Knot[0,1]:= "3_1";Knot[0,2]:= [1,1,1];Knot[0,3]:= t^2-t+1;
Knot[1,1]:= "4_1";Knot[1,2]:= [1,-2,1,-2];Knot[1,3]:= t^2-3*t+1;
Knot[2,1]:= "5_1";Knot[2,2]:= [1,1,1,1,1];Knot[2,3]:= t^4-t^3+t^2-t+1;
Knot[3,1]:= "5_2";Knot[3,2]:= [1,1,1,2,-1,2];Knot[3,3]:= 2*t^2-3*t+2;
Knot[4,1]:= "6_1";Knot[4,2]:= [1,1,2,-1,-3,2,-3];Knot[4,3]:= 2*t^2-5*t+2;
Knot[5,1]:= "6_2";Knot[5,2]:= [1,1,1,-2,1,-2];Knot[5,3]:= t^4-3*t^3+3*t^2-3*t+1;
Knot[6,1]:= "6_3";Knot[6,2]:= [1,1,-2,1,-2,-2];Knot[6,3]:= t^4-3*t^3+5*t^2-3*t+1;
Knot[7,1]:= "7_1";Knot[7,2]:= [1,1,1,1,1,1,1];Knot[7,3]:= t^6-t^5+t^4-t^3+t^2-t+1;
Knot[8,1]:= "7_2";Knot[8,2]:= [1,1,1,2,-1,2,3,-2,3];Knot[8,3]:= 3*t^2-5*t+3;
Knot[9,1]:= "7_3";Knot[9,2]:= [1,1,1,1,1,2,-1,2];Knot[9,3]:= 2*t^4-3*t^3+3*t^2-3*t+2;
Knot[10,1]:= "7_4";Knot[10,2]:= [1,1,2,-1,2,2,3,-2,3];Knot[10,3]:= 4*t^2-7*t+4;
Knot[11,1]:= "7_5";Knot[11,2]:= [1,1,1,1,2,-1,2,2];Knot[11,3]:= 2*t^4-4*t^3+5*t^2-4*t+2;
Knot[12,1]:= "7_6";Knot[12,2]:= [1,1,-2,1,3,-2,3];Knot[12,3]:= t^4-5*t^3+7*t^2-5*t+1;
Knot[13,1]:= "7_7";Knot[13,2]:= [1,-2,1,-2,3,-2,3];Knot[13,3]:= t^4-5*t^3+9*t^2-5*t+1;
Knot[14,1]:= "8_1";Knot[14,2]:= [1,1,2,-1,2,3,-2,-4,3,-4];Knot[14,3]:= 3*t^2-7*t+3;
Knot[15,1]:= "8_2";Knot[15,2]:= [1,1,1,1,1,-2,1,-2];Knot[15,3]:= t^6-3*t^5+3*t^4-3*t^3+3*t^2-3*t+1;
Knot[16,1]:= "8_3";Knot[16,2]:= [1,1,2,-1,-3,2,-3,-4,3,-4];Knot[16,3]:= 4*t^2-9*t+4;
Knot[17,1]:= "8_4";Knot[17,2]:= [1,1,1,-2,1,-2,-3,2,-3];Knot[17,3]:= 2*t^4-5*t^3+5*t^2-5*t+2;
Knot[18,1]:= "8_5";Knot[18,2]:= [1,1,1,-2,1,1,1,-2];Knot[18,3]:= t^6-3*t^5+4*t^4-5*t^3+4*t^2-3*t+1;
Knot[19,1]:= "8_6";Knot[19,2]:= [1,1,1,1,2,-1,-3,2,-3];Knot[19,3]:= 2*t^4-6*t^3+7*t^2-6*t+2;
Knot[20,1]:= "8_7";Knot[20,2]:= [1,1,1,1,-2,1,-2,-2];Knot[20,3]:= t^6-3*t^5+5*t^4-5*t^3+5*t^2-3*t+1;
Knot[21,1]:= "8_8";Knot[21,2]:= [1,1,1,2,-1,-3,2,-3,-3];Knot[21,3]:= 2*t^4-6*t^3+9*t^2-6*t+2;
Knot[22,1]:= "8_9";Knot[22,2]:= [1,1,1,-2,1,-2,-2,-2];Knot[22,3]:= t^6-3*t^5+5*t^4-7*t^3+5*t^2-3*t+1;
Knot[23,1]:= "8_10";Knot[23,2]:= [1,1,1,-2,1,1,-2,-2];Knot[23,3]:= t^6-3*t^5+6*t^4-7*t^3+6*t^2-3*t+1;
Knot[24,1]:= "8_11";Knot[24,2]:= [1,1,2,-1,2,2,-3,2,-3];Knot[24,3]:= 2*t^4-7*t^3+9*t^2-7*t+2;
Knot[25,1]:= "8_12";Knot[25,2]:= [1,-2,1,3,-2,-4,3,-4];Knot[25,3]:= t^4-7*t^3+13*t^2-7*t+1;
Knot[26,1]:= "8_13";Knot[26,2]:= [1,1,-2,1,-2,-2,-3,2,-3];Knot[26,3]:= 2*t^4-7*t^3+11*t^2-7*t+2;
Knot[27,1]:= "8_14";Knot[27,2]:= [1,1,1,2,-1,2,-3,2,-3];Knot[27,3]:= 2*t^4-8*t^3+11*t^2-8*t+2;
Knot[28,1]:= "8_15";Knot[28,2]:= [1,1,-2,1,3,2,2,2,3];Knot[28,3]:= 3*t^4-8*t^3+11*t^2-8*t+3;
Knot[29,1]:= "8_16";Knot[29,2]:= [1,1,-2,1,1,-2,1,-2];Knot[29,3]:= t^6-4*t^5+8*t^4-9*t^3+8*t^2-4*t+1;
Knot[30,1]:= "8_17";Knot[30,2]:= [1,1,-2,1,-2,1,-2,-2];Knot[30,3]:= t^6-4*t^5+8*t^4-11*t^3+8*t^2-4*t+1;
Knot[31,1]:= "8_18";Knot[31,2]:= [1,-2,1,-2,1,-2,1,-2];Knot[31,3]:= t^6-5*t^5+10*t^4-13*t^3+10*t^2-5*t+1;
Knot[32,1]:= "8_19";Knot[32,2]:= [1,1,1,2,1,1,1,2];Knot[32,3]:= t^6-t^5+t^3-t+1;
Knot[33,1]:= "8_20";Knot[33,2]:= [1,1,1,-2,-1,-1,-1,-2];Knot[33,3]:= t^4-2*t^3+3*t^2-2*t+1;
Knot[34,1]:= "8_21";Knot[34,2]:= [1,1,1,2,-1,-1,2,2];Knot[34,3]:= t^4-4*t^3+5*t^2-4*t+1;
Knot[35,1]:= "9_1";Knot[35,2]:= [1,1,1,1,1,1,1,1,1];Knot[35,3]:= t^8-t^7+t^6-t^5+t^4-t^3+t^2-t+1;
Knot[36,1]:= "9_2";Knot[36,2]:= [1,1,1,2,-1,2,3,-2,3,4,-3,4];Knot[36,3]:= 4*t^2-7*t+4;
Knot[37,1]:= "9_3";Knot[37,2]:= [1,1,1,1,1,1,1,2,-1,2];Knot[37,3]:= 2*t^6-3*t^5+3*t^4-3*t^3+3*t^2-3*t+2;
Knot[38,1]:= "9_4";Knot[38,2]:= [1,1,1,1,1,2,-1,2,3,-2,3];Knot[38,3]:= 3*t^4-5*t^3+5*t^2-5*t+3;
Knot[39,1]:= "9_5";Knot[39,2]:= [1,1,2,-1,2,2,3,-2,3,4,-3,4];Knot[39,3]:= 6*t^2-11*t+6;
Knot[40,1]:= "9_6";Knot[40,2]:= [1,1,1,1,1,1,2,-1,2,2];Knot[40,3]:= 2*t^6-4*t^5+5*t^4-5*t^3+5*t^2-4*t+2;
Knot[41,1]:= "9_7";Knot[41,2]:= [1,1,1,1,2,-1,2,3,-2,3,3];Knot[41,3]:= 3*t^4-7*t^3+9*t^2-7*t+3;
Knot[42,1]:= "9_8";Knot[42,2]:= [1,1,-2,1,-2,-3,2,4,-3,4];Knot[42,3]:= 2*t^4-8*t^3+11*t^2-8*t+2;
Knot[43,1]:= "9_9";Knot[43,2]:= [1,1,1,1,1,2,-1,2,2,2];Knot[43,3]:= 2*t^6-4*t^5+6*t^4-7*t^3+6*t^2-4*t+2;
Knot[44,1]:= "9_10";Knot[44,2]:= [1,1,2,-1,2,2,2,2,3,-2,3];Knot[44,3]:= 4*t^4-8*t^3+9*t^2-8*t+4;
Knot[45,1]:= "9_11";Knot[45,2]:= [1,1,1,1,-2,1,3,-2,3];Knot[45,3]:= t^6-5*t^5+7*t^4-7*t^3+7*t^2-5*t+1;
Knot[46,1]:= "9_12";Knot[46,2]:= [1,1,-2,1,3,-2,3,4,-3,4];Knot[46,3]:= 2*t^4-9*t^3+13*t^2-9*t+2;
Knot[47,1]:= "9_13";Knot[47,2]:= [1,1,1,1,2,-1,2,2,3,-2,3];Knot[47,3]:= 4*t^4-9*t^3+11*t^2-9*t+4;
Knot[48,1]:= "9_14";Knot[48,2]:= [1,1,2,-1,-3,2,-3,4,-3,4];Knot[48,3]:= 2*t^4-9*t^3+15*t^2-9*t+2;
Knot[49,1]:= "9_15";Knot[49,2]:= [1,1,1,2,-1,-3,2,4,-3,4];Knot[49,3]:= 2*t^4-10*t^3+15*t^2-10*t+2;
Knot[50,1]:= "9_16";Knot[50,2]:= [1,1,1,1,2,2,-1,2,2,2];Knot[50,3]:= 2*t^6-5*t^5+8*t^4-9*t^3+8*t^2-5*t+2;
Knot[51,1]:= "9_17";Knot[51,2]:= [1,-2,1,-2,-2,-2,3,-2,3];Knot[51,3]:= t^6-5*t^5+9*t^4-9*t^3+9*t^2-5*t+1;
Knot[52,1]:= "9_18";Knot[52,2]:= [1,1,1,2,-1,2,2,2,3,-2,3];Knot[52,3]:= 4*t^4-10*t^3+13*t^2-10*t+4;
Knot[53,1]:= "9_19";Knot[53,2]:= [1,-2,1,-2,-2,-3,2,4,-3,4];Knot[53,3]:= 2*t^4-10*t^3+17*t^2-10*t+2;
Knot[54,1]:= "9_20";Knot[54,2]:= [1,1,1,-2,1,3,-2,3,3];Knot[54,3]:= t^6-5*t^5+9*t^4-11*t^3+9*t^2-5*t+1;
Knot[55,1]:= "9_21";Knot[55,2]:= [1,1,2,-1,2,-3,2,4,-3,4];Knot[55,3]:= 2*t^4-11*t^3+17*t^2-11*t+2;
Knot[56,1]:= "9_22";Knot[56,2]:= [1,-2,1,-2,3,-2,-2,-2,3];Knot[56,3]:= t^6-5*t^5+10*t^4-11*t^3+10*t^2-5*t+1;
Knot[57,1]:= "9_23";Knot[57,2]:= [1,1,1,2,-1,2,2,3,-2,3,3];Knot[57,3]:= 4*t^4-11*t^3+15*t^2-11*t+4;
Knot[58,1]:= "9_24";Knot[58,2]:= [1,1,-2,1,3,-2,-2,-2,3];Knot[58,3]:= t^6-5*t^5+10*t^4-13*t^3+10*t^2-5*t+1;
Knot[59,1]:= "9_25";Knot[59,2]:= [1,1,-2,1,3,2,2,-4,3,-4];Knot[59,3]:= 3*t^4-12*t^3+17*t^2-12*t+3;
Knot[60,1]:= "9_26";Knot[60,2]:= [1,1,1,-2,1,-2,3,-2,3];Knot[60,3]:= t^6-5*t^5+11*t^4-13*t^3+11*t^2-5*t+1;
Knot[61,1]:= "9_27";Knot[61,2]:= [1,1,-2,1,-2,-2,3,-2,3];Knot[61,3]:= t^6-5*t^5+11*t^4-15*t^3+11*t^2-5*t+1;
Knot[62,1]:= "9_28";Knot[62,2]:= [1,1,-2,1,3,-2,-2,3,3];Knot[62,3]:= t^6-5*t^5+12*t^4-15*t^3+12*t^2-5*t+1;
Knot[63,1]:= "9_29";Knot[63,2]:= [1,-2,-2,3,-2,1,-2,3,-2];Knot[63,3]:= t^6-5*t^5+12*t^4-15*t^3+12*t^2-5*t+1;
Knot[64,1]:= "9_30";Knot[64,2]:= [1,1,-2,-2,1,-2,3,-2,3];Knot[64,3]:= t^6-5*t^5+12*t^4-17*t^3+12*t^2-5*t+1;
Knot[65,1]:= "9_31";Knot[65,2]:= [1,1,-2,1,-2,3,-2,3,3];Knot[65,3]:= t^6-5*t^5+13*t^4-17*t^3+13*t^2-5*t+1;
Knot[66,1]:= "9_32";Knot[66,2]:= [1,1,-2,1,-2,1,3,-2,3];Knot[66,3]:= t^6-6*t^5+14*t^4-17*t^3+14*t^2-6*t+1;
Knot[67,1]:= "9_33";Knot[67,2]:= [1,-2,1,-2,-2,1,3,-2,3];Knot[67,3]:= t^6-6*t^5+14*t^4-19*t^3+14*t^2-6*t+1;
Knot[68,1]:= "9_34";Knot[68,2]:= [1,-2,1,-2,3,-2,1,-2,3];Knot[68,3]:= t^6-6*t^5+16*t^4-23*t^3+16*t^2-6*t+1;
Knot[69,1]:= "9_35";Knot[69,2]:= [1,1,2,-1,2,2,3,-2,-2,4,-3,2,4,3];Knot[69,3]:= 7*t^2-13*t+7;
Knot[70,1]:= "9_36";Knot[70,2]:= [1,1,1,-2,1,1,3,-2,3];Knot[70,3]:= t^6-5*t^5+8*t^4-9*t^3+8*t^2-5*t+1;
Knot[71,1]:= "9_37";Knot[71,2]:= [1,1,-2,1,3,-2,-1,-4,3,-2,3,-4];Knot[71,3]:= 2*t^4-11*t^3+19*t^2-11*t+2;
Knot[72,1]:= "9_38";Knot[72,2]:= [1,1,2,2,-3,2,-1,2,3,3,2];Knot[72,3]:= 5*t^4-14*t^3+19*t^2-14*t+5;
Knot[73,1]:= "9_39";Knot[73,2]:= [1,1,2,-1,-3,-2,1,4,3,-2,3,4];Knot[73,3]:= 3*t^4-14*t^3+21*t^2-14*t+3;
Knot[74,1]:= "9_40";Knot[74,2]:= [1,-2,1,3,-2,1,3,-2,3];Knot[74,3]:= t^6-7*t^5+18*t^4-23*t^3+18*t^2-7*t+1;
Knot[75,1]:= "9_41";Knot[75,2]:= [1,1,2,-1,-3,-2,-2,4,3,-2,3,4];Knot[75,3]:= 3*t^4-12*t^3+19*t^2-12*t+3;
Knot[76,1]:= "9_42";Knot[76,2]:= [1,1,1,-2,-1,-1,3,-2,3];Knot[76,3]:= t^4-2*t^3+t^2-2*t+1;
Knot[77,1]:= "9_43";Knot[77,2]:= [1,1,1,2,1,1,-3,2,-3];Knot[77,3]:= t^6-3*t^5+2*t^4-t^3+2*t^2-3*t+1;
Knot[78,1]:= "9_44";Knot[78,2]:= [1,1,1,2,-1,-1,-3,2,-3];Knot[78,3]:= t^4-4*t^3+7*t^2-4*t+1;
Knot[79,1]:= "9_45";Knot[79,2]:= [1,1,2,-1,2,1,3,-2,3];Knot[79,3]:= t^4-6*t^3+9*t^2-6*t+1;
Knot[80,1]:= "9_46";Knot[80,2]:= [1,-2,1,-2,3,2,-1,2,3];Knot[80,3]:= 2*t^2-5*t+2;
Knot[81,1]:= "9_47";Knot[81,2]:= [1,-2,1,-2,-3,-2,1,-2,-3];Knot[81,3]:= t^6-4*t^5+6*t^4-5*t^3+6*t^2-4*t+1;
Knot[82,1]:= "9_48";Knot[82,2]:= [1,1,2,-1,2,1,-3,2,-1,2,-3];Knot[82,3]:= t^4-7*t^3+11*t^2-7*t+1;
Knot[83,1]:= "9_49";Knot[83,2]:= [1,1,2,1,1,-3,2,-1,2,3,3];Knot[83,3]:= 3*t^4-6*t^3+7*t^2-6*t+3;
Knot[84,1]:= "10_1";Knot[84,2]:= [1,1,2,-1,2,3,-2,3,4,-3,-5,4,-5];Knot[84,3]:= 4*t^2-9*t+4;
Knot[85,1]:= "10_2";Knot[85,2]:= [1,1,1,1,1,1,1,-2,1,-2];Knot[85,3]:= t^8-3*t^7+3*t^6-3*t^5+3*t^4-3*t^3+3*t^2-3*t+1;
Knot[86,1]:= "10_3";Knot[86,2]:= [1,1,2,-1,2,3,-2,-4,3,-4,-5,4,-5];Knot[86,3]:= 6*t^2-13*t+6;
Knot[87,1]:= "10_4";Knot[87,2]:= [1,1,1,-2,1,-2,-3,2,-3,-4,3,-4];Knot[87,3]:= 3*t^4-7*t^3+7*t^2-7*t+3;
Knot[88,1]:= "10_5";Knot[88,2]:= [1,1,1,1,1,1,-2,1,-2,-2];Knot[88,3]:= t^8-3*t^7+5*t^6-5*t^5+5*t^4-5*t^3+5*t^2-3*t+1;
Knot[89,1]:= "10_6";Knot[89,2]:= [1,1,1,1,1,1,2,-1,-3,2,-3];Knot[89,3]:= 2*t^6-6*t^5+7*t^4-7*t^3+7*t^2-6*t+2;
Knot[90,1]:= "10_7";Knot[90,2]:= [1,1,2,-1,2,3,-2,3,3,-4,3,-4];Knot[90,3]:= 3*t^4-11*t^3+15*t^2-11*t+3;
Knot[91,1]:= "10_8";Knot[91,2]:= [1,1,1,1,1,-2,1,-2,-3,2,-3];Knot[91,3]:= 2*t^6-5*t^5+5*t^4-5*t^3+5*t^2-5*t+2;
Knot[92,1]:= "10_9";Knot[92,2]:= [1,1,1,1,1,-2,1,-2,-2,-2];Knot[92,3]:= t^8-3*t^7+5*t^6-7*t^5+7*t^4-7*t^3+5*t^2-3*t+1;
Knot[93,1]:= "10_10";Knot[93,2]:= [1,1,-2,1,-2,-2,-3,2,-3,-4,3,-4];Knot[93,3]:= 3*t^4-11*t^3+17*t^2-11*t+3;
Knot[94,1]:= "10_11";Knot[94,2]:= [1,1,1,1,2,-1,-3,2,-3,-4,3,-4];Knot[94,3]:= 4*t^4-11*t^3+13*t^2-11*t+4;
Knot[95,1]:= "10_12";Knot[95,2]:= [1,1,1,1,1,2,-1,-3,2,-3,-3];Knot[95,3]:= 2*t^6-6*t^5+10*t^4-11*t^3+10*t^2-6*t+2;
Knot[96,1]:= "10_13";Knot[96,2]:= [1,1,2,-1,-3,2,4,-3,-5,4,-5];Knot[96,3]:= 2*t^4-13*t^3+23*t^2-13*t+2;
Knot[97,1]:= "10_14";Knot[97,2]:= [1,1,1,1,1,2,-1,2,-3,2,-3];Knot[97,3]:= 2*t^6-8*t^5+12*t^4-13*t^3+12*t^2-8*t+2;
Knot[98,1]:= "10_15";Knot[98,2]:= [1,1,1,1,-2,1,-2,-3,2,-3,-3];Knot[98,3]:= 2*t^6-6*t^5+9*t^4-9*t^3+9*t^2-6*t+2;
Knot[99,1]:= "10_16";Knot[99,2]:= [1,1,2,-1,2,2,-3,2,-3,-4,3,-4];Knot[99,3]:= 4*t^4-12*t^3+15*t^2-12*t+4;
Knot[100,1]:= "10_17";Knot[100,2]:= [1,1,1,1,-2,1,-2,-2,-2,-2];Knot[100,3]:= t^8-3*t^7+5*t^6-7*t^5+9*t^4-7*t^3+5*t^2-3*t+1;
Knot[101,1]:= "10_18";Knot[101,2]:= [1,1,1,2,-1,2,-3,2,-3,-4,3,-4];Knot[101,3]:= 4*t^4-14*t^3+19*t^2-14*t+4;
Knot[102,1]:= "10_19";Knot[102,2]:= [1,1,1,1,-2,1,-2,-2,-3,2,-3];Knot[102,3]:= 2*t^6-7*t^5+11*t^4-11*t^3+11*t^2-7*t+2;
Knot[103,1]:= "10_20";Knot[103,2]:= [1,1,1,1,2,-1,2,3,-2,-4,3,-4];Knot[103,3]:= 3*t^4-9*t^3+11*t^2-9*t+3;
Knot[104,1]:= "10_21";Knot[104,2]:= [1,1,2,-1,2,2,2,2,-3,2,-3];Knot[104,3]:= 2*t^6-7*t^5+9*t^4-9*t^3+9*t^2-7*t+2;
Knot[105,1]:= "10_22";Knot[105,2]:= [1,1,1,1,2,-1,-3,2,-3,-3,-3];Knot[105,3]:= 2*t^6-6*t^5+10*t^4-13*t^3+10*t^2-6*t+2;
Knot[106,1]:= "10_23";Knot[106,2]:= [1,1,-2,1,-2,-2,-2,-2,-3,2,-3];Knot[106,3]:= 2*t^6-7*t^5+13*t^4-15*t^3+13*t^2-7*t+2;
Knot[107,1]:= "10_24";Knot[107,2]:= [1,1,2,-1,2,2,2,3,-2,-4,3,-4];Knot[107,3]:= 4*t^4-14*t^3+19*t^2-14*t+4;
Knot[108,1]:= "10_25";Knot[108,2]:= [1,1,1,1,2,-1,2,2,-3,2,-3];Knot[108,3]:= 2*t^6-8*t^5+14*t^4-17*t^3+14*t^2-8*t+2;
Knot[109,1]:= "10_26";Knot[109,2]:= [1,1,1,-2,1,-2,-2,-2,-3,2,-3];Knot[109,3]:= 2*t^6-7*t^5+13*t^4-17*t^3+13*t^2-7*t+2;
Knot[110,1]:= "10_27";Knot[110,2]:= [1,1,1,1,2,-1,2,-3,2,-3,-3];Knot[110,3]:= 2*t^6-8*t^5+16*t^4-19*t^3+16*t^2-8*t+2;
Knot[111,1]:= "10_28";Knot[111,2]:= [1,1,2,-1,2,2,3,-2,-4,3,-4,-4];Knot[111,3]:= 4*t^4-13*t^3+19*t^2-13*t+4;
Knot[112,1]:= "10_29";Knot[112,2]:= [1,1,1,-2,1,3,-2,-4,3,-4];Knot[112,3]:= t^6-7*t^5+15*t^4-17*t^3+15*t^2-7*t+1;
Knot[113,1]:= "10_30";Knot[113,2]:= [1,1,2,-1,2,2,3,-2,3,-4,3,-4];Knot[113,3]:= 4*t^4-17*t^3+25*t^2-17*t+4;
Knot[114,1]:= "10_31";Knot[114,2]:= [1,1,1,2,-1,-3,2,-3,-3,-4,3,-4];Knot[114,3]:= 4*t^4-14*t^3+21*t^2-14*t+4;
Knot[115,1]:= "10_32";Knot[115,2]:= [1,1,1,-2,1,-2,-2,-3,2,-3,-3];Knot[115,3]:= 2*t^6-8*t^5+15*t^4-19*t^3+15*t^2-8*t+2;
Knot[116,1]:= "10_33";Knot[116,2]:= [1,1,2,-1,2,-3,2,-3,-3,-4,3,-4];Knot[116,3]:= 4*t^4-16*t^3+25*t^2-16*t+4;
Knot[117,1]:= "10_34";Knot[117,2]:= [1,1,1,2,-1,2,3,-2,-4,3,-4,-4];Knot[117,3]:= 3*t^4-9*t^3+13*t^2-9*t+3;
Knot[118,1]:= "10_35";Knot[118,2]:= [1,-2,1,-2,-3,2,4,-3,-5,4,-5];Knot[118,3]:= 2*t^4-12*t^3+21*t^2-12*t+2;
Knot[119,1]:= "10_36";Knot[119,2]:= [1,1,1,2,-1,2,3,-2,3,-4,3,-4];Knot[119,3]:= 3*t^4-13*t^3+19*t^2-13*t+3;
Knot[120,1]:= "10_37";Knot[120,2]:= [1,1,1,2,-1,-3,2,-3,-4,3,-4,-4];Knot[120,3]:= 4*t^4-13*t^3+19*t^2-13*t+4;
Knot[121,1]:= "10_38";Knot[121,2]:= [1,1,1,2,-1,2,2,3,-2,-4,3,-4];Knot[121,3]:= 4*t^4-15*t^3+21*t^2-15*t+4;
Knot[122,1]:= "10_39";Knot[122,2]:= [1,1,1,2,-1,2,2,2,-3,2,-3];Knot[122,3]:= 2*t^6-8*t^5+13*t^4-15*t^3+13*t^2-8*t+2;
Knot[123,1]:= "10_40";Knot[123,2]:= [1,1,1,2,-1,2,2,-3,2,-3,-3];Knot[123,3]:= 2*t^6-8*t^5+17*t^4-21*t^3+17*t^2-8*t+2;
Knot[124,1]:= "10_41";Knot[124,2]:= [1,-2,1,-2,-2,3,-2,-4,3,-4];Knot[124,3]:= t^6-7*t^5+17*t^4-21*t^3+17*t^2-7*t+1;
Knot[125,1]:= "10_42";Knot[125,2]:= [1,1,-2,1,-2,3,-2,-4,3,-4];Knot[125,3]:= t^6-7*t^5+19*t^4-27*t^3+19*t^2-7*t+1;
Knot[126,1]:= "10_43";Knot[126,2]:= [1,1,-2,1,3,-2,-4,3,-4,-4];Knot[126,3]:= t^6-7*t^5+17*t^4-23*t^3+17*t^2-7*t+1;
Knot[127,1]:= "10_44";Knot[127,2]:= [1,1,-2,1,3,-2,3,-4,3,-4];Knot[127,3]:= t^6-7*t^5+19*t^4-25*t^3+19*t^2-7*t+1;
Knot[128,1]:= "10_45";Knot[128,2]:= [1,-2,1,-2,3,-2,3,-4,3,-4];Knot[128,3]:= t^6-7*t^5+21*t^4-31*t^3+21*t^2-7*t+1;
Knot[129,1]:= "10_46";Knot[129,2]:= [1,1,1,1,1,-2,1,1,1,-2];Knot[129,3]:= t^8-3*t^7+4*t^6-5*t^5+5*t^4-5*t^3+4*t^2-3*t+1;
Knot[130,1]:= "10_47";Knot[130,2]:= [1,1,1,1,1,-2,1,1,-2,-2];Knot[130,3]:= t^8-3*t^7+6*t^6-7*t^5+7*t^4-7*t^3+6*t^2-3*t+1;
Knot[131,1]:= "10_48";Knot[131,2]:= [1,1,1,1,-2,-2,1,-2,-2,-2];Knot[131,3]:= t^8-3*t^7+6*t^6-9*t^5+11*t^4-9*t^3+6*t^2-3*t+1;
Knot[132,1]:= "10_49";Knot[132,2]:= [1,1,1,1,-2,1,3,2,2,2,3];Knot[132,3]:= 3*t^6-8*t^5+12*t^4-13*t^3+12*t^2-8*t+3;
Knot[133,1]:= "10_50";Knot[133,2]:= [1,1,2,-1,2,2,-3,2,2,2,-3];Knot[133,3]:= 2*t^6-7*t^5+11*t^4-13*t^3+11*t^2-7*t+2;
Knot[134,1]:= "10_51";Knot[134,2]:= [1,1,2,-1,2,2,-3,2,2,-3,-3];Knot[134,3]:= 2*t^6-7*t^5+15*t^4-19*t^3+15*t^2-7*t+2;
Knot[135,1]:= "10_52";Knot[135,2]:= [1,1,1,-2,1,1,-2,-2,-3,2,-3];Knot[135,3]:= 2*t^6-7*t^5+13*t^4-15*t^3+13*t^2-7*t+2;
Knot[136,1]:= "10_53";Knot[136,2]:= [1,1,2,-1,2,-3,2,4,3,3,3,4];Knot[136,3]:= 6*t^4-18*t^3+25*t^2-18*t+6;
Knot[137,1]:= "10_54";Knot[137,2]:= [1,1,1,-2,1,1,-2,-3,2,-3,-3];Knot[137,3]:= 2*t^6-6*t^5+10*t^4-11*t^3+10*t^2-6*t+2;
