/t^5 + 40/t^4 - 63/t^3 + 76/t^2 - 89/t - 89*t + 
   76*t^2 - 63*t^3 + 40*t^4 - 23*t^5 + 8*t^6 - 2*t^7, 
 Knot[10, 63] -> -496 + 66/t^3 - 220/t^2 + 416/t + 416*t - 220*t^2 + 66*t^3, 
 Knot[10, 64] -> 64 - t^(-7) + 4/t^6 - 11/t^5 + 24/t^4 - 37/t^3 + 52/t^2 - 
   60/t - 60*t + 52*t^2 - 37*t^3 + 24*t^4 - 11*t^5 + 4*t^6 - t^7, 
 Knot[10, 65] -> 180 - 5/t^5 + 24/t^4 - 71/t^3 + 124/t^2 - 169/t - 169*t + 
   124*t^2 - 71*t^3 + 24*t^4 - 5*t^5, Knot[10, 66] -> 
  -724 + 30/t^5 - 112/t^4 + 279/t^3 - 480/t^2 + 662/t + 662*t - 480*t^2 + 
   279*t^3 - 112*t^4 + 30*t^5, Knot[10, 67] -> -392 + 24/t^3 - 140/t^2 + 
   312/t + 312*t - 140*t^2 + 24*t^3, Knot[10, 68] -> 
  -164 + 8/t^3 - 40/t^2 + 117/t + 117*t - 40*t^2 + 8*t^3, 
 Knot[10, 69] -> 476 - t^(-5) + 12/t^4 - 68/t^3 + 212/t^2 - 397/t - 397*t + 
   212*t^2 - 68*t^3 + 12*t^4 - t^5, Knot[10, 70] -> 
  152 - t^(-5) + 12/t^4 - 53/t^3 + 114/t^2 - 146/t - 146*t + 114*t^2 - 
   53*t^3 + 12*t^4 - t^5, Knot[10, 71] -> 4 + t^(-3) - 2/t^2 - t^(-1) - t - 
   2*t^2 + t^3, Knot[10, 72] -> 448 - 9/t^5 + 60/t^4 - 167/t^3 + 298/t^2 - 
   410/t - 410*t + 298*t^2 - 167*t^3 + 60*t^4 - 9*t^5, 
 Knot[10, 73] -> -416 + t^(-5) - 12/t^4 + 65/t^3 - 194/t^2 + 350/t + 350*t - 
   194*t^2 + 65*t^3 - 12*t^4 + t^5, Knot[10, 74] -> 
  -360 + 24/t^3 - 136/t^2 + 290/t + 290*t - 136*t^2 + 24*t^3, 
 Knot[10, 75] -> 172 - 4/t^3 + 36/t^2 - 117/t - 117*t + 36*t^2 - 4*t^3, 
 Knot[10, 76] -> 272 - 9/t^5 + 44/t^4 - 104/t^3 + 184/t^2 - 245/t - 245*t + 
   184*t^2 - 104*t^3 + 44*t^4 - 9*t^5, 
 Knot[10, 77] -> 208 - 5/t^5 + 24/t^4 - 71/t^3 + 132/t^2 - 189/t - 189*t + 
   132*t^2 - 71*t^3 + 24*t^4 - 5*t^5, Knot[10, 78] -> 
  -448 + 2/t^5 - 24/t^4 + 105/t^3 - 244/t^2 + 390/t + 390*t - 244*t^2 + 
   105*t^3 - 24*t^4 + 2*t^5, Knot[10, 79] -> 0, 
 Knot[10, 80] -> -616 + 30/t^5 - 112/t^4 + 260/t^3 - 426/t^2 + 568/t + 
   568*t - 426*t^2 + 260*t^3 - 112*t^4 + 30*t^5, Knot[10, 81] -> 0, 
 Knot[10, 82] -> -84 + t^(-7) - 6/t^6 + 19/t^5 - 42/t^4 + 64/t^3 - 78/t^2 + 