Knot[138,1]:= "10_55";Knot[138,2]:= [1,1,1,2,-1,-3,2,4,3,3,3,4];Knot[138,3]:= 5*t^4-15*t^3+21*t^2-15*t+5;
Knot[139,1]:= "10_56";Knot[139,2]:= [1,1,1,2,-1,2,-3,2,2,2,-3];Knot[139,3]:= 2*t^6-8*t^5+14*t^4-17*t^3+14*t^2-8*t+2;
Knot[140,1]:= "10_57";Knot[140,2]:= [1,1,1,2,-1,2,-3,2,2,-3,-3];Knot[140,3]:= 2*t^6-8*t^5+18*t^4-23*t^3+18*t^2-8*t+2;
Knot[141,1]:= "10_58";Knot[141,2]:= [1,-2,1,3,-2,-4,-3,-3,5,-4,5];Knot[141,3]:= 3*t^4-16*t^3+27*t^2-16*t+3;
Knot[142,1]:= "10_59";Knot[142,2]:= [1,-2,1,-2,3,-2,-2,-4,3,-4];Knot[142,3]:= t^6-7*t^5+18*t^4-23*t^3+18*t^2-7*t+1;
Knot[143,1]:= "10_60";Knot[143,2]:= [1,-2,1,-2,-2,3,-2,3,2,4,-3,4];Knot[143,3]:= t^6-7*t^5+20*t^4-29*t^3+20*t^2-7*t+1;
Knot[144,1]:= "10_61";Knot[144,2]:= [1,1,1,-2,1,1,1,-2,-3,2,-3];Knot[144,3]:= 2*t^6-5*t^5+6*t^4-7*t^3+6*t^2-5*t+2;
Knot[145,1]:= "10_62";Knot[145,2]:= [1,1,1,1,-2,1,1,1,-2,-2];Knot[145,3]:= t^8-3*t^7+6*t^6-8*t^5+9*t^4-8*t^3+6*t^2-3*t+1;
Knot[146,1]:= "10_63";Knot[146,2]:= [1,1,-2,1,3,2,2,2,3,4,-3,4];Knot[146,3]:= 5*t^4-14*t^3+19*t^2-14*t+5;
Knot[147,1]:= "10_64";Knot[147,2]:= [1,1,1,-2,1,1,1,-2,-2,-2];Knot[147,3]:= t^8-3*t^7+6*t^6-10*t^5+11*t^4-10*t^3+6*t^2-3*t+1;
Knot[148,1]:= "10_65";Knot[148,2]:= [1,1,2,-1,2,-3,2,2,2,-3,-3];Knot[148,3]:= 2*t^6-7*t^5+14*t^4-17*t^3+14*t^2-7*t+2;
Knot[149,1]:= "10_66";Knot[149,2]:= [1,1,1,-2,1,3,2,2,2,3,3];Knot[149,3]:= 3*t^6-9*t^5+16*t^4-19*t^3+16*t^2-9*t+3;
Knot[150,1]:= "10_67";Knot[150,2]:= [1,1,1,2,-1,2,3,-2,-2,-4,3,2,-4,3];Knot[150,3]:= 4*t^4-16*t^3+23*t^2-16*t+4;
Knot[151,1]:= "10_68";Knot[151,2]:= [1,1,-2,1,-2,-2,-3,2,2,-4,3,-2,-4,-3];Knot[151,3]:= 4*t^4-14*t^3+21*t^2-14*t+4;
Knot[152,1]:= "10_69";Knot[152,2]:= [1,1,2,-1,-3,2,1,4,-3,2,-3,4];Knot[152,3]:= t^6-7*t^5+21*t^4-29*t^3+21*t^2-7*t+1;
Knot[153,1]:= "10_70";Knot[153,2]:= [1,-2,1,3,-2,-2,-2,-4,3,-4];Knot[153,3]:= t^6-7*t^5+16*t^4-19*t^3+16*t^2-7*t+1;
Knot[154,1]:= "10_71";Knot[154,2]:= [1,1,-2,1,3,-2,-2,-4,3,-4];Knot[154,3]:= t^6-7*t^5+18*t^4-25*t^3+18*t^2-7*t+1;
Knot[155,1]:= "10_72";Knot[155,2]:= [1,1,1,1,2,2,-1,2,-3,2,-3];Knot[155,3]:= 2*t^6-9*t^5+16*t^4-19*t^3+16*t^2-9*t+2;
Knot[156,1]:= "10_73";Knot[156,2]:= [1,1,2,-1,2,1,-3,2,-3,4,-3,4];Knot[156,3]:= t^6-7*t^5+20*t^4-27*t^3+20*t^2-7*t+1;
Knot[157,1]:= "10_74";Knot[157,2]:= [1,1,2,-1,2,2,3,-2,-2,-4,3,2,-4,3];Knot[157,3]:= 4*t^4-16*t^3+23*t^2-16*t+4;
Knot[158,1]:= "10_75";Knot[158,2]:= [1,-2,1,-2,3,-2,-2,4,-3,2,4,3];Knot[158,3]:= t^6-7*t^5+19*t^4-27*t^3+19*t^2-7*t+1;
Knot[159,1]:= "10_76";Knot[159,2]:= [1,1,1,1,2,-1,-3,2,2,2,-3];Knot[159,3]:= 2*t^6-7*t^5+12*t^4-15*t^3+12*t^2-7*t+2;
Knot[160,1]:= "10_77";Knot[160,2]:= [1,1,1,1,2,-1,-3,2,2,-3,-3];Knot[160,3]:= 2*t^6-7*t^5+14*t^4-17*t^3+14*t^2-7*t+2;
Knot[161,1]:= "10_78";Knot[161,2]:= [1,1,2,-1,2,1,-3,2,4,-3,4,4];Knot[161,3]:= t^6-7*t^5+16*t^4-21*t^3+16*t^2-7*t+1;
Knot[162,1]:= "10_79";Knot[162,2]:= [1,1,1,-2,-2,1,1,-2,-2,-2];Knot[162,3]:= t^8-3*t^7+7*t^6-12*t^5+15*t^4-12*t^3+7*t^2-3*t+1;
Knot[163,1]:= "10_80";Knot[163,2]:= [1,1,1,-2,1,1,3,2,2,2,3];Knot[163,3]:= 3*t^6-9*t^5+15*t^4-17*t^3+15*t^2-9*t+3;
Knot[164,1]:= "10_81";Knot[164,2]:= [1,1,-2,1,3,2,2,-4,-3,-3,-3,-4];Knot[164,3]:= t^6-8*t^5+20*t^4-27*t^3+20*t^2-8*t+1;
Knot[165,1]:= "10_82";Knot[165,2]:= [1,1,1,1,-2,1,-2,1,-2,-2];Knot[165,3]:= t^8-4*t^7+8*t^6-12*t^5+13*t^4-12*t^3+8*t^2-4*t+1;
Knot[166,1]:= "10_83";Knot[166,2]:= [1,1,2,-1,2,-3,2,2,-3,2,-3];Knot[166,3]:= 2*t^6-9*t^5+19*t^4-23*t^3+19*t^2-9*t+2;
Knot[167,1]:= "10_84";Knot[167,2]:= [1,1,1,2,-1,-3,2,2,-3,2,-3];Knot[167,3]:= 2*t^6-9*t^5+20*t^4-25*t^3+20*t^2-9*t+2;
Knot[168,1]:= "10_85";Knot[168,2]:= [1,1,1,1,-2,1,1,-2,1,-2];Knot[168,3]:= t^8-4*t^7+8*t^6-10*t^5+11*t^4-10*t^3+8*t^2-4*t+1;
Knot[169,1]:= "10_86";Knot[169,2]:= [1,1,-2,1,-2,1,-2,-2,-3,2,-3];Knot[169,3]:= 2*t^6-9*t^5+19*t^4-25*t^3+19*t^2-9*t+2;
Knot[170,1]:= "10_87";Knot[170,2]:= [1,1,1,2,-1,-3,2,-3,2,-3,-3];Knot[170,3]:= 2*t^6-9*t^5+18*t^4-23*t^3+18*t^2-9*t+2;
Knot[171,1]:= "10_88";Knot[171,2]:= [1,-2,1,3,-2,3,-2,-4,3,-4];Knot[171,3]:= t^6-8*t^5+24*t^4-35*t^3+24*t^2-8*t+1;
Knot[172,1]:= "10_89";Knot[172,2]:= [1,-2,1,-2,-3,2,1,4,3,-2,3,4];Knot[172,3]:= t^6-8*t^5+24*t^4-33*t^3+24*t^2-8*t+1;
Knot[173,1]:= "10_90";Knot[173,2]:= [1,1,-2,1,-2,-3,2,1,-3,-2,-2];Knot[173,3]:= 2*t^6-8*t^5+17*t^4-23*t^3+17*t^2-8*t+2;
Knot[174,1]:= "10_91";Knot[174,2]:= [1,1,1,-2,1,-2,-2,1,-2,-2];Knot[174,3]:= t^8-4*t^7+9*t^6-14*t^5+17*t^4-14*t^3+9*t^2-4*t+1;
Knot[175,1]:= "10_92";Knot[175,2]:= [1,1,1,2,2,-3,2,-1,2,-3,2];Knot[175,3]:= 2*t^6-10*t^5+20*t^4-25*t^3+20*t^2-10*t+2;
Knot[176,1]:= "10_93";Knot[176,2]:= [1,1,-2,1,1,-2,1,-2,-3,2,-3];Knot[176,3]:= 2*t^6-8*t^5+15*t^4-17*t^3+15*t^2-8*t+2;
Knot[177,1]:= "10_94";Knot[177,2]:= [1,1,1,-2,1,1,-2,-2,1,-2];Knot[177,3]:= t^8-4*t^7+9*t^6-14*t^5+15*t^4-14*t^3+9*t^2-4*t+1;
Knot[178,1]:= "10_95";Knot[178,2]:= [1,1,-2,-2,3,-2,1,-2,-3,-3,-2];Knot[178,3]:= 2*t^6-9*t^5+21*t^4-27*t^3+21*t^2-9*t+2;
Knot[179,1]:= "10_96";Knot[179,2]:= [1,-2,-1,3,-2,-1,3,-4,3,-2,3,-4];Knot[179,3]:= t^6-7*t^5+22*t^4-33*t^3+22*t^2-7*t+1;
Knot[180,1]:= "10_97";Knot[180,2]:= [1,1,2,-1,2,1,-3,2,-1,2,3,-4,3,-4];Knot[180,3]:= 5*t^4-22*t^3+33*t^2-22*t+5;
Knot[181,1]:= "10_98";Knot[181,2]:= [1,1,2,2,-3,2,-1,2,2,-3,2];Knot[181,3]:= 2*t^6-9*t^5+18*t^4-23*t^3+18*t^2-9*t+2;
Knot[182,1]:= "10_99";Knot[182,2]:= [1,1,-2,1,1,-2,-2,1,-2,-2];Knot[182,3]:= t^8-4*t^7+10*t^6-16*t^5+19*t^4-16*t^3+10*t^2-4*t+1;
Knot[183,1]:= "10_100";Knot[183,2]:= [1,1,1,-2,1,1,-2,1,1,-2];Knot[183,3]:= t^8-4*t^7+9*t^6-12*t^5+13*t^4-12*t^3+9*t^2-4*t+1;
Knot[184,1]:= "10_101";Knot[184,2]:= [1,1,1,2,-1,3,-2,1,3,2,2,4,-3,4];Knot[184,3]:= 7*t^4-21*t^3+29*t^2-21*t+7;
Knot[185,1]:= "10_102";Knot[185,2]:= [1,1,-2,1,3,-2,1,-2,-2,-3,-3];Knot[185,3]:= 2*t^6-8*t^5+16*t^4-21*t^3+16*t^2-8*t+2;
Knot[186,1]:= "10_103";Knot[186,2]:= [1,1,2,-1,-3,2,2,-3,2,2,-3];Knot[186,3]:= 2*t^6-8*t^5+17*t^4-21*t^3+17*t^2-8*t+2;
Knot[187,1]:= "10_104";Knot[187,2]:= [1,1,1,-2,-2,1,-2,1,-2,-2];Knot[187,3]:= t^8-4*t^7+9*t^6-15*t^5+19*t^4-15*t^3+9*t^2-4*t+1;
Knot[188,1]:= "10_105";Knot[188,2]:= [1,1,-2,1,3,2,2,-4,-3,2,-3,-4];Knot[188,3]:= t^6-8*t^5+22*t^4-29*t^3+22*t^2-8*t+1;
Knot[189,1]:= "10_106";Knot[189,2]:= [1,1,1,-2,1,-2,1,1,-2,-2];Knot[189,3]:= t^8-4*t^7+9*t^6-15*t^5+17*t^4-15*t^3+9*t^2-4*t+1;
Knot[190,1]:= "10_107";Knot[190,2]:= [1,1,-2,1,-3,-2,-2,4,-3,2,-3,4];Knot[190,3]:= t^6-8*t^5+22*t^4-31*t^3+22*t^2-8*t+1;
Knot[191,1]:= "10_108";Knot[191,2]:= [1,1,-2,1,1,3,-2,1,-2,-3,-3];Knot[191,3]:= 2*t^6-8*t^5+14*t^4-15*t^3+14*t^2-8*t+2;
Knot[192,1]:= "10_109";Knot[192,2]:= [1,1,-2,1,-2,-2,1,1,-2,-2];Knot[192,3]:= t^8-4*t^7+10*t^6-17*t^5+21*t^4-17*t^3+10*t^2-4*t+1;
Knot[193,1]:= "10_110";Knot[193,2]:= [1,-2,1,3,2,2,2,-4,-3,2,-3,-4];Knot[193,3]:= t^6-8*t^5+20*t^4-25*t^3+20*t^2-8*t+1;
Knot[194,1]:= "10_111";Knot[194,2]:= [1,1,2,2,-3,2,2,-1,2,-3,2];Knot[194,3]:= 2*t^6-9*t^5+17*t^4-21*t^3+17*t^2-9*t+2;
Knot[195,1]:= "10_112";Knot[195,2]:= [1,1,1,-2,1,-2,1,-2,1,-2];Knot[195,3]:= t^8-5*t^7+11*t^6-17*t^5+19*t^4-17*t^3+11*t^2-5*t+1;
Knot[196,1]:= "10_113";Knot[196,2]:= [1,1,1,2,-3,2,-1,2,-3,2,-3];Knot[196,3]:= 2*t^6-11*t^5+26*t^4-33*t^3+26*t^2-11*t+2;
Knot[197,1]:= "10_114";Knot[197,2]:= [1,1,2,-1,-3,2,-3,2,-3,2,-3];Knot[197,3]:= 2*t^6-10*t^5+21*t^4-27*t^3+21*t^2-10*t+2;
Knot[198,1]:= "10_115";Knot[198,2]:= [1,-2,1,3,2,2,-4,-3,2,-3,-3,-4];Knot[198,3]:= t^6-9*t^5+26*t^4-37*t^3+26*t^2-9*t+1;
Knot[199,1]:= "10_116";Knot[199,2]:= [1,1,-2,1,1,-2,1,-2,1,-2];Knot[199,3]:= t^8-5*t^7+12*t^6-19*t^5+21*t^4-19*t^3+12*t^2-5*t+1;
Knot[200,1]:= "10_117";Knot[200,2]:= [1,1,2,2,-3,2,-1,2,-3,2,-3];Knot[200,3]:= 2*t^6-10*t^5+24*t^4-31*t^3+24*t^2-10*t+2;
Knot[201,1]:= "10_118";Knot[201,2]:= [1,1,-2,1,-2,1,-2,-2,1,-2];Knot[201,3]:= t^8-5*t^7+12*t^6-19*t^5+23*t^4-19*t^3+12*t^2-5*t+1;
Knot[202,1]:= "10_119";Knot[202,2]:= [1,1,-2,1,3,-2,1,-2,-3,-3,-2];Knot[202,3]:= 2*t^6-10*t^5+23*t^4-31*t^3+23*t^2-10*t+2;
Knot[203,1]:= "10_120";Knot[203,2]:= [1,1,2,-1,-3,-2,1,4,3,2,2,3,3,4];Knot[203,3]:= 8*t^4-26*t^3+37*t^2-26*t+8;
Knot[204,1]:= "10_121";Knot[204,2]:= [1,1,2,-3,2,-1,2,-3,2,-3,2];Knot[204,3]:= 2*t^6-11*t^5+27*t^4-35*t^3+27*t^2-11*t+2;
Knot[205,1]:= "10_122";Knot[205,2]:= [1,1,2,-3,2,-1,-3,2,-3,2,-3];Knot[205,3]:= 2*t^6-11*t^5+24*t^4-31*t^3+24*t^2-11*t+2;
Knot[206,1]:= "10_123";Knot[206,2]:= [1,-2,1,-2,1,-2,1,-2,1,-2];Knot[206,3]:= t^8-6*t^7+15*t^6-24*t^5+29*t^4-24*t^3+15*t^2-6*t+1;
Knot[207,1]:= "10_124";Knot[207,2]:= [1,1,1,1,1,2,1,1,1,2];Knot[207,3]:= t^8-t^7+t^5-t^4+t^3-t+1;
Knot[208,1]:= "10_125";Knot[208,2]:= [1,1,1,1,1,-2,-1,-1,-1,-2];Knot[208,3]:= t^6-2*t^5+2*t^4-t^3+2*t^2-2*t+1;
Knot[209,1]:= "10_126";Knot[209,2]:= [1,1,1,1,1,2,-1,-1,-1,2];Knot[209,3]:= t^6-2*t^5+4*t^4-5*t^3+4*t^2-2*t+1;
Knot[210,1]:= "10_127";Knot[210,2]:= [1,1,1,1,1,2,-1,-1,2,2];Knot[210,3]:= t^6-4*t^5+6*t^4-7*t^3+6*t^2-4*t+1;
Knot[211,1]:= "10_128";Knot[211,2]:= [1,1,1,2,1,1,2,2,3,-2,3];Knot[211,3]:= 2*t^6-3*t^5+t^4+t^3+t^2-3*t+2;
Knot[212,1]:= "10_129";Knot[212,2]:= [1,1,1,-2,-1,-1,3,-2,-1,3,-2];Knot[212,3]:= 2*t^4-6*t^3+9*t^2-6*t+2;
Knot[213,1]:= "10_130";Knot[213,2]:= [1,1,1,-2,-1,-1,-2,-2,-3,2,-3];Knot[213,3]:= 2*t^4-4*t^3+5*t^2-4*t+2;
Knot[214,1]:= "10_131";Knot[214,2]:= [1,1,1,2,-1,-1,2,2,3,-2,3];Knot[214,3]:= 2*t^4-8*t^3+11*t^2-8*t+2;
Knot[215,1]:= "10_132";Knot[215,2]:= [1,1,1,-2,-1,-1,-2,-3,2,-3,-3];Knot[215,3]:= t^4-t^3+t^2-t+1;
Knot[216,1]:= "10_133";Knot[216,2]:= [1,1,1,2,-1,-1,2,3,-2,3,3];Knot[216,3]:= t^4-5*t^3+7*t^2-5*t+1;
Knot[217,1]:= "10_134";Knot[217,2]:= [1,1,1,2,1,1,2,3,-2,3,3];Knot[217,3]:= 2*t^6-4*t^5+4*t^4-3*t^3+4*t^2-4*t+2;
Knot[218,1]:= "10_135";Knot[218,2]:= [1,1,1,2,-1,2,-3,-2,-2,-2,-3];Knot[218,3]:= 3*t^4-9*t^3+13*t^2-9*t+3;
Knot[219,1]:= "10_136";Knot[219,2]:= [1,1,2,-3,2,-1,2,2,-3,-2,-2];
#,[1,-2,1,-2,-3,2,2,4,-3,4]];
 Knot[219,3]:= t^4-4*t^3+5*t^2-4*t+1;
Knot[220,1]:= "10_137";Knot[220,2]:= [1,-2,1,-2,3,2,2,-4,3,-4];Knot[220,3]:= t^4-6*t^3+11*t^2-6*t+1;
Knot[221,1]:= "10_138";Knot[221,2]:= [1,-2,1,-2,-3,-2,-2,4,-3,4];Knot[221,3]:= t^6-5*t^5+8*t^4-7*t^3+8*t^2-5*t+1;
Knot[222,1]:= "10_139";Knot[222,2]:= [1,1,1,1,2,1,1,1,2,2];Knot[222,3]:= t^8-t^7+2*t^5-3*t^4+2*t^3-t+1;
Knot[223,1]:= "10_140";Knot[223,2]:= [1,1,1,-2,-1,-1,-1,-2,-3,2,-3];Knot[223,3]:= t^4-2*t^3+3*t^2-2*t+1;
Knot[224,1]:= "10_141";Knot[224,2]:= [1,1,1,1,-2,-1,-1,-1,-2,-2];Knot[224,3]:= t^6-3*t^5+4*t^4-5*t^3+4*t^2-3*t+1;
Knot[225,1]:= "10_142";Knot[225,2]:= [1,1,1,2,1,1,1,2,3,-2,3];Knot[225,3]:= 2*t^6-3*t^5+2*t^4-t^3+2*t^2-3*t+2;
Knot[226,1]:= "10_143";Knot[226,2]:= [1,1,1,1,2,-1,-1,-1,2,2];Knot[226,3]:= t^6-3*t^5+6*t^4-7*t^3+6*t^2-3*t+1;
Knot[227,1]:= "10_144";Knot[227,2]:= [1,1,2,-1,2,1,-3,2,1,-3,-2];Knot[227,3]:= 3*t^4-10*t^3+13*t^2-10*t+3;
Knot[228,1]:= "10_145";Knot[228,2]:= [1,1,2,-1,2,1,3,2,-1,2,3];Knot[228,3]:= t^4+t^3-3*t^2+t+1;
Knot[229,1]:= "10_146";Knot[229,2]:= [1,1,-2,1,-2,-1,3,-2,1,-2,3];Knot[229,3]:= 2*t^4-8*t^3+13*t^2-8*t+2;
Knot[230,1]:= "10_147";Knot[230,2]:= [1,1,1,-2,1,-2,-3,2,-1,2,-3];Knot[230,3]:= 2*t^4-7*t^3+9*t^2-7*t+2;
Knot[231,1]:= "10_148";Knot[231,2]:= [1,1,1,1,2,-1,-1,2,-1,2];Knot[231,3]:= t^6-3*t^5+7*t^4-9*t^3+7*t^2-3*t+1;
Knot[232,1]:= "10_149";Knot[232,2]:= [1,1,1,1,2,-1,2,-1,2,2];Knot[232,3]:= t^6-5*t^5+9*t^4-11*t^3+9*t^2-5*t+1;
Knot[233,1]:= "10_150";Knot[233,2]:= [1,1,1,-2,1,1,3,-2,-1,3,2];Knot[233,3]:= t^6-4*t^5+6*t^4-7*t^3+6*t^2-4*t+1;
Knot[234,1]:= "10_151";Knot[234,2]:= [1,1,1,2,-1,-1,3,-2,1,3,-2];Knot[234,3]:= t^6-4*t^5+10*t^4-13*t^3+10*t^2-4*t+1;
Knot[235,1]:= "10_152";Knot[235,2]:= [1,1,1,2,2,1,1,2,2,2];Knot[235,3]:= t^8-t^7-t^6+4*t^5-5*t^4+4*t^3-t^2-t+1;
Knot[236,1]:= "10_153";Knot[236,2]:= [1,1,1,2,1,1,-3,-2,-2,-2,-3];Knot[236,3]:= t^6-t^5-t^4+3*t^3-t^2-t+1;
Knot[237,1]:= "10_154";Knot[237,2]:= [1,1,2,-1,2,1,3,2,2,2,3];Knot[237,3]:= t^6-4*t^4+7*t^3-4*t^2+1;
Knot[238,1]:= "10_155";Knot[238,2]:= [1,1,1,2,-1,-1,2,-1,-1,2];Knot[238,3]:= t^6-3*t^5+5*t^4-7*t^3+5*t^2-3*t+1;
Knot[239,1]:= "10_156";Knot[239,2]:= [1,1,1,-2,-1,-1,3,2,-1,2,3];Knot[239,3]:= t^6-4*t^5+8*t^4-9*t^3+8*t^2-4*t+1;
Knot[240,1]:= "10_157";Knot[240,2]:= [1,1,1,2,2,-1,2,-1,2,2];Knot[240,3]:= t^6-6*t^5+11*t^4-13*t^3+11*t^2-6*t+1;
Knot[241,1]:= "10_158";Knot[241,2]:= [1,1,1,2,-1,-1,-3,-2,1,-2,-3];Knot[241,3]:= t^6-4*t^5+10*t^4-15*t^3+10*t^2-4*t+1;
Knot[242,1]:= "10_159";Knot[242,2]:= [1,1,1,2,-1,2,-1,-1,2,2];Knot[242,3]:= t^6-4*t^5+9*t^4-11*t^3+9*t^2-4*t+1;
Knot[243,1]:= "10_160";Knot[243,2]:= [1,1,1,2,1,1,-3,2,-1,2,-3];Knot[243,3]:= t^6-4*t^5+4*t^4-3*t^3+4*t^2-4*t+1;
Knot[244,1]:= "10_161";Knot[244,2]:= [1,1,1,2,-1,2,1,1,2,2];Knot[244,3]:= t^6-2*t^4+3*t^3-2*t^2+1;
Knot[245,1]:= "10_162";Knot[245,2]:= [1,1,2,-1,-1,2,2,1,-3,2,-3];Knot[245,3]:= 3*t^4-9*t^3+11*t^2-9*t+3;
Knot[246,1]:= "10_163";Knot[246,2]:= [1,1,-2,-1,-1,3,2,-1,2,2,3];Knot[246,3]:= t^6-5*t^5+12*t^4-15*t^3+12*t^2-5*t+1;
Knot[247,1]:= "10_164";Knot[247,2]:= [1,1,-2,1,-2,-2,-3,2,-1,2,-3];Knot[247,3]:= 3*t^4-11*t^3+17*t^2-11*t+3;
Knot[248,1]:= "10_165";Knot[248,2]:= [1,1,2,-1,-3,2,-1,2,3,3,2];Knot[248,3]:= 2*t^4-10*t^3+15*t^2-10*t+2;
Knot[249,1]:= "11a_1";Knot[249,2]:= [1,1,1,2,-1,2,2,-3,2,-3,-2,-4,3,-4];Knot[249,3]:= 2*t^6-12*t^5+30*t^4-39*t^3+30*t^2-12*t+2;
Knot[250,1]:= "11a_2";Knot[250,2]:= [1,1,-2,1,3,3,2,2,3,-4,3,-4];Knot[250,3]:= 3*t^6-15*t^5+31*t^4-39*t^3+31*t^2-15*t+3;
Knot[251,1]:= "11a_3";Knot[251,2]:= [1,1,1,-2,-2,1,1,-2,3,-2,3];Knot[251,3]:= t^8-5*t^7+13*t^6-24*t^5+29*t^4-24*t^3+13*t^2-5*t+1;
Knot[252,1]:= "11a_4";Knot[252,2]:= [1,1,1,2,-1,-3,-3,2,-3,4,-3,4];Knot[252,3]:= 2*t^6-10*t^5+22*t^4-29*t^3+22*t^2-10*t+2;
Knot[253,1]:= "11a_5";Knot[253,2]:= [1,-2,1,-2,-2,-3,2,4,3,3,-5,4,-5];Knot[253,3]:= t^6-9*t^5+30*t^4-45*t^3+30*t^2-9*t+1;
Knot[254,1]:= "11a_6";Knot[254,2]:= [1,-2,1,-2,-2,-3,-3,2,-3,4,-3,4];Knot[254,3]:= 2*t^6-13*t^5+32*t^4-41*t^3+32*t^2-13*t+2;
Knot[255,1]:= "11a_7";Knot[255,2]:= [1,1,1,1,-2,-2,1,-2,3,-2,3];Knot[255,3]:= t^8-5*t^7+12*t^6-19*t^5+21*t^4-19*t^3+12*t^2-5*t+1;
Knot[256,1]:= "11a_8";Knot[256,2]:= [1,1,2,-1,2,-3,-3,2,-3,4,-3,4];Knot[256,3]:= 2*t^6-11*t^5+27*t^4-37*t^3+27*t^2-11*t+2;
Knot[257,1]:= "11a_9";Knot[257,2]:= [1,-2,1,-2,3,-2,-2,-2,-2,-2,3];Knot[257,3]:= t^8-5*t^7+10*t^6-11*t^5+11*t^4-11*t^3+10*t^2-5*t+1;
Knot[258,1]:= "11a_10";Knot[258,2]:= [1,1,2,-1,2,2,2,-3,2,-3,-2,-4,3,-4];Knot[258,3]:= 2*t^6-11*t^5+25*t^4-31*t^3+25*t^2-11*t+2;
Knot[259,1]:= "11a_11";Knot[259,2]:= [1,1,-2,1,-2,-3,-3,2,-3,4,-3,4];Knot[259,3]:= 2*t^6-11*t^5+26*t^4-35*t^3+26*t^2-11*t+2;
Knot[260,1]:= "11a_12";Knot[260,2]:= [1,-2,1,-2,-2,-3,2,4,-3,-3,-3,4];Knot[260,3]:= 2*t^6-11*t^5+24*t^4-29*t^3+24*t^2-11*t+2;
Knot[261,1]:= "11a_13";Knot[261,2]:= [1,-2,1,-2,-2,-3,2,-3,-4,3,5,-4,5];Knot[261,3]:= 3*t^4-15*t^3+25*t^2-15*t+3;
Knot[262,1]:= "11a_14";Knot[262,2]:= [1,1,-2,-2,1,-2,3,-2,-2,3,3];Knot[262,3]:= t^8-5*t^7+15*t^6-28*t^5+35*t^4-28*t^3+15*t^2-5*t+1;
Knot[263,1]:= "11a_15";Knot[263,2]:= [1,1,-2,-2,1,-2,3,-2,-2,-2,3];Knot[263,3]:= t^8-5*t^7+13*t^6-22*t^5+25*t^4-22*t^3+13*t^2-5*t+1;
Knot[264,1]:= "11a_16";Knot[264,2]:= [1,1,-2,-2,1,-2,-2,-3,2,4,-3,4];Knot[264,3]:= 2*t^6-10*t^5+24*t^4-33*t^3+24*t^2-10*t+2;
Knot[265,1]:= "11a_17";Knot[265,2]:= [1,1,-2,1,3,2,2,-4,-3,-3,5,-4,5];Knot[265,3]:= t^6-10*t^5+30*t^4-41*t^3+30*t^2-10*t+1;
Knot[266,1]:= "11a_18";Knot[266,2]:= [1,1,-2,1,3,-2,-2,-4,-3,-3,-3,-4];Knot[266,3]:= 3*t^6-13*t^5+29*t^4-37*t^3+29*t^2-13*t+3;
Knot[267,1]:= "11a_19";Knot[267,2]:= [1,1,-2,1,-2,1,3,-2,-2,3,3];Knot[267,3]:= t^8-6*t^7+18*t^6-33*t^5+39*t^4-33*t^3+18*t^2-6*t+1;
Knot[268,1]:= "11a_20";Knot[268,2]:= [1,1,-2,1,3,2,2,-4,3,3,3,-4];Knot[268,3]:= 3*t^6-13*t^5+25*t^4-31*t^3+25*t^2-13*t+3;
Knot[269,1]:= "11a_21";Knot[269,2]:= [1,1,-2,1,3,2,2,3,4,-3,-5,4,-5];Knot[269,3]:= 5*t^4-19*t^3+27*t^2-19*t+5;
Knot[270,1]:= "11a_22";Knot[270,2]:= [1,1,1,-2,1,1,3,-2,-2,3,3];Knot[270,3]:= t^8-5*t^7+13*t^6-20*t^5+23*t^4-20*t^3+13*t^2-5*t+1;
Knot[271,1]:= "11a_23";Knot[271,2]:= [1,1,1,2,-1,-3,2,4,-3,-3,4,4];Knot[271,3]:= 2*t^6-10*t^5+24*t^4-31*t^3+24*t^2-10*t+2;
Knot[272,1]:= "11a_24";Knot[272,2]:= [1,1,1,2,-1,-1,3,-2,-2,3,-2,3,-2];Knot[272,3]:= t^8-6*t^7+18*t^6-33*t^5+41*t^4-33*t^3+18*t^2-6*t+1;
Knot[273,1]:= "11a_25";Knot[273,2]:= [1,1,1,2,-1,-1,3,-2,3,-2,3,3,-2];Knot[273,3]:= t^8-6*t^7+18*t^6-33*t^5+39*t^4-33*t^3+18*t^2-6*t+1;
Knot[274,1]:= "11a_26";Knot[274,2]:= [1,1,-2,-2,1,3,-2,-2,3,-2,3];Knot[274,3]:= t^8-6*t^7+18*t^6-33*t^5+41*t^4-33*t^3+18*t^2-6*t+1;
Knot[275,1]:= "11a_27";Knot[275,2]:= [1,1,1,2,-1,-3,2,-3,2,4,-3,4];Knot[275,3]:= 2*t^6-13*t^5+34*t^4-45*t^3+34*t^2-13*t+2;
Knot[276,1]:= "11a_28";Knot[276,2]:= [1,1,-2,1,-2,-2,-2,1,3,-2,3];Knot[276,3]:= t^8-6*t^7+15*t^6-24*t^5+29*t^4-24*t^3+15*t^2-6*t+1;
Knot[277,1]:= "11a_29";Knot[277,2]:= [1,1,-2,1,-2,1,-3,2,1,4,-3,-2,4,-3];Knot[277,3]:= 2*t^6-12*t^5+27*t^4-33*t^3+27*t^2-12*t+2;
Knot[278,1]:= "11a_30";Knot[278,2]:= [1,1,2,-1,2,-3,-2,1,-2,-2,3,-4,3,-4];Knot[278,3]:= 2*t^6-13*t^5+35*t^4-49*t^3+35*t^2-13*t+2;
Knot[279,1]:= "11a_31";Knot[279,2]:= [1,1,-2,1,3,2,2,3,3,-4,3,-4];Knot[279,3]:= 3*t^6-14*t^5+28*t^4-35*t^3+28*t^2-14*t+3;
Knot[280,1]:= "11a_32";Knot[280,2]:= [1,1,-2,1,-2,3,-2,-4,-3,-3,-3,-4];Knot[280,3]:= 3*t^6-14*t^5+32*t^4-41*t^3+32*t^2-14*t+3;
Knot[281,1]:= "11a_33";Knot[281,2]:= [1,1,-2,-2,1,-2,-2,-2,3,-2,3];Knot[281,3]:= t^8-5*t^7+12*t^6-19*t^5+21*t^4-19*t^3+12*t^2-5*t+1;
Knot[282,1]:= "11a_34";Knot[282,2]:= [1,1,1,-2,1,-2,3,-2,-2,3,3];Knot[282,3]:= t^8-5*t^7+14*t^6-25*t^5+29*t^4-25*t^3+14*t^2-5*t+1;
Knot[283,1]:= "11a_35";Knot[283,2]:= [1,1,-2,1,-2,-2,3,-2,-2,3,3];Knot[283,3]:= t^8-5*t^7+14*t^6-25*t^5+31*t^4-25*t^3+14*t^2-5*t+1;
Knot[284,1]:= "11a_36";Knot[284,2]:= [1,1,1,2,-1,2,2,3,-2,-4,-3,-3,-3,-4];Knot[284,3]:= 2*t^6-12*t^5+28*t^4-37*t^3+28*t^2-12*t+2;
Knot[285,1]:= "11a_37";Knot[285,2]:= [1,1,2,-1,-3,2,-3,4,-3,-3,4,4];Knot[285,3]:= 2*t^6-9*t^5+21*t^4-29*t^3+21*t^2-9*t+2;
Knot[286,1]:= "11a_38";Knot[286,2]:= [1,1,2,-1,3,-2,-1,3,3,-2,-4,3,-2,-4];Knot[286,3]:= 2*t^6-11*t^5+27*t^4-37*t^3+27*t^2-11*t+2;
Knot[287,1]:= "11a_39";Knot[287,2]:= [1,1,1,-2,1,3,-2,-4,-3,-3,-3,-4];Knot[287,3]:= 3*t^6-12*t^5+22*t^4-27*t^3+22*t^2-12*t+3;
Knot[288,1]:= "11a_40";Knot[288,2]:= [1,1,1,1,-2,1,3,-2,-2,3,3];Knot[288,3]:= t^8-5*t^7+12*t^6-17*t^5+19*t^4-17*t^3+12*t^2-5*t+1;
Knot[289,1]:= "11a_41";Knot[289,2]:= [1,1,2,-1,2,-3,2,4,-3,-3,4,4];Knot[289,3]:= 2*t^6-11*t^5+27*t^4-35*t^3+27*t^2-11*t+2;
Knot[290,1]:= "11a_42";Knot[290,2]:= [1,1,2,-1,2,1,-3,2,4,-3,-5,4,-5];Knot[290,3]:= t^6-9*t^5+26*t^4-35*t^3+26*t^2-9*t+1;
Knot[291,1]:= "11a_43";Knot[291,2]:= [1,1,2,-1,2,1,-3,2,4,3,3,3,4,4];Knot[291,3]:= 4*t^6-15*t^5+30*t^4-37*t^3+30*t^2-15*t+4;
Knot[292,1]:= "11a_44";Knot[292,2]:= [1,1,1,1,2,2,-1,-3,-2,-2,-2,-3,-3];Knot[292,3]:= t^8-5*t^7+14*t^6-24*t^5+29*t^4-24*t^3+14*t^2-5*t+1;
Knot[293,1]:= "11a_45";Knot[293,2]:= [1,1,-2,1,3,2,2,-4,3,-4,-5,4,-5];Knot[293,3]:= 6*t^4-22*t^3+31*t^2-22*t+6;
Knot[294,1]:= "11a_46";Knot[294,2]:= [1,1,-2,1,-2,-3,2,4,-3,-3,4,4];Knot[294,3]:= 2*t^6-9*t^5+20*t^4-25*t^3+20*t^2-9*t+2;
Knot[295,1]:= "11a_47";Knot[295,2]:= [1,1,-2,-2,1,3,-2,-2,-2,3,3];Knot[295,3]:= t^8-5*t^7+14*t^6-24*t^5+29*t^4-24*t^3+14*t^2-5*t+1;
Knot[296,1]:= "11a_48";Knot[296,2]:= [1,1,1,2,-1,2,-3,2,2,4,-3,4];Knot[296,3]:= 2*t^6-12*t^5+26*t^4-33*t^3+26*t^2-12*t+2;
Knot[297,1]:= "11a_49";Knot[297,2]:= [1,1,1,-2,1,1,3,2,2,-4,3,-4];Knot[297,3]:= 3*t^6-13*t^5+23*t^4-27*t^3+23*t^2-13*t+3;
Knot[298,1]:= "11a_50";Knot[298,2]:= [1,1,1,2,-1,-3,2,4,3,3,-5,4,-5];Knot[298,3]:= 5*t^4-21*t^3+31*t^2-21*t+5;
Knot[299,1]:= "11a_51";Knot[299,2]:= [1,-2,1,3,-2,-4,3,3,5,-4,5];Knot[299,3]:= t^6-9*t^5+28*t^4-39*t^3+28*t^2-9*t+1;
Knot[300,1]:= "11a_52";Knot[300,2]:= [1,1,1,2,-1,2,-3,2,-3,-3,-2,-4,3,-4];Knot[300,3]:= 2*t^6-13*t^5+32*t^4-43*t^3+32*t^2-13*t+2;
Knot[301,1]:= "11a_53";Knot[301,2]:= [1,1,1,1,-2,1,-2,1,3,-2,3];Knot[301,3]:= t^8-6*t^7+14*t^6-18*t^5+19*t^4-18*t^3+14*t^2-6*t+1;
Knot[302,1]:= "11a_54";Knot[302,2]:= [1,1,2,-1,2,-3,2,-3,2,4,-3,4];Knot[302,3]:= 2*t^6-13*t^5+33*t^4-43*t^3+33*t^2-13*t+2;
Knot[303,1]:= "11a_55";Knot[303,2]:= [1,1,-2,1,3,-2,-2,-2,-2,-2,3];Knot[303,3]:= t^8-5*t^7+10*t^6-13*t^5+13*t^4-13*t^3+10*t^2-5*t+1;
Knot[304,1]:= "11a_56";Knot[304,2]:= [1,1,2,-1,2,1,-3,2,-3,-3,-3,-4,3,-4];Knot[304,3]:= 2*t^6-11*t^5+25*t^4-33*t^3+25*t^2-11*t+2;
Knot[305,1]:= "11a_57";Knot[305,2]:= [1,1,1,1,-2,-2,-1,-3,2,2,2,-3,-3];Knot[305,3]:= t^8-5*t^7+12*t^6-20*t^5+23*t^4-20*t^3+12*t^2-5*t+1;
Knot[306,1]:= "11a_58";Knot[306,2]:= [1,1,-2,1,-2,-3,2,4,-3,-3,-3,4];Knot[306,3]:= 2*t^6-9*t^5+18*t^4-23*t^3+18*t^2-9*t+2;
Knot[307,1]:= "11a_59";Knot[307,2]:= [1,1,-2,1,-2,-3,2,-3,-4,3,5,-4,5];Knot[307,3]:= 3*t^4-11*t^3+15*t^2-11*t+3;
Knot[308,1]:= "11a_60";Knot[308,2]:= [1,1,1,1,-2,1,3,2,2,-4,3,-4];Knot[308,3]:= 3*t^6-12*t^5+18*t^4-19*t^3+18*t^2-12*t+3;
Knot[309,1]:= "11a_61";Knot[309,2]:= [1,1,2,-1,2,-3,2,4,3,3,-5,4,-5];Knot[309,3]:= 6*t^4-26*t^3+39*t^2-26*t+6;
Knot[310,1]:= "11a_62";Knot[310,2]:= [1,1,1,1,1,-2,1,1,3,-2,3];Knot[310,3]:= t^8-5*t^7+8*t^6-9*t^5+9*t^4-9*t^3+8*t^2-5*t+1;
Knot[311,1]:= "11a_63";Knot[311,2]:= [1,1,2,-1,2,2,-3,2,2,4,-3,4];Knot[311,3]:= 2*t^6-11*t^5+21*t^4-25*t^3+21*t^2-11*t+2;
Knot[312,1]:= "11a_64";Knot[312,2]:= [1,1,1,1,2,-1,-3,2,2,4,-3,4];Knot[312,3]:= 2*t^6-11*t^5+22*t^4-27*t^3+22*t^2-11*t+2;
Knot[313,1]:= "11a_65";Knot[313,2]:= [1,1,1,2,-1,2,3,-2,-4,3,5,-4,5];Knot[313,3]:= 3*t^4-15*t^3+23*t^2-15*t+3;
Knot[314,1]:= "11a_66";Knot[314,2]:= [1,1,1,-2,1,-2,-2,1,3,-2,3];Knot[314,3]:= t^8-6*t^7+15*t^6-24*t^5+27*t^4-24*t^3+15*t^2-6*t+1;
Knot[315,1]:= "11a_67";Knot[315,2]:= [1,1,2,-1,-3,2,-3,-3,2,4,-3,4];Knot[315,3]:= 2*t^6-12*t^5+29*t^4-39*t^3+29*t^2-12*t+2;
Knot[316,1]:= "11a_68";Knot[316,2]:= [1,-2,1,-2,-2,-2,-2,1,3,-2,3];Knot[316,3]:= t^8-6*t^7+14*t^6-20*t^5+21*t^4-20*t^3+14*t^2-6*t+1;
Knot[317,1]:= "11a_69";Knot[317,2]:= [1,1,2,-1,2,2,-3,2,-3,-3,-2,-4,3,-4];Knot[317,3]:= 2*t^6-13*t^5+33*t^4-45*t^3+33*t^2-13*t+2;
Knot[318,1]:= "11a_70";Knot[318,2]:= [1,1,1,-2,1,3,-2,-1,3,-4,3,-2,3,-4];Knot[318,3]:= 2*t^6-14*t^5+36*t^4-47*t^3+36*t^2-14*t+2;
Knot[319,1]:= "11a_71";Knot[319,2]:= [1,1,-2,1,-2,1,-2,3,-2,3,3];Knot[319,3]:= t^8-6*t^7+18*t^6-34*t^5+41*t^4-34*t^3+18*t^2-6*t+1;
Knot[320,1]:= "11a_72";Knot[320,2]:= [1,1,-2,1,-2,3,-2,-2,3,-2,3];Knot[320,3]:= t^8-6*t^7+18*t^6-32*t^5+39*t^4-32*t^3+18*t^2-6*t+1;
Knot[321,1]:= "11a_73";Knot[321,2]:= [1,-2,1,-2,1,-2,1,-2,3,-2,3];Knot[321,3]:= t^8-7*t^7+21*t^6-37*t^5+45*t^4-37*t^3+21*t^2-7*t+1;
Knot[322,1]:= "11a_74";Knot[322,2]:= [1,-2,1,-2,-2,-2,3,-2,-2,-2,3];Knot[322,3]:= t^8-5*t^7+10*t^6-13*t^5+15*t^4-13*t^3+10*t^2-5*t+1;
Knot[323,1]:= "11a_75";Knot[323,2]:= [1,-2,1,-2,-2,-2,-2,-3,2,4,-3,4];Knot[323,3]:= 2*t^6-10*t^5+19*t^4-21*t^3+19*t^2-10*t+2;
Knot[324,1]:= "11a_76";Knot[324,2]:= [1,1,-2,1,-2,3,-2,1,3,-2,-2];Knot[324,3]:= t^8-6*t^7+17*t^6-30*t^5+37*t^4-30*t^3+17*t^2-6*t+1;
Knot[325,1]:= "11a_77";Knot[325,2]:= [1,1,1,2,-1,2,-3,2,-3,4,-3,4];Knot[325,3]:= 2*t^6-12*t^5+31*t^4-41*t^3+31*t^2-12*t+2;
Knot[326,1]:= "11a_78";Knot[326,2]:= [1,1,1,2,-1,2,-3,2,2,-4,3,-2,-4,-3];Knot[326,3]:= 2*t^6-12*t^5+29*t^4-37*t^3+29*t^2-12*t+2;
Knot[327,1]:= "11a_79";Knot[327,2]:= [1,1,-2,1,1,-2,1,-2,3,-2,3];Knot[327,3]:= t^8-6*t^7+17*t^6-30*t^5+35*t^4-30*t^3+17*t^2-6*t+1;
Knot[328,1]:= "11a_80";Knot[328,2]:= [1,1,-2,1,-2,1,-2,-2,3,-2,3];Knot[328,3]:= t^8-6*t^7+16*t^6-28*t^5+35*t^4-28*t^3+16*t^2-6*t+1;
Knot[329,1]:= "11a_81";Knot[329,2]:= [1,-2,1,-2,-2,1,-2,-2,3,-2,3];Knot[329,3]:= t^8-6*t^7+16*t^6-26*t^5+29*t^4-26*t^3+16*t^2-6*t+1;
Knot[330,1]:= "11a_82";Knot[330,2]:= [1,1,-2,1,-2,-2,3,-2,-2,-2,3];Knot[330,3]:= t^8-5*t^7+12*t^6-19*t^5+21*t^4-19*t^3+12*t^2-5*t+1;
Knot[331,1]:= "11a_83";Knot[331,2]:= [1,1,1,-2,1,1,-2,3,-2,3,3];Knot[331,3]:= t^8-5*t^7+14*t^6-23*t^5+27*t^4-23*t^3+14*t^2-5*t+1;
Knot[332,1]:= "11a_84";Knot[332,2]:= [1,1,-2,1,-2,-2,-2,-3,2,4,-3,4];Knot[332,3]:= 2*t^6-10*t^5+23*t^4-31*t^3+23*t^2-10*t+2;
Knot[333,1]:= "11a_85";Knot[333,2]:= [1,1,1,2,-1,-3,2,-3,4,-3,4,4];Knot[333,3]:= 2*t^6-10*t^5+25*t^4-33*t^3+25*t^2-10*t+2;
Knot[334,1]:= "11a_86";Knot[334,2]:= [1,1,-2,-2,-2,-2,1,-2,3,-2,3];Knot[334,3]:= t^8-5*t^7+12*t^6-18*t^5+19*t^4-18*t^3+12*t^2-5*t+1;
Knot[335,1]:= "11a_87";Knot[335,2]:= [1,1,2,-1,2,2,3,-2,-4,-3,2,-3,-3,-4];Knot[335,3]:= 2*t^6-11*t^5+28*t^4-39*t^3+28*t^2-11*t+2;
Knot[336,1]:= "11a_88";Knot[336,2]:= [1,1,1,-2,-2,-2,1,-2,3,-2,3];Knot[336,3]:= t^8-5*t^7+12*t^6-20*t^5+25*t^4-20*t^3+12*t^2-5*t+1;
Knot[337,1]:= "11a_89";Knot[337,2]:= [1,-2,1,-2,-2,-2,-3,2,-3,4,-3,4];Knot[337,3]:= 2*t^6-12*t^5+28*t^4-35*t^3+28*t^2-12*t+2;
Knot[338,1]:= "11a_90";Knot[338,2]:= [1,1,1,-2,1,-2,-3,2,-3,4,-3,4];Knot[338,3]:= 2*t^6-10*t^5+20*t^4-23*t^3+20*t^2-10*t+2;
Knot[339,1]:= "11a_91";Knot[339,2]:= [1,1,-2,1,-2,-2,-3,2,-3,4,-3,4];Knot[339,3]:= 2*t^6-12*t^5+30*t^4-41*t^3+30*t^2-12*t+2;
Knot[340,1]:= "11a_92";Knot[340,2]:= [1,1,1,-2,1,1,-2,-2,3,-2,3];Knot[340,3]:= t^8-5*t^7+12*t^6-21*t^5+25*t^4-21*t^3+12*t^2-5*t+1;
Knot[341,1]:= "11a_93";Knot[341,2]:= [1,1,1,2,-1,-3,2,-3,-3,4,-3,4];Knot[341,3]:= 2*t^6-10*t^5+21*t^4-27*t^3+21*t^2-10*t+2;
Knot[342,1]:= "11a_94";Knot[342,2]:= [1,1,1,1,2,2,-1,2,2,3,-2,3,3];Knot[342,3]:= 4*t^6-13*t^5+23*t^4-27*t^3+23*t^2-13*t+4;
Knot[343,1]:= "11a_95";Knot[343,2]:= [1,1,1,2,-1,2,2,3,-2,3,4,-3,4,4];Knot[343,3]:= 6*t^4-18*t^3+25*t^2-18*t+6;
Knot[344,1]:= "11a_96";Knot[344,2]:= [1,-2,1,-2,3,-2,-4,3,5,-4,5];Knot[344,3]:= t^6-9*t^5+29*t^4-43*t^3+29*t^2-9*t+1;
Knot[345,1]:= "11a_97";Knot[345,2]:= [1,1,2,-1,-3,-3,-3,2,-3,4,-3,4];Knot[345,3]:= 2*t^6-9*t^5+16*t^4-17*t^3+16*t^2-9*t+2;
Knot[346,1]:= "11a_98";Knot[346,2]:= [1,1,2,-1,-3,2,-3,-4,3,-4,5,-4,5];Knot[346,3]:= 4*t^4-19*t^3+31*t^2-19*t+4;
Knot[347,1]:= "11a_99";Knot[347,2]:= [1,-2,1,-2,3,-2,-2,3,-2,-2,3];Knot[347,3]:= t^8-6*t^7+17*t^6-28*t^5+31*t^4-28*t^3+17*t^2-6*t+1;
Knot[348,1]:= "11a_100";Knot[348,2]:= [1,1,-2,1,3,2,2,2,3,-4,3,-4];Knot[348,3]:= 3*t^6-15*t^5+32*t^4-41*t^3+32*t^2-15*t+3;
Knot[349,1]:= "11a_101";Knot[349,2]:= [1,1,1,2,-1,-3,-2,-2,4,3,-2,3,3,4];Knot[349,3]:= 3*t^6-16*t^5+39*t^4-51*t^3+39*t^2-16*t+3;
Knot[350,1]:= "11a_102";Knot[350,2]:= [1,1,-2,1,3,-2,-1,-4,3,-2,3,3,3,-4];Knot[350,3]:= 2*t^6-11*t^5+23*t^4-27*t^3+23*t^2-11*t+2;
Knot[351,1]:= "11a_103";Knot[351,2]:= [1,1,2,-1,2,-3,2,2,4,-3,-2,-5,4,-3,-5];Knot[351,3]:= 4*t^4-20*t^3+33*t^2-20*t+4;
Knot[352,1]:= "11a_104";Knot[352,2]:= [1,1,1,2,-1,3,-2,-1,3,-2,-4,3,-2,-4];Knot[352,3]:= 2*t^6-12*t^5+29*t^4-39*t^3+29*t^2-12*t+2;
Knot[353,1]:= "11a_105";Knot[353,2]:= [1,1,1,-2,1,3,2,2,2,-4,3,-4];Knot[353,3]:= 3*t^6-13*t^5+24*t^4-29*t^3+24*t^2-13*t+3;
Knot[354,1]:= "11a_106";Knot[354,2]:= [1,1,-2,1,3,-2,-2,-2,-2,3,3];Knot[354,3]:= t^8-5*t^7+12*t^6-18*t^5+21*t^4-18*t^3+12*t^2-5*t+1;
Knot[355,1]:= "11a_107";Knot[355,2]:= [1,1,2,-1,2,2,3,-2,-4,-3,-3,-3,-4,-4];Knot[355,3]:= 2*t^6-11*t^5+26*t^4-33*t^3+26*t^2-11*t+2;
Knot[356,1]:= "11a_108";Knot[356,2]:= [1,1,-2,-2,-2,1,-2,-2,3,-2,3];Knot[356,3]:= t^8-5*t^7+12*t^6-20*t^5+23*t^4-20*t^3+12*t^2-5*t+1;
Knot[357,1]:= "11a_109";Knot[357,2]:= [1,1,-2,1,-2,3,-2,-2,-2,3,3];Knot[357,3]:= t^8-5*t^7+14*t^6-24*t^5+29*t^4-24*t^3+14*t^2-5*t+1;
Knot[358,1]:= "11a_110";Knot[358,2]:= [1,1,-2,1,-2,-3,2,-3,-3,4,-3,4];Knot[358,3]:= 2*t^6-10*t^5+22*t^4-29*t^3+22*t^2-10*t+2;
Knot[359,1]:= "11a_111";Knot[359,2]:= [1,1,-2,1,-2,-2,-3,2,4,-3,4,4];Knot[359,3]:= 2*t^6-10*t^5+24*t^4-31*t^3+24*t^2-10*t+2;
Knot[360,1]:= "11a_112";Knot[360,2]:= [1,1,-2,1,3,-2,1,-2,-2,-2,3];Knot[360,3]:= t^8-6*t^7+15*t^6-25*t^5+31*t^4-25*t^3+15*t^2-6*t+1;
Knot[361,1]:= "11a_113";Knot[361,2]:= [1,1,1,-2,1,1,3,-2,1,-2,3];Knot[361,3]:= t^8-6*t^7+15*t^6-21*t^5+23*t^4-21*t^3+15*t^2-6*t+1;
Knot[362,1]:= "11a_114";Knot[362,2]:= [1,1,1,2,-1,3,2,2,-4,3,-2,3,-4,-4];Knot[362,3]:= 3*t^6-15*t^5+35*t^4-45*t^3+35*t^2-15*t+3;
Knot[363,1]:= "11a_115";Knot[363,2]:= [1,1,1,2,-1,-3,-2,-2,-2,4,3,-2,3,4];Knot[363,3]:= 3*t^6-13*t^5+27*t^4-35*t^3+27*t^2-13*t+3;
Knot[364,1]:= "11a_116";Knot[364,2]:= [1,1,1,2,-1,-3,-2,1,4,3,-2,3,4,4];Knot[364,3]:= 3*t^6-15*t^5+31*t^4-39*t^3+31*t^2-15*t+3;
Knot[365,1]:= "11a_117";Knot[365,2]:= [1,1,1,2,-1,2,-3,2,4,-3,4,4];Knot[365,3]:= 2*t^6-12*t^5+27*t^4-35*t^3+27*t^2-12*t+2;
Knot[366,1]:= "11a_118";Knot[366,2]:= [1,-2,1,-2,-3,2,-3,4,-3,-3,-3,4];Knot[366,3]:= 2*t^6-10*t^5+20*t^4-23*t^3+20*t^2-10*t+2;
Knot[367,1]:= "11a_119";Knot[367,2]:= [1,-2,1,-2,-3,2,-3,-3,-4,3,5,-4,5];Knot[367,3]:= 4*t^4-19*t^3+31*t^2-19*t+4;
Knot[368,1]:= "11a_120";Knot[368,2]:= [1,1,1,2,-1,2,2,-3,2,4,-3,4];Knot[368,3]:= 2*t^6-12*t^5+25*t^4-31*t^3+25*t^2-12*t+2;
Knot[369,1]:= "11a_121";Knot[369,2]:= [1,-2,1,3,-2,3,-4,3,5,-4,5];Knot[369,3]:= t^6-9*t^5+29*t^4-41*t^3+29*t^2-9*t+1;
Knot[370,1]:= "11a_122";Knot[370,2]:= [1,1,2,-1,-3,2,2,4,-3,2,-3,4];Knot[370,3]:= 2*t^6-12*t^5+30*t^4-39*t^3+30*t^2-12*t+2;