   84/t + 84*t - 78*t^2 + 64*t^3 - 42*t^4 + 19*t^5 - 6*t^6 + t^7, 
 Knot[10, 83] -> 332 - 5/t^5 + 34/t^4 - 110/t^3 + 214/t^2 - 301/t - 301*t + 
   214*t^2 - 110*t^3 + 34*t^4 - 5*t^5, 
 Knot[10, 84] -> 424 - 5/t^5 + 34/t^4 - 116/t^3 + 246/t^2 - 373/t - 373*t + 
   246*t^2 - 116*t^3 + 34*t^4 - 5*t^5, 
 Knot[10, 85] -> -140 + 2/t^7 - 12/t^6 + 36/t^5 - 68/t^4 + 101/t^3 - 
   124/t^2 + 138/t + 138*t - 124*t^2 + 101*t^3 - 68*t^4 + 36*t^5 - 12*t^6 + 
   2*t^7, Knot[10, 86] -> 128 - t^(-5) + 6/t^4 - 21/t^3 + 58/t^2 - 105/t - 
   105*t + 58*t^2 - 21*t^3 + 6*t^4 - t^5, 
 Knot[10, 87] -> 152 - t^(-5) + 6/t^4 - 23/t^3 + 66/t^2 - 125/t - 125*t + 
   66*t^2 - 23*t^3 + 6*t^4 - t^5, Knot[10, 88] -> 0, 
 Knot[10, 89] -> -596 + t^(-5) - 14/t^4 + 83/t^3 - 264/t^2 + 495/t + 495*t - 
   264*t^2 + 83*t^3 - 14*t^4 + t^5, Knot[10, 90] -> 
  112 - t^(-5) + 6/t^4 - 21/t^3 + 54/t^2 - 93/t - 93*t + 54*t^2 - 21*t^3 + 
   6*t^4 - t^5, Knot[10, 91] -> 4 + t^(-5) - 2/t^4 + 2/t^3 - 3/t - 3*t + 
   2*t^3 - 2*t^4 + t^5, Knot[10, 92] -> 696 - 9/t^5 + 68/t^4 - 216/t^3 + 
   428/t^2 - 622/t - 622*t + 428*t^2 - 216*t^3 + 68*t^4 - 9*t^5, 
 Knot[10, 93] -> -48 + 3/t^5 - 18/t^4 + 43/t^3 - 58/t^2 + 55/t + 55*t - 
   58*t^2 + 43*t^3 - 18*t^4 + 3*t^5, Knot[10, 94] -> 
  120 - t^(-7) + 6/t^6 - 20/t^5 + 46/t^4 - 76/t^3 + 102/t^2 - 115/t - 115*t + 
   102*t^2 - 76*t^3 + 46*t^4 - 20*t^5 + 6*t^6 - t^7, 
 Knot[10, 95] -> 436 - 5/t^5 + 32/t^4 - 114/t^3 + 248/t^2 - 384/t - 384*t + 
   248*t^2 - 114*t^3 + 32*t^4 - 5*t^5, 
 Knot[10, 96] -> 212 - 7/t^3 + 50/t^2 - 147/t - 147*t + 50*t^2 - 7*t^3, 
 Knot[10, 97] -> 788 - 37/t^3 + 242/t^2 - 603/t - 603*t + 242*t^2 - 37*t^3, 
 Knot[10, 98] -> -564 + 9/t^5 - 60/t^4 + 177/t^3 - 348/t^2 + 501/t + 501*t - 
   348*t^2 + 177*t^3 - 60*t^4 + 9*t^5, Knot[10, 99] -> 0, 
 Knot[10, 100] -> -196 + 2/t^7 - 12/t^6 + 39/t^5 - 80/t^4 + 128/t^3 - 
   164/t^2 + 192/t + 192*t - 164*t^2 + 128*t^3 - 80*t^4 + 39*t^5 - 12*t^6 + 