Knot[371,1]:= "11a_123";Knot[371,2]:= [1,1,1,2,-1,2,3,-2,3,2,-4,3,-2,3,4,4];Knot[371,3]:= 9*t^4-29*t^3+41*t^2-29*t+9;
Knot[372,1]:= "11a_124";Knot[372,2]:= [1,1,1,2,2,-3,2,-1,2,3,3,3,2];Knot[372,3]:= 5*t^6-18*t^5+34*t^4-41*t^3+34*t^2-18*t+5;
Knot[373,1]:= "11a_125";Knot[373,2]:= [1,1,-2,1,3,-2,1,-2,3,3,-2];Knot[373,3]:= t^8-6*t^7+19*t^6-38*t^5+47*t^4-38*t^3+19*t^2-6*t+1;
Knot[374,1]:= "11a_126";Knot[374,2]:= [1,1,-2,-2,3,-2,1,-2,3,3,-2];Knot[374,3]:= t^8-5*t^7+16*t^6-31*t^5+39*t^4-31*t^3+16*t^2-5*t+1;
Knot[375,1]:= "11a_127";Knot[375,2]:= [1,1,-2,1,1,-2,1,3,-2,3,3];Knot[375,3]:= t^8-6*t^7+17*t^6-28*t^5+33*t^4-28*t^3+17*t^2-6*t+1;
Knot[376,1]:= "11a_128";Knot[376,2]:= [1,-2,-1,3,-2,-1,3,-2,-4,3,5,-4,5];Knot[376,3]:= t^6-9*t^5+31*t^4-47*t^3+31*t^2-9*t+1;
Knot[377,1]:= "11a_129";Knot[377,2]:= [1,1,1,-2,1,1,3,-2,1,3,-2];Knot[377,3]:= t^8-6*t^7+15*t^6-22*t^5+25*t^4-22*t^3+15*t^2-6*t+1;
Knot[378,1]:= "11a_130";Knot[378,2]:= [1,1,2,-1,-3,2,2,4,-3,2,4,-3];Knot[378,3]:= 2*t^6-12*t^5+29*t^4-37*t^3+29*t^2-12*t+2;
Knot[379,1]:= "11a_131";Knot[379,2]:= [1,1,-2,1,1,3,-2,1,-2,-2,3];Knot[379,3]:= t^8-6*t^7+16*t^6-27*t^5+31*t^4-27*t^3+16*t^2-6*t+1;
Knot[380,1]:= "11a_132";Knot[380,2]:= [1,1,1,-2,1,1,3,-2,-1,3,-2,-4,3,-4];Knot[380,3]:= 2*t^6-13*t^5+32*t^4-41*t^3+32*t^2-13*t+2;
Knot[381,1]:= "11a_133";Knot[381,2]:= [1,1,2,-1,-3,2,4,3,3,3,-5,4,-5];Knot[381,3]:= 5*t^4-20*t^3+29*t^2-20*t+5;
Knot[382,1]:= "11a_134";Knot[382,2]:= [1,1,-2,1,3,2,2,2,-4,3,-4,-4];Knot[382,3]:= 3*t^6-13*t^5+28*t^4-35*t^3+28*t^2-13*t+3;
Knot[383,1]:= "11a_135";Knot[383,2]:= [1,-2,1,-2,3,-2,1,-2,-3,4,-3,4];Knot[383,3]:= 2*t^6-13*t^5+36*t^4-51*t^3+36*t^2-13*t+2;
Knot[384,1]:= "11a_136";Knot[384,2]:= [1,1,2,-3,2,-1,2,4,-3,2,-3,4];Knot[384,3]:= 2*t^6-14*t^5+39*t^4-53*t^3+39*t^2-14*t+2;
Knot[385,1]:= "11a_137";Knot[385,2]:= [1,1,-2,1,-2,-1,-3,2,1,4,-3,2,4,-3];Knot[385,3]:= 2*t^6-12*t^5+26*t^4-31*t^3+26*t^2-12*t+2;
Knot[386,1]:= "11a_138";Knot[386,2]:= [1,1,-2,1,-2,1,3,-2,-1,3,-2,-4,3,-4];Knot[386,3]:= 2*t^6-14*t^5+38*t^4-53*t^3+38*t^2-14*t+2;
Knot[387,1]:= "11a_139";Knot[387,2]:= [1,1,1,-2,1,3,-2,-2,-2,3,3];Knot[387,3]:= t^8-5*t^7+12*t^6-20*t^5+23*t^4-20*t^3+12*t^2-5*t+1;
Knot[388,1]:= "11a_140";Knot[388,2]:= [1,1,1,-2,1,-2,-3,2,4,-3,4,4];Knot[388,3]:= 2*t^6-8*t^5+14*t^4-17*t^3+14*t^2-8*t+2;
Knot[389,1]:= "11a_141";Knot[389,2]:= [1,1,-2,1,-2,1,-2,-3,2,4,-3,4];Knot[389,3]:= 2*t^6-11*t^5+24*t^4-29*t^3+24*t^2-11*t+2;
Knot[390,1]:= "11a_142";Knot[390,2]:= [1,1,1,1,-2,1,1,1,3,-2,3];Knot[390,3]:= t^8-5*t^7+8*t^6-10*t^5+11*t^4-10*t^3+8*t^2-5*t+1;
Knot[391,1]:= "11a_143";Knot[391,2]:= [1,1,2,-1,2,-3,2,2,2,4,-3,4];Knot[391,3]:= 2*t^6-11*t^5+20*t^4-23*t^3+20*t^2-11*t+2;
Knot[392,1]:= "11a_144";Knot[392,2]:= [1,1,1,1,1,2,-1,-3,2,4,-3,4];Knot[392,3]:= 2*t^6-10*t^5+16*t^4-17*t^3+16*t^2-10*t+2;
Knot[393,1]:= "11a_145";Knot[393,2]:= [1,1,2,-1,2,2,3,-2,-4,3,5,-4,5];Knot[393,3]:= 4*t^4-21*t^3+33*t^2-21*t+4;
Knot[394,1]:= "11a_146";Knot[394,2]:= [1,1,1,-2,1,3,-2,1,-2,-2,3];Knot[394,3]:= t^8-6*t^7+15*t^6-25*t^5+29*t^4-25*t^3+15*t^2-6*t+1;
Knot[395,1]:= "11a_147";Knot[395,2]:= [1,1,-2,1,3,-2,1,3,3,-2,-2];Knot[395,3]:= t^8-6*t^7+17*t^6-32*t^5+39*t^4-32*t^3+17*t^2-6*t+1;
Knot[396,1]:= "11a_148";Knot[396,2]:= [1,1,2,-1,3,-2,1,3,2,2,4,-3,-5,4,-5];Knot[396,3]:= 7*t^4-29*t^3+43*t^2-29*t+7;
Knot[397,1]:= "11a_149";Knot[397,2]:= [1,-2,1,-2,-3,-3,4,-3,2,-3,4,-3];Knot[397,3]:= 2*t^6-12*t^5+30*t^4-39*t^3+30*t^2-12*t+2;
Knot[398,1]:= "11a_150";Knot[398,2]:= [1,1,2,2,-3,2,-1,2,4,-3,2,4];Knot[398,3]:= 2*t^6-13*t^5+29*t^4-37*t^3+29*t^2-13*t+2;
Knot[399,1]:= "11a_151";Knot[399,2]:= [1,1,1,-2,1,3,-2,1,3,-2,-2];Knot[399,3]:= t^8-6*t^7+15*t^6-26*t^5+31*t^4-26*t^3+15*t^2-6*t+1;
Knot[400,1]:= "11a_152";Knot[400,2]:= [1,1,2,-1,-3,2,4,-3,2,4,-3,-3];Knot[400,3]:= 2*t^6-12*t^5+27*t^4-35*t^3+27*t^2-12*t+2;
Knot[401,1]:= "11a_153";Knot[401,2]:= [1,1,1,2,-1,-3,2,4,-3,-3,-3,4];Knot[401,3]:= 2*t^6-10*t^5+20*t^4-25*t^3+20*t^2-10*t+2;
Knot[402,1]:= "11a_154";Knot[402,2]:= [1,1,1,2,-1,-3,2,-3,-4,3,5,-4,5];Knot[402,3]:= 4*t^4-17*t^3+25*t^2-17*t+4;
Knot[403,1]:= "11a_155";Knot[403,2]:= [1,1,2,-1,-3,-2,1,4,3,-2,-2,3,3,4];Knot[403,3]:= 3*t^6-16*t^5+40*t^4-53*t^3+40*t^2-16*t+3;
Knot[404,1]:= "11a_156";Knot[404,2]:= [1,1,1,-2,1,1,3,-2,-2,-2,3];Knot[404,3]:= t^8-5*t^7+11*t^6-18*t^5+21*t^4-18*t^3+11*t^2-5*t+1;
Knot[405,1]:= "11a_157";Knot[405,2]:= [1,1,-2,1,1,-2,-2,1,3,-2,3];Knot[405,3]:= t^8-6*t^7+16*t^6-28*t^5+33*t^4-28*t^3+16*t^2-6*t+1;
Knot[406,1]:= "11a_158";Knot[406,2]:= [1,1,-2,-2,3,-2,-2,1,-2,3,-2];Knot[406,3]:= t^8-5*t^7+14*t^6-25*t^5+29*t^4-25*t^3+14*t^2-5*t+1;
Knot[407,1]:= "11a_159";Knot[407,2]:= [1,1,-2,1,3,-2,-4,3,5,-4,5];Knot[407,3]:= t^6-9*t^5+27*t^4-37*t^3+27*t^2-9*t+1;
Knot[408,1]:= "11a_160";Knot[408,2]:= [1,1,-2,1,3,-2,-2,3,-2,-2,3];Knot[408,3]:= t^8-6*t^7+17*t^6-30*t^5+37*t^4-30*t^3+17*t^2-6*t+1;
Knot[409,1]:= "11a_161";Knot[409,2]:= [1,1,1,-2,1,1,-2,-3,2,4,-3,4];Knot[409,3]:= 2*t^6-8*t^5+12*t^4-13*t^3+12*t^2-8*t+2;
Knot[410,1]:= "11a_162";Knot[410,2]:= [1,1,-2,1,-2,1,3,-2,1,3,-2];Knot[410,3]:= t^8-7*t^7+20*t^6-35*t^5+41*t^4-35*t^3+20*t^2-7*t+1;
Knot[411,1]:= "11a_163";Knot[411,2]:= [1,-2,1,3,-2,-2,1,-2,-2,-2,3];Knot[411,3]:= t^8-6*t^7+15*t^6-24*t^5+27*t^4-24*t^3+15*t^2-6*t+1;
Knot[412,1]:= "11a_164";Knot[412,2]:= [1,-2,1,-2,1,-2,-2,1,3,-2,3];Knot[412,3]:= t^8-7*t^7+20*t^6-35*t^5+43*t^4-35*t^3+20*t^2-7*t+1;
Knot[413,1]:= "11a_165";Knot[413,2]:= [1,1,-2,1,3,-2,-2,-2,3,4,-3,4];Knot[413,3]:= 2*t^6-9*t^5+18*t^4-23*t^3+18*t^2-9*t+2;
Knot[414,1]:= "11a_166";Knot[414,2]:= [1,1,-2,1,-2,-3,2,4,-3,4,5,-4,5];Knot[414,3]:= 4*t^4-15*t^3+21*t^2-15*t+4;
Knot[415,1]:= "11a_167";Knot[415,2]:= [1,-2,1,-2,-2,1,-2,-3,2,4,-3,4];Knot[415,3]:= 2*t^6-11*t^5+26*t^4-35*t^3+26*t^2-11*t+2;
Knot[416,1]:= "11a_168";Knot[416,2]:= [1,1,2,-1,2,-3,2,2,-3,-3,-2,-4,3,-4];Knot[416,3]:= 2*t^6-12*t^5+29*t^4-39*t^3+29*t^2-12*t+2;
Knot[417,1]:= "11a_169";Knot[417,2]:= [1,1,2,-1,-3,2,4,-3,2,-3,-3,4];Knot[417,3]:= 2*t^6-12*t^5+28*t^4-37*t^3+28*t^2-12*t+2;
Knot[418,1]:= "11a_170";Knot[418,2]:= [1,1,-2,3,-2,1,-2,3,-2,3,-2];Knot[418,3]:= t^8-6*t^7+20*t^6-40*t^5+51*t^4-40*t^3+20*t^2-6*t+1;
Knot[419,1]:= "11a_171";Knot[419,2]:= [1,1,-2,1,3,-2,3,-2,3,-2,3];Knot[419,3]:= t^8-7*t^7+21*t^6-39*t^5+47*t^4-39*t^3+21*t^2-7*t+1;
Knot[420,1]:= "11a_172";Knot[420,2]:= [1,1,-2,1,1,3,-2,-1,-4,3,-2,3,3,-4];Knot[420,3]:= 2*t^6-13*t^5+33*t^4-43*t^3+33*t^2-13*t+2;
Knot[421,1]:= "11a_173";Knot[421,2]:= [1,1,1,-2,1,3,-2,-1,-4,3,-2,3,-4,3];Knot[421,3]:= 2*t^6-12*t^5+32*t^4-43*t^3+32*t^2-12*t+2;
Knot[422,1]:= "11a_174";Knot[422,2]:= [1,1,-2,1,-2,-2,-2,-2,3,-2,3];Knot[422,3]:= t^8-5*t^7+11*t^6-15*t^5+15*t^4-15*t^3+11*t^2-5*t+1;
Knot[423,1]:= "11a_175";Knot[423,2]:= [1,1,-2,1,-2,-2,-2,3,-2,3,3];Knot[423,3]:= t^8-5*t^7+13*t^6-21*t^5+25*t^4-21*t^3+13*t^2-5*t+1;
Knot[424,1]:= "11a_176";Knot[424,2]:= [1,1,1,-2,1,-2,-2,3,-2,3,3];Knot[424,3]:= t^8-5*t^7+13*t^6-23*t^5+27*t^4-23*t^3+13*t^2-5*t+1;
Knot[425,1]:= "11a_177";Knot[425,2]:= [1,1,1,1,-2,1,-2,3,-2,3,3];Knot[425,3]:= t^8-5*t^7+13*t^6-19*t^5+21*t^4-19*t^3+13*t^2-5*t+1;
Knot[426,1]:= "11a_178";Knot[426,2]:= [1,1,-2,1,-2,3,-2,3,3,4,-3,4];Knot[426,3]:= 2*t^6-11*t^5+29*t^4-39*t^3+29*t^2-11*t+2;
Knot[427,1]:= "11a_179";Knot[427,2]:= [1,-2,1,-2,-2,-2,-2,-2,3,-2,3];Knot[427,3]:= t^8-5*t^7+9*t^6-9*t^5+9*t^4-9*t^3+9*t^2-5*t+1;
Knot[428,1]:= "11a_180";Knot[428,2]:= [1,1,1,-2,1,-2,-2,-2,3,-2,3];Knot[428,3]:= t^8-5*t^7+11*t^6-17*t^5+21*t^4-17*t^3+11*t^2-5*t+1;
Knot[429,1]:= "11a_181";Knot[429,2]:= [1,1,2,-1,2,2,-3,2,2,-4,3,-2,-4,-3];Knot[429,3]:= 2*t^6-11*t^5+23*t^4-27*t^3+23*t^2-11*t+2;
Knot[430,1]:= "11a_182";Knot[430,2]:= [1,1,1,1,1,-2,1,-2,3,-2,3];Knot[430,3]:= t^8-5*t^7+11*t^6-13*t^5+13*t^4-13*t^3+11*t^2-5*t+1;
Knot[431,1]:= "11a_183";Knot[431,2]:= [1,1,2,-1,2,2,-3,2,-3,4,-3,4];Knot[431,3]:= 2*t^6-11*t^5+27*t^4-35*t^3+27*t^2-11*t+2;
Knot[432,1]:= "11a_184";Knot[432,2]:= [1,1,1,1,-2,1,-2,-2,3,-2,3];Knot[432,3]:= t^8-5*t^7+11*t^6-17*t^5+19*t^4-17*t^3+11*t^2-5*t+1;
Knot[433,1]:= "11a_185";Knot[433,2]:= [1,1,2,-1,2,-3,2,-3,-3,4,-3,4];Knot[433,3]:= 2*t^6-11*t^5+25*t^4-33*t^3+25*t^2-11*t+2;
Knot[434,1]:= "11a_186";Knot[434,2]:= [1,1,1,2,-1,2,2,2,2,3,-2,3,3];Knot[434,3]:= 4*t^6-12*t^5+20*t^4-23*t^3+20*t^2-12*t+4;
Knot[435,1]:= "11a_187";Knot[435,2]:= [1,1,-2,1,-2,-2,3,-2,-2,-4,3,2,-4,3];Knot[435,3]:= 2*t^6-11*t^5+27*t^4-37*t^3+27*t^2-11*t+2;
Knot[436,1]:= "11a_188";Knot[436,2]:= [1,1,2,-1,-3,2,-3,-3,-3,4,-3,4];Knot[436,3]:= 2*t^6-9*t^5+15*t^4-15*t^3+15*t^2-9*t+2;
Knot[437,1]:= "11a_189";Knot[437,2]:= [1,1,-2,-2,1,-2,1,-2,3,-2,3];Knot[437,3]:= t^8-6*t^7+17*t^6-31*t^5+39*t^4-31*t^3+17*t^2-6*t+1;
Knot[438,1]:= "11a_190";Knot[438,2]:= [1,1,-2,1,-2,-2,3,-2,3,4,-3,4];Knot[438,3]:= 2*t^6-9*t^5+19*t^4-25*t^3+19*t^2-9*t+2;
Knot[439,1]:= "11a_191";Knot[439,2]:= [1,1,1,1,1,2,-1,2,2,3,-2,3,3];Knot[439,3]:= 4*t^6-11*t^5+17*t^4-19*t^3+17*t^2-11*t+4;
Knot[440,1]:= "11a_192";Knot[440,2]:= [1,1,1,2,-1,2,2,3,-2,3,3,4,-3,4];Knot[440,3]:= 8*t^4-24*t^3+33*t^2-24*t+8;
Knot[441,1]:= "11a_193";Knot[441,2]:= [1,1,1,1,2,-1,-3,2,-3,4,-3,4];Knot[441,3]:= 2*t^6-10*t^5+22*t^4-27*t^3+22*t^2-10*t+2;
Knot[442,1]:= "11a_194";Knot[442,2]:= [1,1,1,-2,1,1,1,-2,3,-2,3];Knot[442,3]:= t^8-5*t^7+12*t^6-18*t^5+21*t^4-18*t^3+12*t^2-5*t+1;
Knot[443,1]:= "11a_195";Knot[443,2]:= [1,1,2,-1,2,3,-2,-4,3,-4,5,-4,5];Knot[443,3]:= 3*t^4-13*t^3+21*t^2-13*t+3;
Knot[444,1]:= "11a_196";Knot[444,2]:= [1,1,-2,1,-2,1,1,-2,3,-2,3];Knot[444,3]:= t^8-6*t^7+17*t^6-31*t^5+37*t^4-31*t^3+17*t^2-6*t+1;
Knot[445,1]:= "11a_197";Knot[445,2]:= [1,1,1,2,-1,-3,-2,-2,4,3,-2,3,4,4];Knot[445,3]:= 3*t^6-14*t^5+33*t^4-43*t^3+33*t^2-14*t+3;
Knot[446,1]:= "11a_198";Knot[446,2]:= [1,1,-2,1,-2,-3,2,2,4,-3,-2,4,4,-3];Knot[446,3]:= 2*t^6-11*t^5+27*t^4-35*t^3+27*t^2-11*t+2;
Knot[447,1]:= "11a_199";Knot[447,2]:= [1,1,1,-2,1,-2,3,-2,-2,-4,3,2,-4,3];Knot[447,3]:= 2*t^6-11*t^5+23*t^4-27*t^3+23*t^2-11*t+2;
Knot[448,1]:= "11a_200";Knot[448,2]:= [1,1,1,2,-1,2,2,3,-2,-2,4,-3,2,4,4,3];Knot[448,3]:= 7*t^4-21*t^3+29*t^2-21*t+7;
Knot[449,1]:= "11a_201";Knot[449,2]:= [1,1,-2,1,3,-2,-1,-4,3,-2,3,-4,-5,4,-5];Knot[449,3]:= 4*t^4-20*t^3+33*t^2-20*t+4;
Knot[450,1]:= "11a_202";Knot[450,2]:= [1,1,1,1,-2,1,3,-2,-1,-4,3,-2,3,-4];Knot[450,3]:= 2*t^6-12*t^5+26*t^4-31*t^3+26*t^2-12*t+2;
Knot[451,1]:= "11a_203";Knot[451,2]:= [1,1,1,1,1,-2,1,3,-2,3,3];Knot[451,3]:= t^8-5*t^7+9*t^6-11*t^5+11*t^4-11*t^3+9*t^2-5*t+1;
Knot[452,1]:= "11a_204";Knot[452,2]:= [1,1,2,-1,2,2,-3,2,4,-3,4,4];Knot[452,3]:= 2*t^6-11*t^5+23*t^4-29*t^3+23*t^2-11*t+2;
Knot[453,1]:= "11a_205";Knot[453,2]:= [1,1,1,-2,1,-2,-2,-3,2,4,-3,4];Knot[453,3]:= 2*t^6-10*t^5+21*t^4-25*t^3+21*t^2-10*t+2;
Knot[454,1]:= "11a_206";Knot[454,2]:= [1,1,1,1,1,1,-2,1,3,-2,3];Knot[454,3]:= t^8-5*t^7+7*t^6-7*t^5+7*t^4-7*t^3+7*t^2-5*t+1;
Knot[455,1]:= "11a_207";Knot[455,2]:= [1,1,2,-1,2,2,2,-3,2,4,-3,4];Knot[455,3]:= 2*t^6-11*t^5+19*t^4-21*t^3+19*t^2-11*t+2;
Knot[456,1]:= "11a_208";Knot[456,2]:= [1,1,1,1,2,-1,2,-3,2,4,-3,4];Knot[456,3]:= 2*t^6-12*t^5+24*t^4-29*t^3+24*t^2-12*t+2;
Knot[457,1]:= "11a_209";Knot[457,2]:= [1,1,-2,-1,3,-2,-1,-4,3,2,-4,3,5,-4,5];Knot[457,3]:= t^6-10*t^5+34*t^4-51*t^3+34*t^2-10*t+1;
Knot[458,1]:= "11a_210";Knot[458,2]:= [1,1,2,-1,-3,2,-3,-3,-4,3,5,-4,5];Knot[458,3]:= 4*t^4-18*t^3+29*t^2-18*t+4;
Knot[459,1]:= "11a_211";Knot[459,2]:= [1,1,2,-1,2,3,-2,3,-4,3,5,-4,5];Knot[459,3]:= 3*t^4-17*t^3+27*t^2-17*t+3;
Knot[460,1]:= "11a_212";Knot[460,2]:= [1,1,1,2,-1,3,2,2,-4,3,3,-2,3,-4];Knot[460,3]:= 3*t^6-16*t^5+35*t^4-45*t^3+35*t^2-16*t+3;
Knot[461,1]:= "11a_213";Knot[461,2]:= [1,1,1,2,-1,3,2,2,2,-4,3,-2,3,-4];Knot[461,3]:= 3*t^6-16*t^5+33*t^4-41*t^3+33*t^2-16*t+3;
Knot[462,1]:= "11a_214";Knot[462,2]:= [1,1,2,-1,2,-3,2,4,-3,-2,-5,4,-3,4,-5];Knot[462,3]:= 3*t^4-17*t^3+29*t^2-17*t+3;
Knot[463,1]:= "11a_215";Knot[463,2]:= [1,1,-2,1,1,3,-2,1,-2,3,3];Knot[463,3]:= t^8-6*t^7+17*t^6-27*t^5+31*t^4-27*t^3+17*t^2-6*t+1;
Knot[464,1]:= "11a_216";Knot[464,2]:= [1,1,-2,1,3,-2,1,-2,-2,3,3];Knot[464,3]:= t^8-6*t^7+17*t^6-31*t^5+37*t^4-31*t^3+17*t^2-6*t+1;
Knot[465,1]:= "11a_217";Knot[465,2]:= [1,1,-2,1,3,-2,1,1,-2,-2,3];Knot[465,3]:= t^8-6*t^7+16*t^6-29*t^5+35*t^4-29*t^3+16*t^2-6*t+1;
Knot[466,1]:= "11a_218";Knot[466,2]:= [1,-2,1,3,2,2,-4,-3,2,-3,5,-4,5];Knot[466,3]:= t^6-10*t^5+32*t^4-45*t^3+32*t^2-10*t+1;
Knot[467,1]:= "11a_219";Knot[467,2]:= [1,1,2,-1,2,3,-2,-2,-4,3,2,5,-4,3,5];Knot[467,3]:= 4*t^4-22*t^3+35*t^2-22*t+4;
Knot[468,1]:= "11a_220";Knot[468,2]:= [1,1,1,-2,1,3,-2,3,4,-3,4,4];Knot[468,3]:= 2*t^6-10*t^5+19*t^4-23*t^3+19*t^2-10*t+2;
Knot[469,1]:= "11a_221";Knot[469,2]:= [1,1,1,1,-2,1,3,-2,-2,-2,3];Knot[469,3]:= t^8-5*t^7+10*t^6-15*t^5+17*t^4-15*t^3+10*t^2-5*t+1;
Knot[470,1]:= "11a_222";Knot[470,2]:= [1,1,2,-1,2,-3,2,4,-3,-3,-3,4];Knot[470,3]:= 2*t^6-11*t^5+23*t^4-29*t^3+23*t^2-11*t+2;
Knot[471,1]:= "11a_223";Knot[471,2]:= [1,1,1,-2,1,1,1,3,-2,3,3];Knot[471,3]:= t^8-5*t^7+10*t^6-14*t^5+15*t^4-14*t^3+10*t^2-5*t+1;
Knot[472,1]:= "11a_224";Knot[472,2]:= [1,1,1,1,2,-1,-3,2,4,-3,4,4];Knot[472,3]:= 2*t^6-10*t^5+20*t^4-25*t^3+20*t^2-10*t+2;
Knot[473,1]:= "11a_225";Knot[473,2]:= [1,1,1,1,-2,1,-2,-3,2,4,-3,4];Knot[473,3]:= 2*t^6-8*t^5+11*t^4-11*t^3+11*t^2-8*t+2;
Knot[474,1]:= "11a_226";Knot[474,2]:= [1,1,2,-1,2,-3,2,-3,-4,3,5,-4,5];Knot[474,3]:= 4*t^4-18*t^3+27*t^2-18*t+4;
Knot[475,1]:= "11a_227";Knot[475,2]:= [1,1,1,2,2,-3,2,-1,2,3,3,2,2];Knot[475,3]:= 5*t^6-17*t^5+31*t^4-37*t^3+31*t^2-17*t+5;
Knot[476,1]:= "11a_228";Knot[476,2]:= [1,-2,1,3,2,-4,-3,2,-3,-3,5,-4,5];Knot[476,3]:= t^6-10*t^5+32*t^4-47*t^3+32*t^2-10*t+1;
Knot[477,1]:= "11a_229";Knot[477,2]:= [1,1,1,2,-1,-3,2,4,-3,4,5,-4,5];Knot[477,3]:= 4*t^4-18*t^3+27*t^2-18*t+4;
Knot[478,1]:= "11a_230";Knot[478,2]:= [1,1,2,-1,2,3,-2,-4,3,5,-4,5,5];Knot[478,3]:= 3*t^4-13*t^3+19*t^2-13*t+3;
Knot[479,1]:= "11a_231";Knot[479,2]:= [1,1,-2,-2,-2,1,3,-2,-2,-2,3];Knot[479,3]:= t^8-5*t^7+12*t^6-20*t^5+23*t^4-20*t^3+12*t^2-5*t+1;
Knot[480,1]:= "11a_232";Knot[480,2]:= [1,1,-2,-2,3,-2,1,-2,-2,3,-2];Knot[480,3]:= t^8-5*t^7+14*t^6-26*t^5+31*t^4-26*t^3+14*t^2-5*t+1;
Knot[481,1]:= "11a_233";Knot[481,2]:= [1,1,-2,-2,3,-2,1,-2,3,-2,3];Knot[481,3]:= t^8-6*t^7+19*t^6-37*t^5+47*t^4-37*t^3+19*t^2-6*t+1;
Knot[482,1]:= "11a_234";Knot[482,2]:= [1,1,1,1,1,1,1,1,2,-1,2,2];Knot[482,3]:= 2*t^8-4*t^7+5*t^6-5*t^5+5*t^4-5*t^3+5*t^2-4*t+2;
Knot[483,1]:= "11a_235";Knot[483,2]:= [1,1,1,2,-1,2,2,2,2,2,3,-2,3];Knot[483,3]:= 4*t^6-10*t^5+14*t^4-15*t^3+14*t^2-10*t+4;
Knot[484,1]:= "11a_236";Knot[484,2]:= [1,1,1,1,2,-1,2,2,2,3,-2,3,3];Knot[484,3]:= 4*t^6-12*t^5+21*t^4-25*t^3+21*t^2-12*t+4;
Knot[485,1]:= "11a_237";Knot[485,2]:= [1,1,1,2,-1,2,2,2,3,-2,-2,4,-3,2,4,3];Knot[485,3]:= 8*t^4-23*t^3+31*t^2-23*t+8;
Knot[486,1]:= "11a_238";Knot[486,2]:= [1,1,1,2,-1,2,2,2,3,-2,3,4,-3,4];Knot[486,3]:= 6*t^4-16*t^3+21*t^2-16*t+6;
Knot[487,1]:= "11a_239";Knot[487,2]:= [1,1,-2,3,-2,1,3,-2,3,-2,3];Knot[487,3]:= t^8-7*t^7+22*t^6-42*t^5+51*t^4-42*t^3+22*t^2-7*t+1;
Knot[488,1]:= "11a_240";Knot[488,2]:= [1,1,1,1,1,1,2,2,-1,2,2,2];Knot[488,3]:= 2*t^8-5*t^7+8*t^6-10*t^5+11*t^4-10*t^3+8*t^2-5*t+2;
Knot[489,1]:= "11a_241";Knot[489,2]:= [1,1,1,1,2,2,-1,2,2,2,3,-2,3];Knot[489,3]:= 4*t^6-12*t^5+20*t^4-23*t^3+20*t^2-12*t+4;
Knot[490,1]:= "11a_242";Knot[490,2]:= [1,1,1,1,1,1,2,-1,2,3,-2,3,3];Knot[490,3]:= 3*t^6-7*t^5+9*t^4-9*t^3+9*t^2-7*t+3;
Knot[491,1]:= "11a_243";Knot[491,2]:= [1,1,1,2,-1,2,3,-2,3,3,3,4,-3,4];Knot[491,3]:= 6*t^4-17*t^3+23*t^2-17*t+6;
Knot[492,1]:= "11a_244";Knot[492,2]:= [1,1,1,2,2,-3,2,-1,2,2,3,3,2];Knot[492,3]:= 5*t^6-17*t^5+32*t^4-39*t^3+32*t^2-17*t+5;
Knot[493,1]:= "11a_245";Knot[493,2]:= [1,1,1,1,2,-1,2,3,3,-2,3,3,3];Knot[493,3]:= 3*t^6-9*t^5+16*t^4-19*t^3+16*t^2-9*t+3;
Knot[494,1]:= "11a_246";Knot[494,2]:= [1,1,1,1,2,-1,2,3,-2,3,4,-3,4,4];Knot[494,3]:= 4*t^4-10*t^3+13*t^2-10*t+4;
Knot[495,1]:= "11a_247";Knot[495,2]:= [1,1,1,2,-1,2,3,-2,3,4,-3,4,5,-4,5];Knot[495,3]:= 5*t^2-9*t+5;
Knot[496,1]:= "11a_248";Knot[496,2]:= [1,1,1,-2,3,-2,1,-2,3,-2,3];Knot[496,3]:= t^8-6*t^7+18*t^6-34*t^5+41*t^4-34*t^3+18*t^2-6*t+1;
Knot[497,1]:= "11a_249";Knot[497,2]:= [1,1,2,-1,-3,4,-3,2,-3,4,-3,4];Knot[497,3]:= 2*t^6-11*t^5+27*t^4-37*t^3+27*t^2-11*t+2;
Knot[498,1]:= "11a_250";Knot[498,2]:= [1,-2,-2,-2,1,-2,3,-2,-2,-2,3];Knot[498,3]:= t^8-5*t^7+11*t^6-16*t^5+19*t^4-16*t^3+11*t^2-5*t+1;
Knot[499,1]:= "11a_251";Knot[499,2]:= [1,1,1,1,-2,-2,-1,-3,2,-3,2,-3,-3];Knot[499,3]:= t^8-6*t^7+16*t^6-27*t^5+33*t^4-27*t^3+16*t^2-6*t+1;
Knot[500,1]:= "11a_252";Knot[500,2]:= [1,-2,1,-2,-2,1,3,-2,-2,-2,3];Knot[500,3]:= t^8-6*t^7+16*t^6-27*t^5+31*t^4-27*t^3+16*t^2-6*t+1;
Knot[501,1]:= "11a_253";Knot[501,2]:= [1,1,-2,1,-2,1,3,-2,-2,-2,3];Knot[501,3]:= t^8-6*t^7+16*t^6-27*t^5+33*t^4-27*t^3+16*t^2-6*t+1;
Knot[502,1]:= "11a_254";Knot[502,2]:= [1,1,1,1,-2,-2,-1,-3,2,2,-3,2,-3];Knot[502,3]:= t^8-6*t^7+16*t^6-27*t^5+31*t^4-27*t^3+16*t^2-6*t+1;
Knot[503,1]:= "11a_255";Knot[503,2]:= [1,1,1,-2,1,3,-2,1,-2,3,-2];Knot[503,3]:= t^8-6*t^7+17*t^6-30*t^5+35*t^4-30*t^3+17*t^2-6*t+1;
Knot[504,1]:= "11a_256";Knot[504,2]:= [1,1,2,-1,-3,2,4,-3,2,-3,4,-3];Knot[504,3]:= 2*t^6-12*t^5+31*t^4-43*t^3+31*t^2-12*t+2;
Knot[505,1]:= "11a_257";Knot[505,2]:= [1,1,1,-2,1,-2,3,-2,-2,-2,3];Knot[505,3]:= t^8-5*t^7+12*t^6-19*t^5+23*t^4-19*t^3+12*t^2-5*t+1;
Knot[506,1]:= "11a_258";Knot[506,2]:= [1,1,2,-1,-3,2,-3,4,-3,-3,-3,4];Knot[506,3]:= 2*t^6-9*t^5+17*t^4-19*t^3+17*t^2-9*t+2;
Knot[507,1]:= "11a_259";Knot[507,2]:= [1,1,1,-2,1,1,3,-2,3,3,3];Knot[507,3]:= t^8-5*t^7+10*t^6-15*t^5+17*t^4-15*t^3+10*t^2-5*t+1;
Knot[508,1]:= "11a_260";Knot[508,2]:= [1,1,1,-2,1,1,3,-2,3,4,-3,4];Knot[508,3]:= 2*t^6-9*t^5+15*t^4-17*t^3+15*t^2-9*t+2;
Knot[509,1]:= "11a_261";Knot[509,2]:= [1,1,1,-2,1,3,-2,3,-2,3,3];Knot[509,3]:= t^8-6*t^7+16*t^6-26*t^5+31*t^4-26*t^3+16*t^2-6*t+1;
Knot[510,1]:= "11a_262";Knot[510,2]:= [1,1,-2,1,-2,1,3,-2,3,4,-3,4];Knot[510,3]:= 2*t^6-11*t^5+25*t^4-31*t^3+25*t^2-11*t+2;
Knot[511,1]:= "11a_263";Knot[511,2]:= [1,1,1,1,2,2,-1,3,2,2,2,3,3];Knot[511,3]:= 2*t^8-6*t^7+11*t^6-14*t^5+15*t^4-14*t^3+11*t^2-6*t+2;
Knot[512,1]:= "11a_264";Knot[512,2]:= [1,1,1,-2,1,3,-2,-2,3,-2,3];Knot[512,3]:= t^8-6*t^7+16*t^6-28*t^5+33*t^4-28*t^3+16*t^2-6*t+1;
Knot[513,1]:= "11a_265";Knot[513,2]:= [1,1,2,-1,-3,2,4,-3,-3,4,-3,4];Knot[513,3]:= 2*t^6-11*t^5+25*t^4-33*t^3+25*t^2-11*t+2;
Knot[514,1]:= "11a_266";Knot[514,2]:= [1,-2,1,-2,3,-2,1,3,-2,3,-2];Knot[514,3]:= t^8-7*t^7+23*t^6-45*t^5+57*t^4-45*t^3+23*t^2-7*t+1;
Knot[515,1]:= "11a_267";Knot[515,2]:= [1,1,-2,1,-2,3,-2,1,3,-2,3];Knot[515,3]:= t^8-7*t^7+22*t^6-41*t^5+49*t^4-41*t^3+22*t^2-7*t+1;
Knot[516,1]:= "11a_268";Knot[516,2]:= [1,-2,1,-2,3,-2,1,-2,-2,-2,3];Knot[516,3]:= t^8-6*t^7+17*t^6-29*t^5+33*t^4-29*t^3+17*t^2-6*t+1;
Knot[517,1]:= "11a_269";Knot[517,2]:= [1,-2,1,-2,-2,3,-2,1,-2,3,-2];Knot[517,3]:= t^8-6*t^7+18*t^6-32*t^5+37*t^4-32*t^3+18*t^2-6*t+1;
Knot[518,1]:= "11a_270";Knot[518,2]:= [1,1,2,-1,2,-3,-3,-2,-4,3,-2,3,-4,3];Knot[518,3]:= 2*t^6-12*t^5+32*t^4-45*t^3+32*t^2-12*t+2;
Knot[519,1]:= "11a_271";Knot[519,2]:= [1,1,-2,1,-2,1,3,-2,-1,4,-3,2,4,3];Knot[519,3]:= 3*t^6-17*t^5+40*t^4-51*t^3+40*t^2-17*t+3;
Knot[520,1]:= "11a_272";Knot[520,2]:= [1,1,-2,-1,3,-2,1,-4,3,-2,3,-2,-4,3];Knot[520,3]:= 2*t^6-13*t^5+35*t^4-49*t^3+35*t^2-13*t+2;
Knot[521,1]:= "11a_273";Knot[521,2]:= [1,1,-2,1,-2,3,-2,-1,3,2,2,4,-3,4];Knot[521,3]:= 3*t^6-16*t^5+37*t^4-47*t^3+37*t^2-16*t+3;
Knot[522,1]:= "11a_274";Knot[522,2]:= [1,1,-2,-2,1,3,-2,1,-2,3,-2];Knot[522,3]:= t^8-6*t^7+18*t^6-35*t^5+45*t^4-35*t^3+18*t^2-6*t+1;
Knot[523,1]:= "11a_275";Knot[523,2]:= [1,1,1,-2,1,3,-2,-1,4,-3,2,2,4,3];Knot[523,3]:= 3*t^6-15*t^5+29*t^4-35*t^3+29*t^2-15*t+3;
Knot[524,1]:= "11a_276";Knot[524,2]:= [1,1,-2,1,3,-2,-1,4,-3,2,2,4,3,3];Knot[524,3]:= 3*t^6-17*t^5+37*t^4-47*t^3+37*t^2-17*t+3;
Knot[525,1]:= "11a_277";Knot[525,2]:= [1,1,1,-2,1,-2,3,-2,1,-2,3];Knot[525,3]:= t^8-6*t^7+17*t^6-28*t^5+31*t^4-28*t^3+17*t^2-6*t+1;
Knot[526,1]:= "11a_278";Knot[526,2]:= [1,1,2,-1,-3,2,-3,4,-3,2,-3,4];Knot[526,3]:= 2*t^6-12*t^5+33*t^4-47*t^3+33*t^2-12*t+2;
Knot[527,1]:= "11a_279";Knot[527,2]:= [1,1,2,-1,-3,-2,-2,-2,-2,4,3,-2,3,4];Knot[527,3]:= 3*t^6-12*t^5+20*t^4-21*t^3+20*t^2-12*t+3;
Knot[528,1]:= "11a_280";Knot[528,2]:= [1,1,2,-1,-1,2,3,-2,1,-4,-3,2,-5,4,-3,-5,-4];Knot[528,3]:= 6*t^4-26*t^3+41*t^2-26*t+6;
Knot[529,1]:= "11a_281";Knot[529,2]:= [1,-2,-2,1,-2,3,-2,1,-2,-2,3];Knot[529,3]:= t^8-6*t^7+18*t^6-33*t^5+39*t^4-33*t^3+18*t^2-6*t+1;
Knot[530,1]:= "11a_282";Knot[530,2]:= [1,-2,1,-2,-2,-2,3,-2,1,-2,3];Knot[530,3]:= t^8-6*t^7+16*t^6-26*t^5+29*t^4-26*t^3+16*t^2-6*t+1;
Knot[531,1]:= "11a_283";Knot[531,2]:= [1,1,1,-2,1,-2,3,-2,-1,4,-3,2,4,3];Knot[531,3]:= 3*t^6-15*t^5+34*t^4-43*t^3+34*t^2-15*t+3;
Knot[532,1]:= "11a_284";Knot[532,2]:= [1,1,-2,1,3,-2,1,3,-2,-2,3];Knot[532,3]:= t^8-7*t^7+21*t^6-38*t^5+45*t^4-38*t^3+21*t^2-7*t+1;
Knot[533,1]:= "11a_285";Knot[533,2]:= [1,1,-2,1,1,3,-2,-1,-4,3,-2,-4,3,-4];Knot[533,3]:= 2*t^6-14*t^5+38*t^4-53*t^3+38*t^2-14*t+2;
Knot[534,1]:= "11a_286";Knot[534,2]:= [1,-2,1,-2,-2,3,-2,1,-2,-2,3];Knot[534,3]:= t^8-6*t^7+17*t^6-31*t^5+37*t^4-31*t^3+17*t^2-6*t+1;
Knot[535,1]:= "11a_287";Knot[535,2]:= [1,-2,1,-2,1,3,-2,1,-2,-2,3];Knot[535,3]:= t^8-7*t^7+21*t^6-38*t^5+47*t^4-38*t^3+21*t^2-7*t+1;
Knot[536,1]:= "11a_288";Knot[536,2]:= [1,-2,1,-2,3,-2,1,3,-2,-2,3];Knot[536,3]:= t^8-7*t^7+23*t^6-44*t^5+55*t^4-44*t^3+23*t^2-7*t+1;
Knot[537,1]:= "11a_289";Knot[537,2]:= [1,1,-2,1,-2,-2,3,-2,1,-2,3];Knot[537,3]:= t^8-6*t^7+17*t^6-30*t^5+37*t^4-30*t^3+17*t^2-6*t+1;
Knot[538,1]:= "11a_290";Knot[538,2]:= [1,1,-2,1,-2,-2,3,-2,-1,4,-3,2,4,3];Knot[538,3]:= 3*t^6-15*t^5+32*t^4-41*t^3+32*t^2-15*t+3;
Knot[539,1]:= "11a_291";Knot[539,2]:= [1,1,2,2,2,2,-3,2,-1,2,3,3,2];Knot[539,3]:= 5*t^6-14*t^5+20*t^4-21*t^3+20*t^2-14*t+5;
Knot[540,1]:= "11a_292";Knot[540,2]:= [1,1,2,-1,2,1,-3,2,-1,2,3,3,3,4,-3,4];Knot[540,3]:= 10*t^4-32*t^3+45*t^2-32*t+10;
Knot[541,1]:= "11a_293";Knot[541,2]:= [1,-2,-2,-2,-2,3,-2,1,-2,3,-2];Knot[541,3]:= t^8-5*t^7+12*t^6-15*t^5+15*t^4-15*t^3+12*t^2-5*t+1;
Knot[542,1]:= "11a_294";Knot[542,2]:= [1,1,2,-1,2,-3,-2,-4,3,-2,3,-4,3,3];Knot[542,3]:= 2*t^6-11*t^5+29*t^4-39*t^3+29*t^2-11*t+2;
Knot[543,1]:= "11a_295";Knot[543,2]:= [1,1,1,1,2,-1,-3,-2,1,4,3,-2,3,4];Knot[543,3]:= 3*t^6-14*t^5+24*t^4-27*t^3+24*t^2-14*t+3;
Knot[544,1]:= "11a_296";Knot[544,2]:= [1,1,2,-1,2,3,-2,-4,-3,2,5,4,-3,4,5];Knot[544,3]:= 6*t^4-28*t^3+43*t^2-28*t+6;
Knot[545,1]:= "11a_297";Knot[545,2]:= [1,1,-2,1,1,3,-2,-1,3,-4,3,-2,3,-4];Knot[545,3]:= 2*t^6-15*t^5+42*t^4-57*t^3+42*t^2-15*t+2;
Knot[546,1]:= "11a_298";Knot[546,2]:= [1,1,1,1,2,2,-3,2,-1,2,3,3,2];Knot[546,3]:= 5*t^6-16*t^5+28*t^4-33*t^3+28*t^2-16*t+5;
Knot[547,1]:= "11a_299";Knot[547,2]:= [1,1,2,-1,2,3,3,-4,3,-2,3,4,4,3];Knot[547,3]:= 8*t^4-24*t^3+33*t^2-24*t+8;
Knot[548,1]:= "11a_300";Knot[548,2]:= [1,1,-2,1,3,-2,1,-2,3,-2,-2];Knot[548,3]:= t^8-6*t^7+17*t^6-32*t^5+41*t^4-32*t^3+17*t^2-6*t+1;
Knot[549,1]:= "11a_301";Knot[549,2]:= [1,1,-2,1,3,-2,1,3,-2,3,-2];Knot[549,3]:= t^8-7*t^7+22*t^6-43*t^5+53*t^4-43*t^3+22*t^2-7*t+1;
Knot[550,1]:= "11a_302";Knot[550,2]:= [1,1,-2,1,3,-2,1,3,3,-2,3];Knot[550,3]:= t^8-7*t^7+20*t^6-33*t^5+39*t^4-33*t^3+20*t^2-7*t+1;
Knot[551,1]:= "11a_303";Knot[551,2]:= [1,1,-2,1,-2,-1,-3,2,1,-3,-2,-4,3,-4];Knot[551,3]:= 3*t^6-15*t^5+34*t^4-45*t^3+34*t^2-15*t+3;
Knot[552,1]:= "11a_304";Knot[552,2]:= [1,1,1,-2,1,1,3,-2,-1,4,-3,2,4,3];Knot[552,3]:= 3*t^6-14*t^5+26*t^4-31*t^3+26*t^2-14*t+3;
Knot[553,1]:= "11a_305";Knot[553,2]:= [1,-2,1,-2,-2,3,-2,-2,1,-2,3];Knot[553,3]:= t^8-6*t^7+16*t^6-28*t^5+33*t^4-28*t^3+16*t^2-6*t+1;
Knot[554,1]:= "11a_306";Knot[554,2]:= [1,1,1,-2,1,-2,3,-2,3,3,3];Knot[554,3]:= t^8-5*t^7+13*t^6-21*t^5+25*t^4-21*t^3+13*t^2-5*t+1;
Knot[555,1]:= "11a_307";Knot[555,2]:= [1,1,1,-2,1,-2,3,-2,3,4,-3,4];Knot[555,3]:= 2*t^6-9*t^5+19*t^4-23*t^3+19*t^2-9*t+2;
Knot[556,1]:= "11a_308";Knot[556,2]:= [1,1,1,1,-2,1,3,-2,3,3,3];Knot[556,3]:= t^8-5*t^7+9*t^6-13*t^5+15*t^4-13*t^3+9*t^2-5*t+1;
Knot[557,1]:= "11a_309";Knot[557,2]:= [1,1,1,-2,1,3,-2,3,3,4,-3,4];Knot[557,3]:= 2*t^6-11*t^5+21*t^4-25*t^3+21*t^2-11*t+2;
Knot[558,1]:= "11a_310";Knot[558,2]:= [1,1,1,1,-2,1,3,-2,3,4,-3,4];Knot[558,3]:= 2*t^6-9*t^5+13*t^4-13*t^3+13*t^2-9*t+2;
Knot[559,1]:= "11a_311";Knot[559,2]:= [1,1,2,-1,2,-3,2,4,-3,4,5,-4,5];Knot[559,3]:= 4*t^4-20*t^3+31*t^2-20*t+4;
Knot[560,1]:= "11a_312";Knot[560,2]:= [1,1,1,1,2,-1,-3,-2,-2,4,3,-2,3,4];Knot[560,3]:= 3*t^6-13*t^5+27*t^4-33*t^3+27*t^2-13*t+3;
Knot[561,1]:= "11a_313";Knot[561,2]:= [1,1,2,-1,2,3,-2,-4,-3,-3,5,4,-3,4,5];Knot[561,3]:= 5*t^4-19*t^3+29*t^2-19*t+5;
Knot[562,1]:= "11a_314";Knot[562,2]:= [1,1,-2,1,-2,1,3,-2,1,-2,3];Knot[562,3]:= t^8-7*t^7+21*t^6-36*t^5+41*t^4-36*t^3+21*t^2-7*t+1;
Knot[563,1]:= "11a_315";Knot[563,2]:= [1,1,-2,1,-2,3,-2,1,-2,-2,3];Knot[563,3]:= t^8-6*t^7+18*t^6-33*t^5+41*t^4-33*t^3+18*t^2-6*t+1;
Knot[564,1]:= "11a_316";Knot[564,2]:= [1,1,1,-2,-2,3,-2,1,-2,3,-2];Knot[564,3]:= t^8-5*t^7+14*t^6-25*t^5+31*t^4-25*t^3+14*t^2-5*t+1;
Knot[565,1]:= "11a_317";Knot[565,2]:= [1,1,1,-2,1,-3,2,-1,-3,-2,-2,-4,3,-4];Knot[565,3]:= 3*t^6-14*t^5+28*t^4-35*t^3+28*t^2-14*t+3;
Knot[566,1]:= "11a_318";Knot[566,2]:= [1,1,2,2,-3,2,-1,2,2,3,3,2,2];Knot[566,3]:= 5*t^6-16*t^5+29*t^4-35*t^3+29*t^2-16*t+5;
Knot[567,1]:= "11a_319";Knot[567,2]:= [1,1,2,2,2,-3,2,-1,2,3,3,2,2];Knot[567,3]:= 5*t^6-15*t^5+25*t^4-29*t^3+25*t^2-15*t+5;
Knot[568,1]:= "11a_320";Knot[568,2]:= [1,1,1,2,-1,2,-3,-2,1,4,-3,2,2,4,3,3];Knot[568,3]:= 9*t^4-27*t^3+37*t^2-27*t+9;
Knot[569,1]:= "11a_321";Knot[569,2]:= [1,1,1,-2,1,3,-2,1,3,-2,4,-3,2,4];Knot[569,3]:= 3*t^6-15*t^5+27*t^4-31*t^3+27*t^2-15*t+3;
Knot[570,1]:= "11a_322";Knot[570,2]:= [1,1,-2,1,1,3,-2,-1,-4,3,-2,3,-4,3];Knot[570,3]:= 2*t^6-13*t^5+36*t^4-49*t^3+36*t^2-13*t+2;
Knot[571,1]:= "11a_323";Knot[571,2]:= [1,1,2,-1,-3,-3,4,-3,2,-3,4,-3];Knot[571,3]:= 2*t^6-9*t^5+19*t^4-23*t^3+19*t^2-9*t+2;
Knot[572,1]:= "11a_324";Knot[572,2]:= [1,1,2,-1,-3,2,4,-3,2,4,-3,5,-4,3,5];Knot[572,3]:= 5*t^4-25*t^3+39*t^2-25*t+5;
Knot[573,1]:= "11a_325";Knot[573,2]:= [1,1,2,-1,3,2,2,-4,3,-2,3,-4,-5,4,-5];Knot[573,3]:= 6*t^4-24*t^3+35*t^2-24*t+6;
Knot[574,1]:= "11a_326";Knot[574,2]:= [1,1,-2,1,-2,3,-2,1,-2,3,-2];Knot[574,3]:= t^8-6*t^7+19*t^6-36*t^5+45*t^4-36*t^3+19*t^2-6*t+1;
Knot[575,1]:= "11a_327";Knot[575,2]:= [1,1,2,-1,-3,-2,1,-2,4,3,-2,3,3,4];Knot[575,3]:= 3*t^6-17*t^5+44*t^4-59*t^3+44*t^2-17*t+3;
Knot[576,1]:= "11a_328";Knot[576,2]:= [1,1,-2,1,1,3,-2,-1,4,-3,2,4,3,3];Knot[576,3]:= 3*t^6-16*t^5+34*t^4-43*t^3+34*t^2-16*t+3;
Knot[577,1]:= "11a_329";Knot[577,2]:= [1,1,2,-1,2,-3,-2,1,-4,3,2,2,3,4,4,3];Knot[577,3]:= 11*t^4-36*t^3+51*t^2-36*t+11;
Knot[578,1]:= "11a_330";Knot[578,2]:= [1,-2,-2,-2,3,-2,1,-2,3,-2,-2];Knot[578,3]:= t^8-5*t^7+12*t^6-17*t^5+19*t^4-17*t^3+12*t^2-5*t+1;
Knot[579,1]:= "11a_331";Knot[579,2]:= [1,1,-2,1,3,-2,-1,-4,3,-2,3,3,-4,3];Knot[579,3]:= 2*t^6-11*t^5+27*t^4-35*t^3+27*t^2-11*t+2;
Knot[580,1]:= "11a_332";Knot[580,2]:= [1,-2,1,3,-2,-2,1,3,-2,-2,3];Knot[580,3]:= t^8-7*t^7+22*t^6-40*t^5+49*t^4-40*t^3+22*t^2-7*t+1;
Knot[581,1]:= "11a_333";Knot[581,2]:= [1,1,2,-1,-3,2,-3,4,-3,4,5,-4,5];Knot[581,3]:= 4*t^4-16*t^3+25*t^2-16*t+4;
Knot[582,1]:= "11a_334";Knot[582,2]:= [1,1,1,1,1,1,2,-1,2,2,2,2];Knot[582,3]:= 2*t^8-4*t^7+6*t^6-8*t^5+9*t^4-8*t^3+6*t^2-4*t+2;
Knot[583,1]:= "11a_335";Knot[583,2]:= [1,1,1,1,1,2,-1,2,2,2,3,-2,3];Knot[583,3]:= 4*t^6-10*t^5+15*t^4-17*t^3+15*t^2-10*t+4;
Knot[584,1]:= "11a_336";Knot[584,2]:= [1,1,1,1,1,1,2,-1,2,2,3,-2,3];Knot[584,3]:= 4*t^6-9*t^5+11*t^4-11*t^3+11*t^2-9*t+4;
Knot[585,1]:= "11a_337";Knot[585,2]:= [1,1,2,-1,2,2,2,3,-2,3,3,4,-3,4];Knot[585,3]:= 8*t^4-22*t^3+29*t^2-22*t+8;
Knot[586,1]:= "11a_338";Knot[586,2]:= [1,1,1,1,1,2,2,2,-1,2,2,2];Knot[586,3]:= 2*t^8-5*t^7+9*t^6-12*t^5+13*t^4-12*t^3+9*t^2-5*t+2;
Knot[587,1]:= "11a_339";Knot[587,2]:= [1,1,1,1,1,2,-1,2,3,-2,3,3,3];Knot[587,3]:= 3*t^6-7*t^5+11*t^4-13*t^3+11*t^2-7*t+3;
Knot[588,1]:= "11a_340";Knot[588,2]:= [1,1,1,1,2,2,2,-1,2,2,3,-2,3];Knot[588,3]:= 4*t^6-11*t^5+18*t^4-21*t^3+18*t^2-11*t+4;
Knot[589,1]:= "11a_341";Knot[589,2]:= [1,1,1,1,2,-1,2,3,-2,3,3,4,-3,4];Knot[589,3]:= 6*t^4-15*t^3+19*t^2-15*t+6;
Knot[590,1]:= "11a_342";Knot[590,2]:= [1,1,1,1,1,2,-1,2,3,-2,3,4,-3,4];Knot[590,3]:= 4*t^4-7*t^3+7*t^2-7*t+4;
Knot[591,1]:= "11a_343";Knot[591,2]:= [1,1,2,-1,2,2,3,-2,3,4,-3,4,5,-4,5];Knot[591,3]:= 8*t^2-15*t+8;
Knot[592,1]:= "11a_344";Knot[592,2]:= [1,1,1,1,2,-1,3,2,2,-4,3,-2,3,-4];Knot[592,3]:= 3*t^6-15*t^5+29*t^4-35*t^3+29*t^2-15*t+3;
Knot[593,1]:= "11a_345";Knot[593,2]:= [1,1,2,-1,2,3,-2,4,3,3,-5,4,-3,4,-5];Knot[593,3]:= 5*t^4-23*t^3+35*t^2-23*t+5;
Knot[594,1]:= "11a_346";Knot[594,2]:= [1,-2,-2,-2,3,-2,1,-2,-2,3,-2];Knot[594,3]:= t^8-5*t^7+12*t^6-18*t^5+21*t^4-18*t^3+12*t^2-5*t+1;