   2*t^7, Knot[10, 101] -> 1148 - 129/t^3 + 480/t^2 - 942/t - 942*t + 
   480*t^2 - 129*t^3, Knot[10, 102] -> 108 - t^(-5) + 6/t^4 - 19/t^3 + 
   50/t^2 - 89/t - 89*t + 50*t^2 - 19*t^3 + 6*t^4 - t^5, 
 Knot[10, 103] -> -280 + 5/t^5 - 30/t^4 + 93/t^3 - 178/t^2 + 254/t + 254*t - 
   178*t^2 + 93*t^3 - 30*t^4 + 5*t^5, Knot[10, 104] -> 
  4 + t^(-5) - 2/t^4 + 2/t^3 - 3/t - 3*t + 2*t^3 - 2*t^4 + t^5, 
 Knot[10, 105] -> 332 - t^(-5) + 14/t^4 - 71/t^3 + 184/t^2 - 292/t - 292*t + 
   184*t^2 - 71*t^3 + 14*t^4 - t^5, Knot[10, 106] -> 
  140 - t^(-7) + 6/t^6 - 20/t^5 + 48/t^4 - 82/t^3 + 114/t^2 - 134/t - 134*t + 
   114*t^2 - 82*t^3 + 48*t^4 - 20*t^5 + 6*t^6 - t^7, 
 Knot[10, 107] -> -16 + 2/t^3 - 8/t^2 + 13/t + 13*t - 8*t^2 + 2*t^3, 
 Knot[10, 108] -> 32 - 3/t^5 + 18/t^4 - 41/t^3 + 50/t^2 - 40/t - 40*t + 
   50*t^2 - 41*t^3 + 18*t^4 - 3*t^5, Knot[10, 109] -> 0, 
 Knot[10, 110] -> -236 + t^(-5) - 14/t^4 + 69/t^3 - 160/t^2 + 219/t + 219*t - 
   160*t^2 + 69*t^3 - 14*t^4 + t^5, Knot[10, 111] -> 
  480 - 9/t^5 + 60/t^4 - 171/t^3 + 316/t^2 - 436/t - 436*t + 316*t^2 - 
   171*t^3 + 60*t^4 - 9*t^5, Knot[10, 112] -> -180 + t^(-7) - 8/t^6 + 
   29/t^5 - 68/t^4 + 115/t^3 - 152/t^2 + 175/t + 175*t - 152*t^2 + 115*t^3 - 
   68*t^4 + 29*t^5 - 8*t^6 + t^7, Knot[10, 113] -> 
  720 - 5/t^5 + 42/t^4 - 167/t^3 + 394/t^2 - 623/t - 623*t + 394*t^2 - 
   167*t^3 + 42*t^4 - 5*t^5, Knot[10, 114] -> -168 + t^(-5) - 8/t^4 + 
   30/t^3 - 78/t^2 + 140/t + 140*t - 78*t^2 + 30*t^3 - 8*t^4 + t^5, 
 Knot[10, 115] -> 0, Knot[10, 116] -> -228 + t^(-7) - 8/t^6 + 30/t^5 - 
   74/t^4 + 132/t^3 - 184/t^2 + 217/t + 217*t - 184*t^2 + 132*t^3 - 74*t^4 + 
   30*t^5 - 8*t^6 + t^7, Knot[10, 117] -> 600 - 5/t^5 + 38/t^4 - 144/t^3 + 
   330/t^2 - 522/t - 522*t + 330*t^2 - 144*t^3 + 38*t^4 - 5*t^5, 
 Knot[10, 118] -> 0, Knot[10, 119] -> 220 - t^(-5) + 6/t^4 - 26/t^3 + 
   86/t^2 - 175/t - 175*t + 86*t^2 - 26*t^3 + 6*t^4 - t^5, 
 Knot[10, 120] -> -1788 + 166/t^3 - 692/t^2 + 1433/t + 1433*t - 692*t^2 + 