Knot[595,1]:= "11a_347";Knot[595,2]:= [1,1,-2,-1,3,-2,1,-4,3,-2,3,3,-4,3];Knot[595,3]:= 2*t^6-11*t^5+26*t^4-33*t^3+26*t^2-11*t+2;
Knot[596,1]:= "11a_348";Knot[596,2]:= [1,1,1,-2,1,3,-2,1,3,-2,3];Knot[596,3]:= t^8-7*t^7+19*t^6-29*t^5+33*t^4-29*t^3+19*t^2-7*t+1;
Knot[597,1]:= "11a_349";Knot[597,2]:= [1,1,2,-1,-3,2,4,-3,2,4,-3,4];Knot[597,3]:= 2*t^6-14*t^5+37*t^4-49*t^3+37*t^2-14*t+2;
Knot[598,1]:= "11a_350";Knot[598,2]:= [1,-2,1,-2,-2,3,-2,1,3,-2,3];Knot[598,3]:= t^8-7*t^7+21*t^6-39*t^5+49*t^4-39*t^3+21*t^2-7*t+1;
Knot[599,1]:= "11a_351";Knot[599,2]:= [1,-2,1,3,-2,1,3,-2,-2,-2,3];Knot[599,3]:= t^8-7*t^7+20*t^6-34*t^5+41*t^4-34*t^3+20*t^2-7*t+1;
Knot[600,1]:= "11a_352";Knot[600,2]:= [1,1,-2,-1,3,-2,1,-2,-4,3,-2,-4,3,-4];Knot[600,3]:= 2*t^6-13*t^5+32*t^4-41*t^3+32*t^2-13*t+2;
Knot[601,1]:= "11a_353";Knot[601,2]:= [1,1,2,2,2,-3,2,-1,2,2,3,3,2];Knot[601,3]:= 5*t^6-15*t^5+26*t^4-31*t^3+26*t^2-15*t+5;
Knot[602,1]:= "11a_354";Knot[602,2]:= [1,1,1,2,-1,2,1,-3,2,-1,2,3,3,4,-3,4];Knot[602,3]:= 9*t^4-26*t^3+35*t^2-26*t+9;
Knot[603,1]:= "11a_355";Knot[603,2]:= [1,1,1,1,1,1,1,2,-1,2,2,2];Knot[603,3]:= 2*t^8-4*t^7+6*t^6-7*t^5+7*t^4-7*t^3+6*t^2-4*t+2;
Knot[604,1]:= "11a_356";Knot[604,2]:= [1,1,1,1,2,-1,2,2,2,2,3,-2,3];Knot[604,3]:= 4*t^6-10*t^5+16*t^4-19*t^3+16*t^2-10*t+4;
Knot[605,1]:= "11a_357";Knot[605,2]:= [1,1,1,1,2,-1,2,2,3,-2,3,3,3];Knot[605,3]:= 4*t^6-11*t^5+19*t^4-23*t^3+19*t^2-11*t+4;
Knot[606,1]:= "11a_358";Knot[606,2]:= [1,1,1,1,1,1,1,2,-1,2,3,-2,3];Knot[606,3]:= 3*t^6-5*t^5+5*t^4-5*t^3+5*t^2-5*t+3;
Knot[607,1]:= "11a_359";Knot[607,2]:= [1,1,2,-1,2,2,2,2,3,-2,3,4,-3,4];Knot[607,3]:= 6*t^4-13*t^3+15*t^2-13*t+6;
Knot[608,1]:= "11a_360";Knot[608,2]:= [1,1,1,1,2,-1,2,2,3,-2,3,4,-3,4];Knot[608,3]:= 6*t^4-14*t^3+17*t^2-14*t+6;
Knot[609,1]:= "11a_361";Knot[609,2]:= [1,1,1,1,2,-1,2,2,3,-2,-2,4,-3,2,4,3];Knot[609,3]:= 7*t^4-17*t^3+21*t^2-17*t+7;
Knot[610,1]:= "11a_362";Knot[610,2]:= [1,1,2,-1,2,2,3,-2,-2,4,-3,2,4,5,-4,3,5];Knot[610,3]:= 10*t^2-19*t+10;
Knot[611,1]:= "11a_363";Knot[611,2]:= [1,1,2,-1,2,3,-2,3,3,4,-3,4,5,-4,5];Knot[611,3]:= 9*t^2-17*t+9;
Knot[612,1]:= "11a_364";Knot[612,2]:= [1,1,1,1,1,1,1,1,1,2,-1,2];Knot[612,3]:= 2*t^8-3*t^7+3*t^6-3*t^5+3*t^4-3*t^3+3*t^2-3*t+2;
Knot[613,1]:= "11a_365";Knot[613,2]:= [1,1,2,-1,2,2,2,2,2,2,3,-2,3];Knot[613,3]:= 4*t^6-8*t^5+9*t^4-9*t^3+9*t^2-8*t+4;
Knot[614,1]:= "11a_366";Knot[614,2]:= [1,1,2,-1,2,2,2,2,3,-2,-2,4,-3,2,4,3];Knot[614,3]:= 8*t^4-20*t^3+25*t^2-20*t+8;
Knot[615,1]:= "11a_367";Knot[615,2]:= [1,1,1,1,1,1,1,1,1,1,1];Knot[615,3]:= t^10-t^9+t^8-t^7+t^6-t^5+t^4-t^3+t^2-t+1;
Knot[616,1]:= "11n_1";Knot[616,2]:= [1,1,1,2,-1,3,-2,3,2,4,-3,4];Knot[616,3]:= t^4-7*t^3+11*t^2-7*t+1;
Knot[617,1]:= "11n_2";Knot[617,2]:= [1,1,1,2,-1,2,3,2,2,-4,3,-4];Knot[617,3]:= 2*t^6-8*t^5+12*t^4-13*t^3+12*t^2-8*t+2;
Knot[618,1]:= "11n_3";Knot[618,2]:= [1,1,1,2,-1,2,-3,-2,-2,4,-3,4];Knot[618,3]:= 3*t^4-11*t^3+15*t^2-11*t+3;
Knot[619,1]:= "11n_4";Knot[619,2]:= [1,1,1,2,-1,-1,-3,2,-1,-3,2];Knot[619,3]:= t^6-5*t^5+11*t^4-15*t^3+11*t^2-5*t+1;
Knot[620,1]:= "11n_5";Knot[620,2]:= [1,1,1,2,-1,-3,2,-1,-3,2,2];Knot[620,3]:= t^6-7*t^5+17*t^4-21*t^3+17*t^2-7*t+1;
Knot[621,1]:= "11n_6";Knot[621,2]:= [1,1,2,-1,2,1,-3,-2,-2,4,-3,4];Knot[621,3]:= t^6-3*t^5+3*t^4-3*t^3+3*t^2-3*t+1;
Knot[622,1]:= "11n_7";Knot[622,2]:= [1,1,1,2,-1,3,-2,3,-2,-4,3,-4];Knot[622,3]:= t^6-6*t^5+16*t^4-21*t^3+16*t^2-6*t+1;
Knot[623,1]:= "11n_8";Knot[623,2]:= [1,1,2,-1,2,1,-3,2,2,4,-3,4];
#,[-1,2,3,3,2,2,1,1,2,-3,-2,1,-2]] ;
Knot[623,3]:= t^6-6*t^5+12*t^4-15*t^3+12*t^2-6*t+1;
Knot[624,1]:= "11n_9";Knot[624,2]:= [1,1,1,2,2,1,1,2,-3,2,-3];Knot[624,3]:= t^8-3*t^7+t^6+4*t^5-7*t^4+4*t^3+t^2-3*t+1;
Knot[625,1]:= "11n_10";Knot[625,2]:= [1,1,1,2,-1,2,2,1,3,-2,3];Knot[625,3]:= t^6-7*t^5+15*t^4-19*t^3+15*t^2-7*t+1;
Knot[626,1]:= "11n_11";Knot[626,2]:= [1,1,1,1,2,-1,2,-1,-3,2,-3];Knot[626,3]:= t^6-5*t^5+13*t^4-17*t^3+13*t^2-5*t+1;
Knot[627,1]:= "11n_12";Knot[627,2]:= [1,1,-2,1,-2,-2,3,2,-1,2,3];Knot[627,3]:= t^4-3*t^3+5*t^2-3*t+1;
Knot[628,1]:= "11n_13";Knot[628,2]:= [1,1,1,1,1,2,1,1,-3,2,-3];Knot[628,3]:= t^8-3*t^7+2*t^6-t^5+t^4-t^3+2*t^2-3*t+1;
Knot[629,1]:= "11n_14";Knot[629,2]:= [1,1,1,1,2,-1,2,1,3,-2,3];Knot[629,3]:= t^6-6*t^5+10*t^4-11*t^3+10*t^2-6*t+1;
Knot[630,1]:= "11n_15";Knot[630,2]:= [1,1,1,1,1,2,-1,-1,-3,2,-3];Knot[630,3]:= t^6-4*t^5+8*t^4-9*t^3+8*t^2-4*t+1;
Knot[631,1]:= "11n_16";Knot[631,2]:= [1,1,2,-1,2,2,3,2,2,-4,3,-4];Knot[631,3]:= 2*t^6-7*t^5+7*t^4-5*t^3+7*t^2-7*t+2;
Knot[632,1]:= "11n_17";Knot[632,2]:= [1,1,2,-1,2,3,-2,3,2,4,-3,4];Knot[632,3]:= 2*t^4-12*t^3+19*t^2-12*t+2;
Knot[633,1]:= "11n_18";Knot[633,2]:= [1,1,2,-1,2,2,3,-2,-2,-4,3,-4];Knot[633,3]:= 2*t^4-8*t^3+13*t^2-8*t+2;
Knot[634,1]:= "11n_19";Knot[634,2]:= [1,1,1,1,1,-2,-1,-1,3,-2,3];Knot[634,3]:= t^6-2*t^5+t^3-2*t+1;
Knot[635,1]:= "11n_20";Knot[635,2]:= [1,1,2,-1,2,2,-3,-2,-2,4,-3,4];Knot[635,3]:= 2*t^4-6*t^3+7*t^2-6*t+2;
Knot[636,1]:= "11n_21";Knot[636,2]:= [1,1,1,2,-1,-1,-3,2,2,-3,-3];Knot[636,3]:= t^6-5*t^5+11*t^4-15*t^3+11*t^2-5*t+1;
Knot[637,1]:= "11n_22";Knot[637,2]:= [1,1,2,-1,2,1,3,-2,-2,3,3];Knot[637,3]:= t^6-5*t^5+13*t^4-17*t^3+13*t^2-5*t+1;
Knot[638,1]:= "11n_23";Knot[638,2]:= [1,1,1,2,1,1,-3,2,2,-3,-3];Knot[638,3]:= t^8-3*t^7+5*t^6-4*t^5+3*t^4-4*t^3+5*t^2-3*t+1;
Knot[639,1]:= "11n_24";Knot[639,2]:= [1,1,1,-2,-1,-1,3,-2,-2,3,3];Knot[639,3]:= t^6-3*t^5+5*t^4-5*t^3+5*t^2-3*t+1;
Knot[640,1]:= "11n_25";Knot[640,2]:= [1,1,1,-2,1,1,-3,2,-1,-3,2];Knot[640,3]:= t^6-5*t^5+11*t^4-13*t^3+11*t^2-5*t+1;
Knot[641,1]:= "11n_26";Knot[641,2]:= [1,1,2,-1,2,1,3,-2,-2,-2,3];Knot[641,3]:= t^6-5*t^5+9*t^4-11*t^3+9*t^2-5*t+1;
Knot[642,1]:= "11n_27";Knot[642,2]:= [1,1,1,2,1,1,-3,2,2,2,-3];Knot[642,3]:= t^8-3*t^7+3*t^6-2*t^5+t^4-2*t^3+3*t^2-3*t+1;
Knot[643,1]:= "11n_28";Knot[643,2]:= [1,1,1,2,-1,-1,2,3,-2,-4,3,-4];Knot[643,3]:= t^4-5*t^3+9*t^2-5*t+1;
Knot[644,1]:= "11n_29";Knot[644,2]:= [1,1,2,-1,-1,2,1,-3,2,4,-3,4];Knot[644,3]:= 3*t^4-13*t^3+19*t^2-13*t+3;
Knot[645,1]:= "11n_30";Knot[645,2]:= [1,1,1,2,1,1,2,3,-2,-4,3,-4];Knot[645,3]:= 2*t^6-6*t^5+6*t^4-5*t^3+6*t^2-6*t+2;
Knot[646,1]:= "11n_31";Knot[646,2]:= [1,1,2,-1,2,1,3,2,2,-4,3,-4];Knot[646,3]:= t^6-2*t^5-2*t^4+5*t^3-2*t^2-2*t+1;
Knot[647,1]:= "11n_32";Knot[647,2]:= [1,1,1,2,-1,-1,-3,-2,-2,4,-3,4];Knot[647,3]:= t^6-6*t^5+16*t^4-23*t^3+16*t^2-6*t+1;
Knot[648,1]:= "11n_33";Knot[648,2]:= [1,1,1,-2,-1,-1,3,2,2,-4,3,-4];Knot[648,3]:= t^6-6*t^5+12*t^4-13*t^3+12*t^2-6*t+1;
Knot[649,1]:= "11n_34";Knot[649,2]:= [1,1,-2,1,-2,1,-3,2,2,-3,-3];Knot[649,3]:= 1;
Knot[650,1]:= "11n_35";Knot[650,2]:= [1,1,-2,1,-2,1,3,2,2,3,3];Knot[650,3]:= 2*t^6-10*t^5+20*t^4-25*t^3+20*t^2-10*t+2;
Knot[651,1]:= "11n_36";Knot[651,2]:= [1,1,-2,1,-2,1,-3,-2,-2,-3,-3];Knot[651,3]:= t^8-4*t^7+8*t^6-13*t^5+15*t^4-13*t^3+8*t^2-4*t+1;
Knot[652,1]:= "11n_37";Knot[652,2]:= [1,1,1,2,-1,-1,-3,2,1,-3,-2];Knot[652,3]:= t^6-3*t^5+5*t^4-7*t^3+5*t^2-3*t+1;
Knot[653,1]:= "11n_38";Knot[653,2]:= [1,1,1,-2,-1,-3,2,-1,2,-3,-2];Knot[653,3]:= t^4-t^3-t^2-t+1;
Knot[654,1]:= "11n_39";Knot[654,2]:= [1,1,1,2,-1,-1,-3,2,2,-3,2,-3,-2];Knot[654,3]:= 2*t^4-6*t^3+9*t^2-6*t+2;
Knot[655,1]:= "11n_40";Knot[655,2]:= [1,-2,1,-2,-2,1,3,2,2,2,3];Knot[655,3]:= 2*t^6-8*t^5+18*t^4-23*t^3+18*t^2-8*t+2;
Knot[656,1]:= "11n_41";Knot[656,2]:= [1,-2,1,-2,-2,1,-3,-2,-2,-2,-3];Knot[656,3]:= t^8-4*t^7+8*t^6-9*t^5+9*t^4-9*t^3+8*t^2-4*t+1;
Knot[657,1]:= "11n_42";Knot[657,2]:= [1,1,1,1,-2,-2,-1,3,-2,-2,3,-2,3];Knot[657,3]:= 1;
Knot[658,1]:= "11n_43";Knot[658,2]:= [1,1,-2,1,-2,1,3,2,2,2,3];Knot[658,3]:= 2*t^6-10*t^5+20*t^4-25*t^3+20*t^2-10*t+2;
Knot[659,1]:= "11n_44";Knot[659,2]:= [1,1,-2,1,-2,1,-3,-2,-2,-2,-3];Knot[659,3]:= t^8-4*t^7+8*t^6-13*t^5+15*t^4-13*t^3+8*t^2-4*t+1;
Knot[660,1]:= "11n_45";Knot[660,2]:= [1,1,-2,-2,1,-3,2,2,-3,2,-3];Knot[660,3]:= 2*t^4-6*t^3+9*t^2-6*t+2;
Knot[661,1]:= "11n_46";Knot[661,2]:= [1,1,2,2,1,3,-2,-2,3,-2,3];Knot[661,3]:= 2*t^6-8*t^5+18*t^4-23*t^3+18*t^2-8*t+2;
Knot[662,1]:= "11n_47";Knot[662,2]:= [1,1,2,2,1,-3,2,2,-3,2,-3];Knot[662,3]:= t^8-4*t^7+8*t^6-9*t^5+9*t^4-9*t^3+8*t^2-4*t+1;
Knot[663,1]:= "11n_48";Knot[663,2]:= [1,1,1,1,2,-1,-1,-1,-3,2,-3];Knot[663,3]:= t^6-3*t^5+6*t^4-9*t^3+6*t^2-3*t+1;
Knot[664,1]:= "11n_49";Knot[664,2]:= [1,1,2,-1,2,3,-2,-2,-2,-4,3,-4];Knot[664,3]:= t^4-3*t^2+1;
Knot[665,1]:= "11n_50";Knot[665,2]:= [1,1,2,-1,2,3,-2,1,-2,-2,3];Knot[665,3]:= 2*t^4-6*t^3+9*t^2-6*t+2;
Knot[666,1]:= "11n_51";Knot[666,2]:= [1,1,1,-2,-1,-1,-3,2,-1,-3,-2];Knot[666,3]:= t^6-4*t^5+6*t^4-7*t^3+6*t^2-4*t+1;
Knot[667,1]:= "11n_52";Knot[667,2]:= [1,1,1,2,-1,-1,2,2,-3,2,-3];Knot[667,3]:= t^6-6*t^5+14*t^4-17*t^3+14*t^2-6*t+1;
Knot[668,1]:= "11n_53";Knot[668,2]:= [1,1,1,-2,-1,-1,-2,-2,3,-2,3];Knot[668,3]:= t^6-4*t^5+8*t^4-11*t^3+8*t^2-4*t+1;
Knot[669,1]:= "11n_54";Knot[669,2]:= [1,1,2,-1,-1,2,1,3,-2,3,3];Knot[669,3]:= t^6-4*t^5+10*t^4-13*t^3+10*t^2-4*t+1;
Knot[670,1]:= "11n_55";Knot[670,2]:= [1,1,1,2,-1,-1,2,-3,2,-3,-3];Knot[670,3]:= t^6-6*t^5+14*t^4-19*t^3+14*t^2-6*t+1;
Knot[671,1]:= "11n_56";Knot[671,2]:= [1,1,1,-2,-1,-1,-2,3,-2,3,3];Knot[671,3]:= t^6-4*t^5+8*t^4-9*t^3+8*t^2-4*t+1;
Knot[672,1]:= "11n_57";Knot[672,2]:= [1,1,1,2,1,1,2,2,-3,2,-3];Knot[672,3]:= t^8-3*t^7+2*t^6+t^5-3*t^4+t^3+2*t^2-3*t+1;
Knot[673,1]:= "11n_58";Knot[673,2]:= [1,1,1,2,-1,-1,-3,2,-3,-3,-3];Knot[673,3]:= t^6-4*t^5+8*t^4-9*t^3+8*t^2-4*t+1;
Knot[674,1]:= "11n_59";Knot[674,2]:= [1,1,1,-2,1,-2,3,2,2,2,3];Knot[674,3]:= t^6-6*t^5+12*t^4-15*t^3+12*t^2-6*t+1;
Knot[675,1]:= "11n_60";Knot[675,2]:= [1,1,1,2,1,1,-3,2,-3,-3,-3];Knot[675,3]:= t^8-3*t^7+4*t^6-5*t^5+5*t^4-5*t^3+4*t^2-3*t+1;
Knot[676,1]:= "11n_61";Knot[676,2]:= [1,1,1,2,1,1,2,-3,2,-3,-3];Knot[676,3]:= t^8-3*t^7+4*t^6-t^5-t^4-t^3+4*t^2-3*t+1;
Knot[677,1]:= "11n_62";Knot[677,2]:= [1,1,1,2,-1,-1,-3,2,-3,-4,3,-4];Knot[677,3]:= 2*t^4-8*t^3+13*t^2-8*t+2;
Knot[678,1]:= "11n_63";Knot[678,2]:= [1,1,2,-1,2,1,3,-2,3,4,-3,4];Knot[678,3]:= 2*t^4-10*t^3+15*t^2-10*t+2;
Knot[679,1]:= "11n_64";Knot[679,2]:= [1,1,1,2,1,1,-3,2,-3,-4,3,-4];Knot[679,3]:= 2*t^6-5*t^5+3*t^4-t^3+3*t^2-5*t+2;
Knot[680,1]:= "11n_65";Knot[680,2]:= [1,2,-1,2,2,3,-2,1,-2,-2,3];Knot[680,3]:= 3*t^4-8*t^3+11*t^2-8*t+3;
Knot[681,1]:= "11n_66";Knot[681,2]:= [1,1,1,2,-1,2,1,-3,2,-1,2,-3,-3];Knot[681,3]:= t^6-7*t^5+18*t^4-23*t^3+18*t^2-7*t+1;
Knot[682,1]:= "11n_67";Knot[682,2]:= [1,1,1,2,-1,-1,3,-2,-2,-4,3,2,-4,3];Knot[682,3]:= 2*t^2-5*t+2;
Knot[683,1]:= "11n_68";Knot[683,2]:= [1,1,2,-1,-3,-2,-2,-4,3,-2,-4,-3];Knot[683,3]:= 4*t^4-16*t^3+23*t^2-16*t+4;
Knot[684,1]:= "11n_69";Knot[684,2]:= [1,1,2,-1,3,2,2,-4,3,2,-4,3];Knot[684,3]:= 2*t^6-7*t^5+9*t^4-9*t^3+9*t^2-7*t+2;
Knot[685,1]:= "11n_70";Knot[685,2]:= [1,1,1,-2,1,1,-3,2,1,-3,-2];Knot[685,3]:= t^6-2*t^5+2*t^4-3*t^3+2*t^2-2*t+1;
Knot[686,1]:= "11n_71";Knot[686,2]:= [1,1,2,2,1,3,-2,-2,-2,3,3];Knot[686,3]:= 2*t^6-7*t^5+14*t^4-17*t^3+14*t^2-7*t+2;
Knot[687,1]:= "11n_72";Knot[687,2]:= [1,1,-2,-2,1,3,2,2,2,3,3];Knot[687,3]:= 2*t^6-9*t^5+18*t^4-23*t^3+18*t^2-9*t+2;
Knot[688,1]:= "11n_73";Knot[688,2]:= [1,1,-2,-2,1,-3,2,2,2,-3,-3];Knot[688,3]:= t^4-2*t^3+3*t^2-2*t+1;
Knot[689,1]:= "11n_74";Knot[689,2]:= [1,1,1,1,-2,-2,-1,3,-2,-2,-2,3,3];Knot[689,3]:= t^4-2*t^3+3*t^2-2*t+1;
Knot[690,1]:= "11n_75";Knot[690,2]:= [1,1,-2,-2,-2,1,3,2,2,2,3];Knot[690,3]:= 2*t^6-7*t^5+14*t^4-17*t^3+14*t^2-7*t+2;
Knot[691,1]:= "11n_76";Knot[691,2]:= [1,1,-2,-2,1,-3,-2,-2,-2,-3,-3];Knot[691,3]:= t^8-3*t^7+6*t^6-8*t^5+9*t^4-8*t^3+6*t^2-3*t+1;
Knot[692,1]:= "11n_77";Knot[692,2]:= [1,1,2,2,1,3,2,2,2,3,3];Knot[692,3]:= t^8-t^7-2*t^6+8*t^5-11*t^4+8*t^3-2*t^2-t+1;
Knot[693,1]:= "11n_78";Knot[693,2]:= [1,1,-2,-2,-2,1,-3,-2,-2,-2,-3];Knot[693,3]:= t^8-3*t^7+6*t^6-8*t^5+9*t^4-8*t^3+6*t^2-3*t+1;
Knot[694,1]:= "11n_79";Knot[694,2]:= [1,1,1,-2,-1,-1,3,-2,3,4,-3,4];Knot[694,3]:= 2*t^4-4*t^3+3*t^2-4*t+2;
Knot[695,1]:= "11n_80";Knot[695,2]:= [1,1,1,2,1,1,-3,-2,-2,4,-3,4];Knot[695,3]:= t^6-t^5-5*t^4+9*t^3-5*t^2-t+1;
Knot[696,1]:= "11n_81";Knot[696,2]:= [1,1,2,2,2,1,-3,2,2,2,-3];Knot[696,3]:= t^8-3*t^7+4*t^6-4*t^5+3*t^4-4*t^3+4*t^2-3*t+1;
Knot[697,1]:= "11n_82";Knot[697,2]:= [1,1,1,1,-2,-1,-1,-1,3,-2,3];Knot[697,3]:= t^6-3*t^5+4*t^4-3*t^3+4*t^2-3*t+1;
Knot[698,1]:= "11n_83";Knot[698,2]:= [1,1,2,-1,2,-3,-2,-2,-2,4,-3,4];Knot[698,3]:= 3*t^4-12*t^3+19*t^2-12*t+3;
Knot[699,1]:= "11n_84";Knot[699,2]:= [1,1,-2,1,-2,3,2,-1,2,2,3];Knot[699,3]:= 2*t^4-9*t^3+13*t^2-9*t+2;
Knot[700,1]:= "11n_85";Knot[700,2]:= [1,1,1,-2,-1,-1,-1,-2,3,-2,3];Knot[700,3]:= t^6-5*t^5+10*t^4-13*t^3+10*t^2-5*t+1;
Knot[701,1]:= "11n_86";Knot[701,2]:= [1,1,2,-1,-1,-3,2,-1,2,2,-3];Knot[701,3]:= t^6-4*t^5+7*t^4-9*t^3+7*t^2-4*t+1;
Knot[702,1]:= "11n_87";Knot[702,2]:= [1,1,2,-1,2,1,3,-2,1,3,-2];Knot[702,3]:= t^6-5*t^5+12*t^4-15*t^3+12*t^2-5*t+1;
Knot[703,1]:= "11n_88";Knot[703,2]:= [1,1,1,1,2,1,1,1,-3,2,-3];Knot[703,3]:= t^8-3*t^7+2*t^6-t^4+2*t^2-3*t+1;
Knot[704,1]:= "11n_89";Knot[704,2]:= [1,1,1,-2,1,3,2,-1,2,2,3];Knot[704,3]:= t^6-7*t^5+14*t^4-17*t^3+14*t^2-7*t+1;
Knot[705,1]:= "11n_90";Knot[705,2]:= [1,1,2,-1,2,3,2,2,2,-4,3,-4];Knot[705,3]:= 2*t^6-7*t^5+8*t^4-7*t^3+8*t^2-7*t+2;
Knot[706,1]:= "11n_91";Knot[706,2]:= [1,1,2,-1,-3,2,4,3,-2,3,3,4];Knot[706,3]:= t^4-8*t^3+13*t^2-8*t+1;
Knot[707,1]:= "11n_92";Knot[707,2]:= [1,1,1,-2,-1,-1,3,-2,1,-2,3];Knot[707,3]:= t^6-3*t^5+3*t^4-t^3+3*t^2-3*t+1;
Knot[708,1]:= "11n_93";Knot[708,2]:= [1,1,1,2,1,1,-3,2,-1,2,3,3,3];Knot[708,3]:= 3*t^6-7*t^5+9*t^4-9*t^3+9*t^2-7*t+3;
Knot[709,1]:= "11n_94";Knot[709,2]:= [1,1,2,-1,-3,2,-1,-3,2,2,-3];Knot[709,3]:= t^6-6*t^5+13*t^4-17*t^3+13*t^2-6*t+1;
Knot[710,1]:= "11n_95";Knot[710,2]:= [1,1,1,2,-1,2,3,2,-1,2,3];Knot[710,3]:= t^6-5*t^5+7*t^4-7*t^3+7*t^2-5*t+1;
Knot[711,1]:= "11n_96";Knot[711,2]:= [1,1,2,1,1,-3,-2,1,-2,-2,-3];Knot[711,3]:= t^6-2*t^5+t^4+t^3+t^2-2*t+1;
Knot[712,1]:= "11n_97";Knot[712,2]:= [1,1,1,-2,-1,-1,3,-2,-2,-4,3,2,-4,3];Knot[712,3]:= 2*t^2-5*t+2;
Knot[713,1]:= "11n_98";Knot[713,2]:= [1,1,1,-2,1,-2,-1,3,-2,1,-2,-3,-3];Knot[713,3]:= t^6-7*t^5+16*t^4-21*t^3+16*t^2-7*t+1;
Knot[714,1]:= "11n_99";Knot[714,2]:= [1,2,-1,2,2,2,3,-2,1,-2,3];Knot[714,3]:= 3*t^4-10*t^3+13*t^2-10*t+3;
Knot[715,1]:= "11n_100";Knot[715,2]:= [1,1,-2,-1,3,-2,-1,-4,3,-2,3,-4];Knot[715,3]:= 2*t^4-11*t^3+19*t^2-11*t+2;
Knot[716,1]:= "11n_101";Knot[716,2]:= [1,1,2,-1,-3,-2,1,-2,4,-3,2,4];Knot[716,3]:= 2*t^4-10*t^3+15*t^2-10*t+2;