   166*t^3, Knot[10, 121] -> -732 + 5/t^5 - 42/t^4 + 167/t^3 - 396/t^2 + 
   634/t + 634*t - 396*t^2 + 167*t^3 - 42*t^4 + 5*t^5, 
 Knot[10, 122] -> 264 - t^(-5) + 8/t^4 - 34/t^3 + 104/t^2 - 211/t - 211*t + 
   104*t^2 - 34*t^3 + 8*t^4 - t^5, Knot[10, 123] -> 0, 
 Knot[10, 124] -> -4/t^7 - 6/t^4 - 4/t^2 - 6/t - 6*t - 4*t^2 - 6*t^4 - 4*t^7, 
 Knot[10, 125] -> -4 - t^(-5) + 2/t^4 - 2/t^3 + 3/t + 3*t - 2*t^3 + 2*t^4 - 
   t^5, Knot[10, 126] -> -20 + t^(-5) - 2/t^4 + 10/t^3 - 12/t^2 + 22/t + 
   22*t - 12*t^2 + 10*t^3 - 2*t^4 + t^5, 
 Knot[10, 127] -> -72 + 2/t^5 - 14/t^4 + 32/t^3 - 52/t^2 + 67/t + 67*t - 
   52*t^2 + 32*t^3 - 14*t^4 + 2*t^5, Knot[10, 128] -> 
  12 - 13/t^5 + 12/t^4 - 3/t^3 - 10/t^2 - 9/t - 9*t - 10*t^2 - 3*t^3 + 
   12*t^4 - 13*t^5, Knot[10, 129] -> -20 - t^(-3) - 2/t^2 + 14/t + 14*t - 
   2*t^2 - t^3, Knot[10, 130] -> -24 + t^(-3) - 2/t^2 + 19/t + 19*t - 2*t^2 + 
   t^3, Knot[10, 131] -> -112 + 5/t^3 - 38/t^2 + 87/t + 87*t - 38*t^2 + 
   5*t^3, Knot[10, 132] -> -4 + 2/t^2 + 5/t + 5*t + 2*t^2, 
 Knot[10, 133] -> -48 + t^(-3) - 14/t^2 + 37/t + 37*t - 14*t^2 + t^3, 
 Knot[10, 134] -> 40 - 13/t^5 + 24/t^4 - 33/t^3 + 30/t^2 - 41/t - 41*t + 
   30*t^2 - 33*t^3 + 24*t^4 - 13*t^5, Knot[10, 135] -> 
  -24 + t^(-3) - 6/t^2 + 18/t + 18*t - 6*t^2 + t^3, 
 Knot[10, 136] -> -4 - t^(-3) + 4/t^2 - 2/t - 2*t + 4*t^2 - t^3, 
 Knot[10, 137] -> -44 - 4/t^2 + 24/t + 24*t - 4*t^2, 
 Knot[10, 138] -> 8 - t^(-5) + 8/t^4 - 22/t^3 + 24/t^2 - 11/t - 11*t + 
   24*t^2 - 22*t^3 + 8*t^4 - t^5, Knot[10, 139] -> 
  12 - 4/t^7 - 12/t^4 + 5/t^3 - 4/t^2 - 16/t - 16*t - 4*t^2 + 5*t^3 - 
   12*t^4 - 4*t^7, Knot[10, 140] -> -8 + 8/t + 8*t, 
 Knot[10, 141] -> -20 + t^(-3) - 8/t^2 + 16/t + 16*t - 8*t^2 + t^3, 
 Knot[10, 142] -> 12 - 13/t^5 + 12/t^4 - 13/t^3 + 4/t^2 - 17/t - 17*t + 
   4*t^2 - 13*t^3 + 12*t^4 - 13*t^5, Knot[10, 143] -> 
  -48 + t^(-5) - 4/t^4 + 15/t^3 - 28/t^2 + 45/t + 45*t - 28*t^2 + 15*t^3 - 
   4*t^4 + t^5, Knot[10, 144] -> -96 + 10/t^3 - 44/t^2 + 80/t + 80*t - 