Knot[717,1]:= "11n_102";Knot[717,2]:= [1,2,-1,2,1,3,2,-1,2,-4,3,-4];Knot[717,3]:= t^4-t^3-t^2-t+1;
Knot[718,1]:= "11n_103";Knot[718,2]:= [1,1,1,2,-1,2,1,-3,2,-1,2,2,-3];Knot[718,3]:= t^6-7*t^5+15*t^4-19*t^3+15*t^2-7*t+1;
Knot[719,1]:= "11n_104";Knot[719,2]:= [1,1,1,2,1,1,1,2,-3,2,-3];Knot[719,3]:= t^8-3*t^7+2*t^6+2*t^5-5*t^4+2*t^3+2*t^2-3*t+1;
Knot[720,1]:= "11n_105";Knot[720,2]:= [1,1,-2,1,-2,3,2,2,2,3,3];Knot[720,3]:= t^6-7*t^5+16*t^4-21*t^3+16*t^2-7*t+1;
Knot[721,1]:= "11n_106";Knot[721,2]:= [1,1,1,-2,-1,-1,-1,3,-2,3,3];Knot[721,3]:= t^6-3*t^5+6*t^4-7*t^3+6*t^2-3*t+1;
Knot[722,1]:= "11n_107";Knot[722,2]:= [1,1,1,2,1,1,1,-3,2,-3,-3];Knot[722,3]:= t^8-3*t^7+4*t^6-2*t^5+t^4-2*t^3+4*t^2-3*t+1;
Knot[723,1]:= "11n_108";Knot[723,2]:= [1,1,-2,1,1,3,2,-1,2,2,3];Knot[723,3]:= t^6-8*t^5+17*t^4-21*t^3+17*t^2-8*t+1;
Knot[724,1]:= "11n_109";Knot[724,2]:= [1,1,1,-2,1,1,3,2,-1,2,3];Knot[724,3]:= t^6-7*t^5+13*t^4-15*t^3+13*t^2-7*t+1;
Knot[725,1]:= "11n_110";Knot[725,2]:= [1,1,1,2,-1,-1,-3,2,-1,2,-3];Knot[725,3]:= t^6-4*t^5+9*t^4-13*t^3+9*t^2-4*t+1;
Knot[726,1]:= "11n_111";Knot[726,2]:= [1,1,1,2,1,1,-3,-2,1,-2,-3];Knot[726,3]:= t^6-t^5-3*t^4+5*t^3-3*t^2-t+1;
Knot[727,1]:= "11n_112";Knot[727,2]:= [1,1,2,-1,2,-3,2,-1,2,2,-3];Knot[727,3]:= t^6-5*t^5+13*t^4-17*t^3+13*t^2-5*t+1;
Knot[728,1]:= "11n_113";Knot[728,2]:= [1,1,2,-1,-3,2,2,4,3,-2,3,4];Knot[728,3]:= t^4-9*t^3+15*t^2-9*t+1;
Knot[729,1]:= "11n_114";Knot[729,2]:= [1,1,-2,1,3,2,-1,-4,-3,2,-3,-4];Knot[729,3]:= 3*t^4-13*t^3+21*t^2-13*t+3;
Knot[730,1]:= "11n_115";Knot[730,2]:= [1,1,2,-1,3,-2,-2,-4,3,-2,3,-4];Knot[730,3]:= t^6-6*t^5+18*t^4-27*t^3+18*t^2-6*t+1;
Knot[731,1]:= "11n_116";Knot[731,2]:= [1,1,2,-1,3,-2,-2,-4,-3,2,-3,-4];Knot[731,3]:= t^4-3*t^2+1;
Knot[732,1]:= "11n_117";Knot[732,2]:= [1,1,2,-1,3,2,2,-4,-3,2,-3,-4];Knot[732,3]:= 3*t^4-9*t^3+11*t^2-9*t+3;
Knot[733,1]:= "11n_118";Knot[733,2]:= [1,1,1,2,1,3,-2,1,-2,3,2];Knot[733,3]:= t^6-4*t^5+4*t^4-3*t^3+4*t^2-4*t+1;
Knot[734,1]:= "11n_119";Knot[734,2]:= [1,1,2,-1,-3,2,-1,2,-3,-3,2];Knot[734,3]:= t^6-6*t^5+16*t^4-23*t^3+16*t^2-6*t+1;
Knot[735,1]:= "11n_120";Knot[735,2]:= [1,1,-2,1,-2,-2,-3,-2,1,-2,-3];Knot[735,3]:= t^8-4*t^7+7*t^6-8*t^5+7*t^4-8*t^3+7*t^2-4*t+1;
Knot[736,1]:= "11n_121";Knot[736,2]:= [1,1,2,1,1,-3,2,-1,2,4,-3,4];
#,[1,2,3,3,-2,1,-2,-1,2,2,-3,2,1]] ;
Knot[736,3]:= t^6-6*t^5+10*t^4-11*t^3+10*t^2-6*t+1;
Knot[737,1]:= "11n_122";Knot[737,2]:= [1,1,1,-2,1,-2,3,2,-1,2,3];Knot[737,3]:= 2*t^4-7*t^3+9*t^2-7*t+2;
Knot[738,1]:= "11n_123";Knot[738,2]:= [1,1,-2,1,3,-2,-1,-4,-3,2,-3,-4];Knot[738,3]:= 3*t^4-14*t^3+23*t^2-14*t+3;
Knot[739,1]:= "11n_124";Knot[739,2]:= [1,1,2,-1,3,-2,1,-4,3,-2,3,-4];Knot[739,3]:= t^6-6*t^5+14*t^4-17*t^3+14*t^2-6*t+1;
Knot[740,1]:= "11n_125";Knot[740,2]:= [1,1,1,2,-1,-3,2,-1,2,2,-3];Knot[740,3]:= t^6-6*t^5+15*t^4-19*t^3+15*t^2-6*t+1;
Knot[741,1]:= "11n_126";Knot[741,2]:= [1,1,1,2,1,1,2,-3,2,-1,2,3,3];Knot[741,3]:= 3*t^6-6*t^5+4*t^4-t^3+4*t^2-6*t+3;
Knot[742,1]:= "11n_127";Knot[742,2]:= [1,1,2,-1,-1,2,2,1,3,-2,3];Knot[742,3]:= t^6-5*t^5+13*t^4-17*t^3+13*t^2-5*t+1;
Knot[743,1]:= "11n_128";Knot[743,2]:= [1,1,-2,1,-2,1,-3,2,1,-3,-2];Knot[743,3]:= t^6-5*t^5+10*t^4-11*t^3+10*t^2-5*t+1;
Knot[744,1]:= "11n_129";Knot[744,2]:= [1,1,2,-1,2,2,-3,2,-1,2,-3];Knot[744,3]:= t^6-4*t^5+10*t^4-13*t^3+10*t^2-4*t+1;
Knot[745,1]:= "11n_130";Knot[745,2]:= [1,1,2,-1,2,-3,2,-1,-3,2,-3];Knot[745,3]:= t^6-5*t^5+12*t^4-17*t^3+12*t^2-5*t+1;
Knot[746,1]:= "11n_131";Knot[746,2]:= [1,-2,1,-2,-3,2,2,4,3,-2,3,4];
#,[1,2,3,3,-2,-2,1,1,-2,-3,2,1,-2]] ;
Knot[746,3]:= t^6-6*t^5+16*t^4-21*t^3+16*t^2-6*t+1;
Knot[747,1]:= "11n_132";Knot[747,2]:= [1,1,-2,-1,-3,2,-1,2,-3,-2,-2];Knot[747,3]:= 2*t^4-6*t^3+9*t^2-6*t+2;
Knot[748,1]:= "11n_133";Knot[748,2]:= [1,1,2,1,-3,2,1,-3,2,-3,2];Knot[748,3]:= t^8-4*t^7+6*t^6-2*t^5-t^4-2*t^3+6*t^2-4*t+1;
Knot[749,1]:= "11n_134";Knot[749,2]:= [1,1,2,-1,2,2,3,-2,1,-2,3];Knot[749,3]:= 3*t^4-12*t^3+17*t^2-12*t+3;
Knot[750,1]:= "11n_135";Knot[750,2]:= [1,1,2,-1,2,1,1,2,-3,2,-3];Knot[750,3]:= t^6-2*t^5+t^3-2*t+1;
Knot[751,1]:= "11n_136";Knot[751,2]:= [1,1,1,2,-1,3,-2,1,1,3,2,2,2];Knot[751,3]:= 3*t^6-8*t^5+13*t^4-15*t^3+13*t^2-8*t+3;
Knot[752,1]:= "11n_137";Knot[752,2]:= [1,1,1,1,2,-1,2,1,-3,2,-1,2,-3];Knot[752,3]:= t^6-7*t^5+13*t^4-15*t^3+13*t^2-7*t+1;
Knot[753,1]:= "11n_138";Knot[753,2]:= [1,2,-1,2,3,-2,1,-2,-2,-2,3];Knot[753,3]:= 2*t^4-4*t^3+3*t^2-4*t+2;
Knot[754,1]:= "11n_139";Knot[754,2]:= [1,1,2,-1,3,-2,3,4,-3,2,-3,4];Knot[754,3]:= 2*t^2-5*t+2;
Knot[755,1]:= "11n_140";Knot[755,2]:= [1,1,2,-1,2,3,-2,3,2,-4,3,-2,3,-4];Knot[755,3]:= 2*t^4-13*t^3+21*t^2-13*t+2;
Knot[756,1]:= "11n_141";Knot[756,2]:= [1,1,2,-1,2,-3,2,-3,-2,-4,-3,2,-3,-4];Knot[756,3]:= 5*t^2-11*t+5;
Knot[757,1]:= "11n_142";Knot[757,2]:= [1,1,2,-1,-3,-2,-4,3,-2,3,-4,-3];Knot[757,3]:= t^4-8*t^3+15*t^2-8*t+1;
Knot[758,1]:= "11n_143";Knot[758,2]:= [1,1,-2,1,-2,1,-3,2,-1,2,-3];Knot[758,3]:= t^6-2*t^5+t^4-t^3+t^2-2*t+1;
Knot[759,1]:= "11n_144";Knot[759,2]:= [1,1,-2,1,1,3,2,-1,2,3,3];Knot[759,3]:= t^6-7*t^5+15*t^4-19*t^3+15*t^2-7*t+1;
Knot[760,1]:= "11n_145";Knot[760,2]:= [1,1,2,1,-3,2,1,-3,-2,-2,-3];Knot[760,3]:= t^6-t^5-3*t^4+7*t^3-3*t^2-t+1;
Knot[761,1]:= "11n_146";Knot[761,2]:= [1,1,2,2,3,-2,1,-2,3,-2,3];Knot[761,3]:= t^6-5*t^5+15*t^4-21*t^3+15*t^2-5*t+1;
Knot[762,1]:= "11n_147";Knot[762,2]:= [1,1,2,1,-3,2,1,-3,2,2,-3];Knot[762,3]:= t^8-4*t^7+7*t^6-5*t^5+3*t^4-5*t^3+7*t^2-4*t+1;
Knot[763,1]:= "11n_148";Knot[763,2]:= [1,1,2,-3,2,1,-3,2,-3,2,-3];Knot[763,3]:= t^8-5*t^7+10*t^6-14*t^5+15*t^4-14*t^3+10*t^2-5*t+1;
Knot[764,1]:= "11n_149";Knot[764,2]:= [1,1,1,2,1,-3,2,1,-3,2,-3];Knot[764,3]:= t^8-4*t^7+6*t^6-4*t^5+3*t^4-4*t^3+6*t^2-4*t+1;
Knot[765,1]:= "11n_150";Knot[765,2]:= [1,1,2,-1,3,2,-4,3,2,-4,3,-4];Knot[765,3]:= 2*t^6-9*t^5+17*t^4-19*t^3+17*t^2-9*t+2;
Knot[766,1]:= "11n_151";Knot[766,2]:= [1,1,1,1,-2,-2,-1,3,-2,3,-2,3,3];Knot[766,3]:= 2*t^4-6*t^3+7*t^2-6*t+2;
Knot[767,1]:= "11n_152";Knot[767,2]:= [1,1,-2,1,-2,1,-3,2,2,2,-3];Knot[767,3]:= 2*t^4-6*t^3+7*t^2-6*t+2;
Knot[768,1]:= "11n_153";Knot[768,2]:= [1,1,1,-2,1,-2,-3,-2,1,-2,-3];Knot[768,3]:= t^8-4*t^7+7*t^6-10*t^5+13*t^4-10*t^3+7*t^2-4*t+1;
Knot[769,1]:= "11n_154";Knot[769,2]:= [1,1,1,2,-1,-3,2,-1,2,-3,2];Knot[769,3]:= t^6-7*t^5+19*t^4-25*t^3+19*t^2-7*t+1;
Knot[770,1]:= "11n_155";Knot[770,2]:= [1,1,2,-1,-3,2,-3,-4,-3,2,-3,-4];Knot[770,3]:= 2*t^6-8*t^5+11*t^4-9*t^3+11*t^2-8*t+2;
Knot[771,1]:= "11n_156";Knot[771,2]:= [1,1,2,-1,-3,2,-1,-3,2,-3,2];Knot[771,3]:= t^6-7*t^5+18*t^4-25*t^3+18*t^2-7*t+1;
Knot[772,1]:= "11n_157";Knot[772,2]:= [1,1,1,2,-1,-3,2,-1,-3,2,-3];Knot[772,3]:= t^6-6*t^5+15*t^4-21*t^3+15*t^2-6*t+1;
Knot[773,1]:= "11n_158";Knot[773,2]:= [1,-2,1,-2,-3,-2,1,-2,-2,-2,-3];Knot[773,3]:= t^8-4*t^7+7*t^6-7*t^5+7*t^4-7*t^3+7*t^2-4*t+1;
Knot[774,1]:= "11n_159";Knot[774,2]:= [1,1,2,2,1,3,-2,1,-2,3,-2];Knot[774,3]:= t^6-6*t^5+17*t^4-23*t^3+17*t^2-6*t+1;
Knot[775,1]:= "11n_160";Knot[775,2]:= [1,1,2,-1,2,-3,2,-1,2,-3,2];Knot[775,3]:= t^6-6*t^5+16*t^4-21*t^3+16*t^2-6*t+1;
Knot[776,1]:= "11n_161";Knot[776,2]:= [1,1,1,2,1,-3,-2,1,4,-3,2,-3,4,-3];Knot[776,3]:= 2*t^6-8*t^5+14*t^4-15*t^3+14*t^2-8*t+2;
Knot[777,1]:= "11n_162";Knot[777,2]:= [1,1,2,-1,2,1,3,-2,-1,3,2,4,-3,4];Knot[777,3]:= 3*t^4-14*t^3+21*t^2-14*t+3;
Knot[778,1]:= "11n_163";Knot[778,2]:= [1,1,2,-1,2,1,-3,2,-1,2,-3,2,-3];Knot[778,3]:= t^6-8*t^5+22*t^4-29*t^3+22*t^2-8*t+1;
Knot[779,1]:= "11n_164";Knot[779,2]:= [1,1,1,-2,-1,3,-2,-1,3,2,2,3,3];Knot[779,3]:= t^6-5*t^5+10*t^4-13*t^3+10*t^2-5*t+1;
Knot[780,1]:= "11n_165";Knot[780,2]:= [1,1,2,-1,3,-2,-4,3,-2,-4,3,-4];Knot[780,3]:= t^6-7*t^5+20*t^4-29*t^3+20*t^2-7*t+1;
Knot[781,1]:= "11n_166";Knot[781,2]:= [1,1,-2,1,-2,-3,-2,1,-2,-2,-3];Knot[781,3]:= t^8-4*t^7+8*t^6-11*t^5+11*t^4-11*t^3+8*t^2-4*t+1;
Knot[782,1]:= "11n_167";Knot[782,2]:= [1,1,1,2,-1,2,-3,2,-1,2,-3];Knot[782,3]:= t^6-5*t^5+15*t^4-21*t^3+15*t^2-5*t+1;
Knot[783,1]:= "11n_168";Knot[783,2]:= [1,1,2,-1,3,-2,3,-4,3,-2,3,-4];Knot[783,3]:= t^6-6*t^5+18*t^4-25*t^3+18*t^2-6*t+1;
Knot[784,1]:= "11n_169";Knot[784,2]:= [1,1,1,1,2,1,1,-3,2,-1,2,3,3];Knot[784,3]:= 3*t^6-6*t^5+6*t^4-5*t^3+6*t^2-6*t+3;
Knot[785,1]:= "11n_170";Knot[785,2]:= [1,1,2,-1,2,-3,-2,1,4,-3,2,2,4,-3];Knot[785,3]:= 3*t^4-16*t^3+25*t^2-16*t+3;
Knot[786,1]:= "11n_171";Knot[786,2]:= [1,1,2,-1,2,3,2,2,-4,3,-2,3,4,4];Knot[786,3]:= 6*t^4-16*t^3+21*t^2-16*t+6;
Knot[787,1]:= "11n_172";Knot[787,2]:= [1,2,-1,2,1,3,-2,1,-2,-2,3];Knot[787,3]:= t^6-5*t^5+11*t^4-15*t^3+11*t^2-5*t+1;
Knot[788,1]:= "11n_173";Knot[788,2]:= [1,-2,1,-3,-2,-2,1,-3,-2,-2,-3];Knot[788,3]:= t^8-4*t^7+8*t^6-7*t^5+5*t^4-7*t^3+8*t^2-4*t+1;
Knot[789,1]:= "11n_174";Knot[789,2]:= [1,1,-2,1,3,-2,1,3,2,2,3];Knot[789,3]:= 2*t^6-11*t^5+22*t^4-27*t^3+22*t^2-11*t+2;
Knot[790,1]:= "11n_175";Knot[790,2]:= [1,1,1,2,1,-3,-2,1,4,-3,2,4,-3,4];Knot[790,3]:= 2*t^6-9*t^5+14*t^4-15*t^3+14*t^2-9*t+2;
Knot[791,1]:= "11n_176";Knot[791,2]:= [1,1,-2,1,-2,1,3,2,-1,2,3];Knot[791,3]:= t^6-6*t^5+15*t^4-19*t^3+15*t^2-6*t+1;
Knot[792,1]:= "11n_177";Knot[792,2]:= [1,-2,1,-2,1,-3,-2,1,-2,-2,-3];Knot[792,3]:= t^8-5*t^7+11*t^6-16*t^5+17*t^4-16*t^3+11*t^2-5*t+1;
Knot[793,1]:= "11n_178";Knot[793,2]:= [1,-2,1,-2,3,-2,1,3,2,2,3];Knot[793,3]:= 2*t^6-9*t^5+22*t^4-29*t^3+22*t^2-9*t+2;
Knot[794,1]:= "11n_179";Knot[794,2]:= [1,1,-2,1,1,-2,-1,3,-2,1,-2,-3,-3];Knot[794,3]:= t^6-7*t^5+18*t^4-25*t^3+18*t^2-7*t+1;
Knot[795,1]:= "11n_180";Knot[795,2]:= [1,1,1,1,2,-1,3,-2,1,1,3,2,2];Knot[795,3]:= 3*t^6-7*t^5+11*t^4-13*t^3+11*t^2-7*t+3;
Knot[796,1]:= "11n_181";Knot[796,2]:= [1,1,2,1,1,-3,2,-1,2,3,3,4,-3,4];Knot[796,3]:= 5*t^4-11*t^3+13*t^2-11*t+5;
Knot[797,1]:= "11n_182";Knot[797,2]:= [1,1,-2,1,-2,1,-3,-2,1,-2,-3];Knot[797,3]:= t^8-5*t^7+11*t^6-18*t^5+23*t^4-18*t^3+11*t^2-5*t+1;
Knot[798,1]:= "11n_183";Knot[798,2]:= [1,-2,1,3,2,2,1,3,2,2,3];Knot[798,3]:= t^6+t^5-6*t^4+9*t^3-6*t^2+t+1;
Knot[799,1]:= "11n_184";Knot[799,2]:= [1,-2,1,3,-2,-2,1,3,2,2,3];Knot[799,3]:= 2*t^6-9*t^5+20*t^4-25*t^3+20*t^2-9*t+2;
Knot[800,1]:= "11n_185";Knot[800,2]:= [1,-2,1,3,-2,1,3,2,2,2,3];Knot[800,3]:= 2*t^6-11*t^5+24*t^4-31*t^3+24*t^2-11*t+2;
Knot[801,1]:= "12a_0001";Knot[801,2]:= [-1,2,-1,2,3,3,-4,-4,3,3,-4,-2,-2,-3] ;Knot[801,3]:= 1-7*t+23*t^2-46*t^3+59*t^4-46*t^5+23*t^6-7*t^7+1*t^8;
Knot[802,1]:= "12a_0002";Knot[802,2]:= [-1,2,-1,2,3,-4,3,3,3,-4,3,-2,-2,-3] ;Knot[802,3]:= -1+7*t-21*t^2+36*t^3-41*t^4+36*t^5-21*t^6+7*t^7-1*t^8;
Knot[803,1]:= "12a_0003";Knot[803,2]:= [-1,2,-1,2,3,-4,-5,3,4,-5,4,3,-2,-2,-3] ;Knot[803,3]:= -2+14*t-40*t^2+57*t^3-40*t^4+14*t^5-2*t^6;
Knot[804,1]:= "12a_0004";Knot[804,2]:= [-1,2,-1,2,-3,-3,2,2,-3,4,-3,4] ;Knot[804,3]:= 1-7*t+23*t^2-48*t^3+63*t^4-48*t^5+23*t^6-7*t^7+1*t^8;
Knot[805,1]:= "12a_0005";Knot[805,2]:= [-1,2,-1,2,3,3,4,-5,2,2,-3,4,-5] ;Knot[805,3]:= 3-19*t+47*t^2-61*t^3+47*t^4-19*t^5+3*t^6;
Knot[806,1]:= "12a_0006";Knot[806,2]:= [-1,2,-1,2,-3,-3,4,2,2,-3,4,4] ;Knot[806,3]:= -1+7*t-23*t^2+44*t^3-53*t^4+44*t^5-23*t^6+7*t^7-1*t^8;
Knot[807,1]:= "12a_0007";Knot[807,2]:= [-1,2,-1,2,3,-4,3,-4,3,-2,-2,-3,-4,-4] ;Knot[807,3]:= -1+8*t-28*t^2+55*t^3-67*t^4+55*t^5-28*t^6+8*t^7-1*t^8;
Knot[808,1]:= "12a_0008";Knot[808,2]:= [-1,2,-1,2,-3,4,2,2,-3,-3,-3,4] ;Knot[808,3]:= 1-7*t+21*t^2-38*t^3+47*t^4-38*t^5+21*t^6-7*t^7+1*t^8;
Knot[809,1]:= "12a_0009";Knot[809,2]:= [-1,2,-1,2,-3,-4,5,3,-4,2,5,2,-3] ;Knot[809,3]:= 2-12*t+28*t^2-35*t^3+28*t^4-12*t^5+2*t^6;
Knot[810,1]:= "12a_0010";Knot[810,2]:= [-1,2,-1,2,3,4,4,5,3,-4,-2,5,-2,-3,5] ;Knot[810,3]:= 3-19*t+49*t^2-65*t^3+49*t^4-19*t^5+3*t^6;
Knot[811,1]:= "12a_0011";Knot[811,2]:= [-1,2,-1,2,3,-4,-4,3,-4,-2,-4,-2,-4,-3] ;Knot[811,3]:= 1-7*t+21*t^2-34*t^3+39*t^4-34*t^5+21*t^6-7*t^7+1*t^8;
Knot[812,1]:= "12a_0012";Knot[812,2]:= [-1,2,-1,-2,-3,-3,-2,-2,3,4,-5,-3,4,-5,4] ;Knot[812,3]:= 2-14*t+40*t^2-55*t^3+40*t^4-14*t^5+2*t^6;
Knot[813,1]:= "12a_0013";Knot[813,2]:= [-1,2,-1,2,3,-4,3,3,-4,3,-4,-2,-2,-3] ;Knot[813,3]:= 1-8*t+28*t^2-55*t^3+69*t^4-55*t^5+28*t^6-8*t^7+1*t^8;
Knot[814,1]:= "12a_0014";Knot[814,2]:= [-1,2,-1,2,3,-4,3,-4,3,-4,-2,-4,-2,-3] ;Knot[814,3]:= -1+8*t-28*t^2+55*t^3-67*t^4+55*t^5-28*t^6+8*t^7-1*t^8;
Knot[815,1]:= "12a_0015";Knot[815,2]:= [-1,2,-1,2,3,-4,3,3,-4,3,-2,-2,-3,-4] ;Knot[815,3]:= 1-8*t+28*t^2-55*t^3+69*t^4-55*t^5+28*t^6-8*t^7+1*t^8;
Knot[816,1]:= "12a_0016";Knot[816,2]:= [-1,2,-1,2,-3,4,-3,4,-3,2,2,-3] ;Knot[816,3]:= 1-7*t+22*t^2-43*t^3+55*t^4-43*t^5+22*t^6-7*t^7+1*t^8;
Knot[817,1]:= "12a_0017";Knot[817,2]:= [-1,2,-1,2,-3,4,4,-3,4,2,2,-3] ;Knot[817,3]:= -1+7*t-24*t^2+49*t^3-61*t^4+49*t^5-24*t^6+7*t^7-1*t^8;
Knot[818,1]:= "12a_0018";Knot[818,2]:= [-1,2,-1,2,3,3,3,-4,3,-4,3,-2,-2,-3] ;Knot[818,3]:= -1+7*t-20*t^2+31*t^3-33*t^4+31*t^5-20*t^6+7*t^7-1*t^8;
Knot[819,1]:= "12a_0019";Knot[819,2]:= [-1,2,-1,2,3,-4,3,-4,-4,-4,3,-2,-2,-3] ;Knot[819,3]:= -1+7*t-22*t^2+41*t^3-49*t^4+41*t^5-22*t^6+7*t^7-1*t^8;
Knot[820,1]:= "12a_0020";Knot[820,2]:= [-1,2,-1,2,3,3,3,-4,-4,3,-4,-2,-2,-3] ;Knot[820,3]:= 1-7*t+22*t^2-41*t^3+51*t^4-41*t^5+22*t^6-7*t^7+1*t^8;
Knot[821,1]:= "12a_0021";Knot[821,2]:= [-1,2,-1,2,3,3,4,4,3,3,-4,2,2,-3] ;Knot[821,3]:= -4+21*t-45*t^2+57*t^3-45*t^4+21*t^5-4*t^6;
Knot[822,1]:= "12a_0022";Knot[822,2]:= [-1,2,-1,2,3,-4,-5,3,4,-5,-4,3,-2,-2,-3] ;Knot[822,3]:= -2+13*t-35*t^2+49*t^3-35*t^4+13*t^5-2*t^6;
Knot[823,1]:= "12a_0023";Knot[823,2]:= [1,-2,-3,4,5,2,4,-1,-3,4,-3,-5,4,2,-1,-3,2] ;Knot[823,3]:= -2+15*t-45*t^2+65*t^3-45*t^4+15*t^5-2*t^6;
Knot[824,1]:= "12a_0024";Knot[824,2]:= [-1,2,-1,2,-3,4,2,2,-3,4,4,4] ;Knot[824,3]:= 1-7*t+20*t^2-33*t^3+39*t^4-33*t^5+20*t^6-7*t^7+1*t^8;
Knot[825,1]:= "12a_0025";Knot[825,2]:= [-1,2,-1,2,3,4,-5,-3,4,-5,4,3,-2,-2,-3] ;Knot[825,3]:= -2+15*t-44*t^2+63*t^3-44*t^4+15*t^5-2*t^6;
Knot[826,1]:= "12a_0026";Knot[826,2]:= [-1,2,-1,2,3,-4,-4,-4,-4,3,-4,-2,-2,-3] ;Knot[826,3]:= 1-7*t+20*t^2-29*t^3+31*t^4-29*t^5+20*t^6-7*t^7+1*t^8;
Knot[827,1]:= "12a_0027";Knot[827,2]:= [-1,2,-1,2,3,-4,-5,4,-5,-4,3,-4,-2,-2,-3] ;Knot[827,3]:= 2-15*t+45*t^2-63*t^3+45*t^4-15*t^5+2*t^6;
Knot[828,1]:= "12a_0028";Knot[828,2]:= [-1,2,-1,2,3,-4,5,3,-4,2,5,2,-3] ;Knot[828,3]:= 2-15*t+42*t^2-57*t^3+42*t^4-15*t^5+2*t^6;
Knot[829,1]:= "12a_0029";Knot[829,2]:= [-1,2,-1,2,-3,-4,-4,-3,2,2,-3,4,-3,-4] ;Knot[829,3]:= -1+7*t-24*t^2+48*t^3-59*t^4+48*t^5-24*t^6+7*t^7-1*t^8;
Knot[830,1]:= "12a_0030";Knot[830,2]:= [-1,2,-1,2,3,-4,-4,3,3,3,-4,-2,-2,-3] ;Knot[830,3]:= 1-7*t+22*t^2-40*t^3+49*t^4-40*t^5+22*t^6-7*t^7+1*t^8;