   44*t^2 + 10*t^3, Knot[10, 145] -> -8 + 2/t^3 + 8/t^2 + 6/t + 6*t + 8*t^2 + 
   2*t^3, Knot[10, 146] -> -28 + t^(-3) - 8/t^2 + 21/t + 21*t - 8*t^2 + t^3, 
 Knot[10, 147] -> 12 - 3/t^3 + 12/t^2 - 15/t - 15*t + 12*t^2 - 3*t^3, 
 Knot[10, 148] -> -68 + t^(-5) - 4/t^4 + 18/t^3 - 36/t^2 + 62/t + 62*t - 
   36*t^2 + 18*t^3 - 4*t^4 + t^5, Knot[10, 149] -> 
  -164 + 2/t^5 - 18/t^4 + 55/t^3 - 104/t^2 + 149/t + 149*t - 104*t^2 + 
   55*t^3 - 18*t^4 + 2*t^5, Knot[10, 150] -> 44 - 2/t^5 + 12/t^4 - 26/t^3 + 
   38/t^2 - 45/t - 45*t + 38*t^2 - 26*t^3 + 12*t^4 - 2*t^5, 
 Knot[10, 151] -> 72 - t^(-5) + 6/t^4 - 21/t^3 + 42/t^2 - 66/t - 66*t + 
   42*t^2 - 21*t^3 + 6*t^4 - t^5, Knot[10, 152] -> 
  -52 + 4/t^7 - 7/t^5 + 18/t^4 - 7/t^3 - 12/t^2 + 45/t + 45*t - 12*t^2 - 
   7*t^3 + 18*t^4 - 7*t^5 + 4*t^7, Knot[10, 153] -> 
  t^(-5) - 2/t^4 + t^(-3) + 2/t^2 - t^(-1) - t + 2*t^2 + t^3 - 2*t^4 + t^5, 
 Knot[10, 154] -> 68 - 3/t^5 - 6/t^4 + 13/t^3 - 47/t - 47*t + 13*t^3 - 
   6*t^4 - 3*t^5, Knot[10, 155] -> 28 - 2/t^3 + 12/t^2 - 22/t - 22*t + 
   12*t^2 - 2*t^3, Knot[10, 156] -> -32 + t^(-5) - 6/t^4 + 19/t^3 - 30/t^2 + 
   33/t + 33*t - 30*t^2 + 19*t^3 - 6*t^4 + t^5, 
 Knot[10, 157] -> 240 - 2/t^5 + 22/t^4 - 78/t^3 + 148/t^2 - 218/t - 218*t + 
   148*t^2 - 78*t^3 + 22*t^4 - 2*t^5, Knot[10, 158] -> 
  12 + 2/t^2 - 7/t - 7*t + 2*t^2, Knot[10, 159] -> 
  -112 + t^(-5) - 6/t^4 + 26/t^3 - 60/t^2 + 98/t + 98*t - 60*t^2 + 26*t^3 - 
   6*t^4 + t^5, Knot[10, 160] -> 12 - 2/t^5 + 12/t^4 - 20/t^3 + 14/t^2 - 
   16/t - 16*t + 14*t^2 - 20*t^3 + 12*t^4 - 2*t^5, 
 Knot[10, 161] -> -12 + 3/t^5 + 6/t^4 - 3/t^3 + 4/t^2 + 14/t + 14*t + 4*t^2 - 
   3*t^3 + 6*t^4 + 3*t^5, Knot[10, 162] -> -68 + 10/t^3 - 38/t^2 + 58/t + 
   58*t - 38*t^2 + 10*t^3, Knot[10, 163] -> 96 - t^(-5) + 8/t^4 - 30/t^3 + 
   62/t^2 - 89/t - 89*t + 62*t^2 - 30*t^3 + 8*t^4 - t^5, 
 Knot[10, 164] -> -40 + t^(-3) - 10/t^2 + 29/t + 29*t - 10*t^2 + t^3, 
 Knot[10, 165] -> 196 - 5/t^3 + 50/t^2 - 146/t - 146*t + 50*t^2 - 5*t^3}