Knot[831,1]:= "12a_0031";Knot[831,2]:= [-1,2,-1,2,-3,4,5,2,2,-3,-4,5,4] ;Knot[831,3]:= 2-13*t+33*t^2-43*t^3+33*t^4-13*t^5+2*t^6;
Knot[832,1]:= "12a_0032";Knot[832,2]:= [-1,2,-1,2,3,4,-5,-5,4,3,-4,-5,-2,-2,-3] ;Knot[832,3]:= 2-13*t+34*t^2-45*t^3+34*t^4-13*t^5+2*t^6;
Knot[833,1]:= "12a_0033";Knot[833,2]:= [-1,2,-1,2,3,3,3,-4,-4,3,-2,-2,-3,-4] ;Knot[833,3]:= 1-7*t+22*t^2-40*t^3+49*t^4-40*t^5+22*t^6-7*t^7+1*t^8;
Knot[834,1]:= "12a_0034";Knot[834,2]:= [-1,2,-1,2,3,3,3,3,3,3,2,2,-3] ;Knot[834,3]:= -2+9*t-16*t^2+20*t^3-21*t^4+20*t^5-16*t^6+9*t^7-2*t^8;
Knot[835,1]:= "12a_0035";Knot[835,2]:= [-1,2,-1,2,3,3,3,4,-3,4,3,2,2,-3] ;Knot[835,3]:= -4+20*t-40*t^2+49*t^3-40*t^4+20*t^5-4*t^6;
Knot[836,1]:= "12a_0036";Knot[836,2]:= [-1,2,-1,2,3,4,4,3,3,3,4,2,2,-3] ;Knot[836,3]:= -2+10*t-21*t^2+30*t^3-33*t^4+30*t^5-21*t^6+10*t^7-2*t^8;
Knot[837,1]:= "12a_0037";Knot[837,2]:= [-1,2,-1,2,3,4,-3,4,4,4,3,2,2,-3] ;Knot[837,3]:= -3+15*t-30*t^2+37*t^3-30*t^4+15*t^5-3*t^6;
Knot[838,1]:= "12a_0038";Knot[838,2]:= [-1,2,-1,2,3,4,5,-3,-4,5,4,3,2,2,-3] ;Knot[838,3]:= -4+18*t-27*t^2+18*t^3-4*t^4;
Knot[839,1]:= "12a_0039";Knot[839,2]:= [-1,2,2,-3,4,-1,-1,2,2,-3,2,4] ;Knot[839,3]:= -1+7*t-21*t^2+40*t^3-49*t^4+40*t^5-21*t^6+7*t^7-1*t^8;
Knot[840,1]:= "12a_0040";Knot[840,2]:= [-1,2,2,3,-4,-1,-4,-1,3,-2,-2,-3,-4,2] ;Knot[840,3]:= -1+7*t-23*t^2+46*t^3-57*t^4+46*t^5-23*t^6+7*t^7-1*t^8;
Knot[841,1]:= "12a_0041";Knot[841,2]:= [1,1,1,2,2,-1,2,-3,2,2,1,-3,-3] ;Knot[841,3]:= 2-9*t+23*t^2-37*t^3+43*t^4-37*t^5+23*t^6-9*t^7+2*t^8;
Knot[842,1]:= "12a_0042";Knot[842,2]:= [-1,2,-1,-2,-3,-3,4,4,-3,-3,4,-2,-2,3] ;Knot[842,3]:= 3-13*t+30*t^2-39*t^3+30*t^4-13*t^5+3*t^6;
Knot[843,1]:= "12a_0043";Knot[843,2]:= [-1,2,2,3,1,3,4,1,2,2,-3,2,4,4] ;Knot[843,3]:= 6-23*t+45*t^2-55*t^3+45*t^4-23*t^5+6*t^6;
Knot[844,1]:= "12a_0044";Knot[844,2]:= [-1,-2,-2,3,-1,3,-4,2,-4,-5,-1,-3,-5,4,-5] ;Knot[844,3]:= -4+22*t-50*t^2+65*t^3-50*t^4+22*t^5-4*t^6;
Knot[845,1]:= "12a_0045";Knot[845,2]:= [-1,-2,-2,-3,4,-1,4,-1,2,3,3,4,4,4] ;Knot[845,3]:= -1+8*t-22*t^2+37*t^3-43*t^4+37*t^5-22*t^6+8*t^7-1*t^8;
Knot[846,1]:= "12a_0046";Knot[846,2]:= [-1,2,-1,-2,-3,-3,-4,5,-2,5,-2,3,4,4,5] ;Knot[846,3]:= -2+15*t-38*t^2+51*t^3-38*t^4+15*t^5-2*t^6;
Knot[847,1]:= "12a_0047";Knot[847,2]:= [-1,2,-3,-1,-3,-4,2,-4,-5,-3,-5,4,-5] ;Knot[847,3]:= -3+19*t-45*t^2+59*t^3-45*t^4+19*t^5-3*t^6;
Knot[848,1]:= "12a_0048";Knot[848,2]:= [-1,2,2,-3,4,-1,-1,2,-3,2,-3,4] ;Knot[848,3]:= 1-8*t+28*t^2-57*t^3+73*t^4-57*t^5+28*t^6-8*t^7+1*t^8;
Knot[849,1]:= "12a_0049";Knot[849,2]:= [-1,2,2,3,4,-1,4,-1,3,2,2,-3,4,-3,2,-4] ;Knot[849,3]:= 5-23*t+53*t^2-69*t^3+53*t^4-23*t^5+5*t^6;
Knot[850,1]:= "12a_0050";Knot[850,2]:= [-1,-2,-2,-3,4,-1,4,-1,2,4,4,3,3,4] ;Knot[850,3]:= -1+8*t-20*t^2+30*t^3-33*t^4+30*t^5-20*t^6+8*t^7-1*t^8;
Knot[851,1]:= "12a_0051";Knot[851,2]:= [1,2,3,3,-4,2,-4,-5,-3,-5,2,1,4,-5,-2] ;Knot[851,3]:= -2+17*t-45*t^2+61*t^3-45*t^4+17*t^5-2*t^6;
Knot[852,1]:= "12a_0052";Knot[852,2]:= [-1,-2,-2,-3,-1,-3,-1,-1,-1,-1,2,-3,-1] ;Knot[852,3]:= 3-9*t+15*t^2-18*t^3+19*t^4-18*t^5+15*t^6-9*t^7+3*t^8;
Knot[853,1]:= "12a_0053";Knot[853,2]:= [-1,-2,-2,-3,-1,-3,-1,-3,-4,3,2,-4,-3,-3] ;Knot[853,3]:= 6-21*t+38*t^2-45*t^3+38*t^4-21*t^5+6*t^6;
Knot[854,1]:= "12a_0054";Knot[854,2]:= [1,-2,3,4,1,-2,3,1,-4,3,-5,-4,-4,-5,-5] ;Knot[854,3]:= -3+17*t-39*t^2+51*t^3-39*t^4+17*t^5-3*t^6;
Knot[855,1]:= "12a_0055";Knot[855,2]:= [-1,-2,-2,-3,-4,-1,-4,-1,-4,3,2,-4,-3,-3] ;Knot[855,3]:= 5-18*t+34*t^2-41*t^3+34*t^4-18*t^5+5*t^6;
Knot[856,1]:= "12a_0056";Knot[856,2]:= [-1,2,-1,-2,-3,-4,-4,-5,-3,4,-2,-5,-2,3,-5] ;Knot[856,3]:= 7-22*t+31*t^2-22*t^3+7*t^4;
Knot[857,1]:= "12a_0057";Knot[857,2]:= [-1,2,3,-1,3,4,2,4,-5,-3,-5,4,-5] ;Knot[857,3]:= -3+17*t-41*t^2+55*t^3-41*t^4+17*t^5-3*t^6;
Knot[858,1]:= "12a_0058";Knot[858,2]:= [-1,2,2,-3,4,-1,4,-1,2,-3,-3,4] ;Knot[858,3]:= 1-7*t+23*t^2-44*t^3+55*t^4-44*t^5+23*t^6-7*t^7+1*t^8;
Knot[859,1]:= "12a_0059";Knot[859,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,3,3,-4,-4] ;Knot[859,3]:= -1+8*t-28*t^2+57*t^3-71*t^4+57*t^5-28*t^6+8*t^7-1*t^8;
Knot[860,1]:= "12a_0060";Knot[860,2]:= [-1,2,-1,2,3,3,4,-2,4,-2,-3,-3,4,-3] ;Knot[860,3]:= 1-8*t+28*t^2-57*t^3+73*t^4-57*t^5+28*t^6-8*t^7+1*t^8;
Knot[861,1]:= "12a_0061";Knot[861,2]:= [-1,2,2,-3,-1,-3,-1,-3,4,2,-3,4] ;Knot[861,3]:= -1+7*t-21*t^2+38*t^3-45*t^4+38*t^5-21*t^6+7*t^7-1*t^8;
Knot[862,1]:= "12a_0062";Knot[862,2]:= [1,-2,-3,4,1,4,-5,-3,-5,-2,4,-5,3] ;Knot[862,3]:= -2+12*t-30*t^2+41*t^3-30*t^4+12*t^5-2*t^6;
Knot[863,1]:= "12a_0063";Knot[863,2]:= [-1,2,-1,2,-3,-3,-4,-2,-4,-2,3,3,-4,3] ;Knot[863,3]:= -1+8*t-28*t^2+57*t^3-71*t^4+57*t^5-28*t^6+8*t^7-1*t^8;
Knot[864,1]:= "12a_0064";Knot[864,2]:= [-1,-1,2,3,-1,3,-4,-2,-4,-5,-2,-3,-5,4,-5] ;Knot[864,3]:= -4+22*t-50*t^2+65*t^3-50*t^4+22*t^5-4*t^6;
Knot[865,1]:= "12a_0065";Knot[865,2]:= [-1,-2,-2,-3,4,-1,4,-1,2,4,3,3,4,4] ;Knot[865,3]:= -1+8*t-22*t^2+37*t^3-43*t^4+37*t^5-22*t^6+8*t^7-1*t^8;
Knot[866,1]:= "12a_0066";Knot[866,2]:= [-1,2,2,-3,-4,-1,-1,-2,3,-2,3,-4,3,3] ;Knot[866,3]:= 1-7*t+25*t^2-52*t^3+67*t^4-52*t^5+25*t^6-7*t^7+1*t^8;
Knot[867,1]:= "12a_0067";Knot[867,2]:= [-1,2,-1,2,3,3,4,-2,-2,-3,-3,-3,4,-3] ;Knot[867,3]:= -1+8*t-26*t^2+47*t^3-55*t^4+47*t^5-26*t^6+8*t^7-1*t^8;
Knot[868,1]:= "12a_0068";Knot[868,2]:= [-1,2,-3,-1,2,-3,2,4,5,-3,-4,5,-4] ;Knot[868,3]:= -2+15*t-44*t^2+63*t^3-44*t^4+15*t^5-2*t^6;
Knot[869,1]:= "12a_0069";Knot[869,2]:= [-1,2,-1,2,3,-4,3,-4,3,-2,-2,-3,-3,-3] ;Knot[869,3]:= -1+8*t-27*t^2+52*t^3-63*t^4+52*t^5-27*t^6+8*t^7-1*t^8;
Knot[870,1]:= "12a_0070";Knot[870,2]:= [-1,2,-1,2,3,-4,-4,3,-4,-2,-2,-3,-3,-3] ;Knot[870,3]:= 1-8*t+27*t^2-50*t^3+61*t^4-50*t^5+27*t^6-8*t^7+1*t^8;
Knot[871,1]:= "12a_0071";Knot[871,2]:= [-1,2,-3,-1,2,2,2,-3,2,4,-3,4] ;Knot[871,3]:= -1+8*t-25*t^2+44*t^3-51*t^4+44*t^5-25*t^6+8*t^7-1*t^8;
Knot[872,1]:= "12a_0072";Knot[872,2]:= [-1,2,3,-4,-1,3,-4,2,5,2,3,-4,-2,-3,5] ;Knot[872,3]:= -2+16*t-47*t^2+67*t^3-47*t^4+16*t^5-2*t^6;
Knot[873,1]:= "12a_0073";Knot[873,2]:= [-1,2,-1,2,3,-4,5,3,2,2,-3,4,-3,-4,5] ;Knot[873,3]:= 2-17*t+51*t^2-71*t^3+51*t^4-17*t^5+2*t^6;
Knot[874,1]:= "12a_0074";Knot[874,2]:= [-1,2,3,-1,3,-4,-4,3,-2,-2,3,-4,-2,-3] ;Knot[874,3]:= -1+7*t-26*t^2+57*t^3-73*t^4+57*t^5-26*t^6+7*t^7-1*t^8;
Knot[875,1]:= "12a_0075";Knot[875,2]:= [-1,2,-1,2,3,3,3,4,4,3,2,2,-3,4,-3,-4] ;Knot[875,3]:= -5+24*t-46*t^2+55*t^3-46*t^4+24*t^5-5*t^6;
Knot[876,1]:= "12a_0076";Knot[876,2]:= [-1,-2,-3,4,5,-3,4,2,-3,4,-5,-4,-4,-3,-2,-1,2] ;Knot[876,3]:= -8+36*t-55*t^2+36*t^3-8*t^4;
Knot[877,1]:= "12a_0077";Knot[877,2]:= [-1,2,2,-1,-1,2,-3,4,2,-3,4,-3] ;Knot[877,3]:= 1-7*t+24*t^2-49*t^3+63*t^4-49*t^5+24*t^6-7*t^7+1*t^8;
Knot[878,1]:= "12a_0078";Knot[878,2]:= [1,2,2,-1,2,-3,2,2,-3,-3,2,2,1] ;Knot[878,3]:= 2-8*t+19*t^2-29*t^3+33*t^4-29*t^5+19*t^6-8*t^7+2*t^8;
Knot[879,1]:= "12a_0079";Knot[879,2]:= [-1,2,2,-1,-1,2,-3,2,-3,4,-3,2,-3,-4] ;Knot[879,3]:= 1-7*t+22*t^2-43*t^3+55*t^4-43*t^5+22*t^6-7*t^7+1*t^8;
Knot[880,1]:= "12a_0080";Knot[880,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,3,3,3,-4,3] ;Knot[880,3]:= 1-7*t+21*t^2-36*t^3+43*t^4-36*t^5+21*t^6-7*t^7+1*t^8;
Knot[881,1]:= "12a_0081";Knot[881,2]:= [-1,-2,3,-4,-4,-5,-5,4,3,-4,2,-5,-1,2,3] ;Knot[881,3]:= 2-14*t+38*t^2-51*t^3+38*t^4-14*t^5+2*t^6;
Knot[882,1]:= "12a_0082";Knot[882,2]:= [-1,2,2,1,1,2,3,3,4,2,-3,2,4,4] ;Knot[882,3]:= 6-22*t+42*t^2-51*t^3+42*t^4-22*t^5+6*t^6;
Knot[883,1]:= "12a_0083";Knot[883,2]:= [-1,2,-3,-4,-1,-4,-5,-3,-5,2,4,-5,-3] ;Knot[883,3]:= -3+20*t-48*t^2+63*t^3-48*t^4+20*t^5-3*t^6;
Knot[884,1]:= "12a_0084";Knot[884,2]:= [-1,2,2,-1,-1,2,-3,4,2,4,-3,4] ;Knot[884,3]:= -1+7*t-22*t^2+43*t^3-53*t^4+43*t^5-22*t^6+7*t^7-1*t^8;
Knot[885,1]:= "12a_0085";Knot[885,2]:= [1,2,2,2,2,-1,2,-3,2,2,1,-3,-3] ;Knot[885,3]:= 2-8*t+19*t^2-28*t^3+31*t^4-28*t^5+19*t^6-8*t^7+2*t^8;
Knot[886,1]:= "12a_0086";Knot[886,2]:= [-1,2,2,-1,-1,2,-3,2,3,3,4,-3,4,3] ;Knot[886,3]:= 4-17*t+39*t^2-51*t^3+39*t^4-17*t^5+4*t^6;
Knot[887,1]:= "12a_0087";Knot[887,2]:= [-1,2,2,-1,-1,2,-3,4,2,-3,2,4] ;Knot[887,3]:= -1+7*t-20*t^2+37*t^3-45*t^4+37*t^5-20*t^6+7*t^7-1*t^8;
Knot[888,1]:= "12a_0088";Knot[888,2]:= [-1,-2,-2,-1,-1,2,3,-4,3,-2,3,-4,3,-4] ;Knot[888,3]:= -1+8*t-30*t^2+65*t^3-83*t^4+65*t^5-30*t^6+8*t^7-1*t^8;
Knot[889,1]:= "12a_0089";Knot[889,2]:= [-1,2,2,3,-4,3,-1,-4,-1,2,3,3,2,4,-3,2] ;Knot[889,3]:= 4-17*t+38*t^2-49*t^3+38*t^4-17*t^5+4*t^6;
Knot[890,1]:= "12a_0090";Knot[890,2]:= [-1,2,2,3,-1,3,-4,-1,-2,3,-2,-4,-4,-3] ;Knot[890,3]:= -1+7*t-24*t^2+49*t^3-61*t^4+49*t^5-24*t^6+7*t^7-1*t^8;
Knot[891,1]:= "12a_0091";Knot[891,2]:= [-1,-2,-2,-1,-1,2,3,-4,3,-4,-2,3,-4,-4] ;Knot[891,3]:= 1-8*t+26*t^2-47*t^3+57*t^4-47*t^5+26*t^6-8*t^7+1*t^8;
Knot[892,1]:= "12a_0092";Knot[892,2]:= [-1,-2,-2,-3,4,-1,4,-1,2,3,3,3,3,4] ;Knot[892,3]:= -1+8*t-23*t^2+40*t^3-47*t^4+40*t^5-23*t^6+8*t^7-1*t^8;
Knot[893,1]:= "12a_0093";Knot[893,2]:= [-1,-1,-1,-2,-2,-3,-1,-3,-1,-1,2,-3,-1] ;Knot[893,3]:= 3-9*t+16*t^2-21*t^3+23*t^4-21*t^5+16*t^6-9*t^7+3*t^8;
Knot[894,1]:= "12a_0094";Knot[894,2]:= [-1,-2,-2,-3,-1,-3,-1,-3,2,-3,-4,3,-4,-3] ;Knot[894,3]:= 6-20*t+35*t^2-41*t^3+35*t^4-20*t^5+6*t^6;
Knot[895,1]:= "12a_0095";Knot[895,2]:= [-1,2,-3,-4,2,-4,-1,-5,2,-5,-3,4,-5] ;Knot[895,3]:= 3-18*t+46*t^2-61*t^3+46*t^4-18*t^5+3*t^6;
Knot[896,1]:= "12a_0096";Knot[896,2]:= [-1,-2,-2,-3,-4,3,-1,-4,-1,2,-3,-3,-3,-3] ;Knot[896,3]:= 5-15*t+24*t^2-27*t^3+24*t^4-15*t^5+5*t^6;
Knot[897,1]:= "12a_0097";Knot[897,2]:= [-1,-2,-3,-4,-4,-5,-3,-5,-2,4,-5,3,-2,-1,2] ;Knot[897,3]:= 10-32*t+45*t^2-32*t^3+10*t^4;
Knot[898,1]:= "12a_0098";Knot[898,2]:= [-1,2,2,-3,-1,-1,2,-3,4,-3,4,-3] ;Knot[898,3]:= -1+7*t-22*t^2+41*t^3-49*t^4+41*t^5-22*t^6+7*t^7-1*t^8;
Knot[899,1]:= "12a_0099";Knot[899,2]:= [-1,2,2,-3,4,-1,-1,2,-3,4,4,-3] ;Knot[899,3]:= 1-7*t+24*t^2-47*t^3+59*t^4-47*t^5+24*t^6-7*t^7+1*t^8;
Knot[900,1]:= "12a_0100";Knot[900,2]:= [-1,2,2,-3,-4,-5,-3,4,2,1,-5,2,-3,4,-3,2,-4] ;Knot[900,3]:= -3+21*t-53*t^2+71*t^3-53*t^4+21*t^5-3*t^6;
Knot[901,1]:= "12a_0101";Knot[901,2]:= [-1,-2,-2,-1,-1,2,3,-4,3,-2,3,3,-4,3] ;Knot[901,3]:= 1-7*t+25*t^2-50*t^3+63*t^4-50*t^5+25*t^6-7*t^7+1*t^8;
Knot[902,1]:= "12a_0102";Knot[902,2]:= [-1,-2,-2,-3,-1,-3,4,-1,-3,2,-3,-4,-4,-3] ;Knot[902,3]:= 7-27*t+53*t^2-65*t^3+53*t^4-27*t^5+7*t^6;
Knot[903,1]:= "12a_0103";Knot[903,2]:= [1,-2,3,-4,1,-4,-5,-3,-5,-2,3,4,-5,-2,3] ;Knot[903,3]:= 3-20*t+52*t^2-69*t^3+52*t^4-20*t^5+3*t^6;
Knot[904,1]:= "12a_0104";Knot[904,2]:= [-1,2,2,3,-4,1,-4,1,3,2,2,-3,-4,2] ;Knot[904,3]:= 4-17*t+37*t^2-47*t^3+37*t^4-17*t^5+4*t^6;
Knot[905,1]:= "12a_0105";Knot[905,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,-4,3,-4,-4,-4] ;Knot[905,3]:= -1+7*t-17*t^2+26*t^3-29*t^4+26*t^5-17*t^6+7*t^7-1*t^8;
Knot[906,1]:= "12a_0106";Knot[906,2]:= [-1,2,-1,-2,-3,-3,-2,-2,3,4,-5,-3,-5,4,-5] ;Knot[906,3]:= -2+14*t-34*t^2+45*t^3-34*t^4+14*t^5-2*t^6;
Knot[907,1]:= "12a_0107";Knot[907,2]:= [-1,-2,-2,-3,4,-3,-1,-3,-1,2,-3,-4,-4,-3] ;Knot[907,3]:= 7-27*t+53*t^2-65*t^3+53*t^4-27*t^5+7*t^6;
Knot[908,1]:= "12a_0108";Knot[908,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,3,3,-4,3,-4] ;Knot[908,3]:= -1+8*t-26*t^2+51*t^3-63*t^4+51*t^5-26*t^6+8*t^7-1*t^8;
Knot[909,1]:= "12a_0109";Knot[909,2]:= [1,2,-3,-4,2,-4,1,-5,-2,-5,3,3,3,4,-5] ;Knot[909,3]:= -2+14*t-35*t^2+47*t^3-35*t^4+14*t^5-2*t^6;
Knot[910,1]:= "12a_0110";Knot[910,2]:= [-1,2,-3,-4,-1,2,-1,-4,-5,-3,-5,4,-5] ;Knot[910,3]:= -3+18*t-42*t^2+55*t^3-42*t^4+18*t^5-3*t^6;
Knot[911,1]:= "12a_0111";Knot[911,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,3,-4,3,-4,-4] ;Knot[911,3]:= 1-8*t+26*t^2-47*t^3+57*t^4-47*t^5+26*t^6-8*t^7+1*t^8;
Knot[912,1]:= "12a_0112";Knot[912,2]:= [-1,2,2,-3,4,-1,-1,2,-3,4,4,4] ;Knot[912,3]:= -1+7*t-20*t^2+35*t^3-41*t^4+35*t^5-20*t^6+7*t^7-1*t^8;
Knot[913,1]:= "12a_0113";Knot[913,2]:= [-1,2,2,-3,-1,-3,-4,-1,-2,3,-2,-4,3,2] ;Knot[913,3]:= -1+7*t-24*t^2+48*t^3-59*t^4+48*t^5-24*t^6+7*t^7-1*t^8;
Knot[914,1]:= "12a_0114";Knot[914,2]:= [1,-2,-3,-4,1,-4,-5,-3,-5,-3,-4,-2,3,4,-5] ;Knot[914,3]:= -4+21*t-46*t^2+59*t^3-46*t^4+21*t^5-4*t^6;
Knot[915,1]:= "12a_0115";Knot[915,2]:= [-1,-2,-2,-1,-1,2,3,-4,3,3,-2,3,-4,3] ;Knot[915,3]:= 1-7*t+25*t^2-50*t^3+63*t^4-50*t^5+25*t^6-7*t^7+1*t^8;
Knot[916,1]:= "12a_0116";Knot[916,2]:= [-1,2,2,3,-1,-1,-2,-3,4,2,2,-3,2,4] ;Knot[916,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[917,1]:= "12a_0117";Knot[917,2]:= [-1,2,3,-1,-2,-2,3,-4,-2,-4,-5,-3,-5,4,-5] ;Knot[917,3]:= -4+21*t-46*t^2+59*t^3-46*t^4+21*t^5-4*t^6;
Knot[918,1]:= "12a_0118";Knot[918,2]:= [1,-2,3,4,1,-2,4,-5,-5,4,3,-4,-5] ;Knot[918,3]:= -2+13*t-32*t^2+43*t^3-32*t^4+13*t^5-2*t^6;
Knot[919,1]:= "12a_0119";Knot[919,2]:= [-1,2,2,-3,-1,-3,-4,-1,-2,3,2,-4,-4,-3] ;Knot[919,3]:= 1-7*t+22*t^2-40*t^3+49*t^4-40*t^5+22*t^6-7*t^7+1*t^8;
Knot[920,1]:= "12a_0120";Knot[920,2]:= [-1,-2,-2,-1,-1,2,3,-4,3,3,-4,-2,3,-4] ;Knot[920,3]:= -1+8*t-26*t^2+51*t^3-63*t^4+51*t^5-26*t^6+8*t^7-1*t^8;
Knot[921,1]:= "12a_0121";Knot[921,2]:= [1,2,-3,4,2,4,1,-5,-2,-5,-3,4,-5] ;Knot[921,3]:= -2+13*t-33*t^2+45*t^3-33*t^4+13*t^5-2*t^6;
Knot[922,1]:= "12a_0122";Knot[922,2]:= [-1,2,2,-3,4,-1,-1,2,2,2,-3,4] ;Knot[922,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[923,1]:= "12a_0123";Knot[923,2]:= [-1,2,-3,-1,-3,2,-3,4,-3,-3,-3,4] ;Knot[923,3]:= 1-7*t+19*t^2-30*t^3+35*t^4-30*t^5+19*t^6-7*t^7+1*t^8;
Knot[924,1]:= "12a_0124";Knot[924,2]:= [-1,2,-3,-1,-3,2,-3,4,5,-3,-4,5,-4] ;Knot[924,3]:= 2-14*t+36*t^2-47*t^3+36*t^4-14*t^5+2*t^6;
Knot[925,1]:= "12a_0125";Knot[925,2]:= [-1,2,3,-1,3,4,-5,6,2,-3,-4,-4,-5,6] ;Knot[925,3]:= -1+12*t-44*t^2+67*t^3-44*t^4+12*t^5-1*t^6;
Knot[926,1]:= "12a_0126";Knot[926,2]:= [-1,2,-3,-1,-3,4,2,4,-3,4,-3,4] ;Knot[926,3]:= 1-8*t+26*t^2-49*t^3+61*t^4-49*t^5+26*t^6-8*t^7+1*t^8;
Knot[927,1]:= "12a_0127";Knot[927,2]:= [-1,2,3,-1,3,4,2,4,4,-5,-3,4,-5] ;Knot[927,3]:= 3-17*t+37*t^2-45*t^3+37*t^4-17*t^5+3*t^6;
Knot[928,1]:= "12a_0128";Knot[928,2]:= [-1,2,3,-1,3,4,5,-6,2,-3,-4,5,4,-6] ;Knot[928,3]:= 5-25*t+41*t^2-25*t^3+5*t^4;
Knot[929,1]:= "12a_0129";Knot[929,2]:= [-1,2,-3,-1,-3,4,2,4,4,-3,4,4] ;Knot[929,3]:= -1+7*t-19*t^2+32*t^3-37*t^4+32*t^5-19*t^6+7*t^7-1*t^8;
Knot[930,1]:= "12a_0130";Knot[930,2]:= [-1,2,-1,-2,3,3,-4,5,-2,-2,3,-4,5] ;Knot[930,3]:= -2+14*t-36*t^2+49*t^3-36*t^4+14*t^5-2*t^6;
Knot[931,1]:= "12a_0131";Knot[931,2]:= [-1,2,-1,2,-3,4,-3,-3,4,-3,4,-2,-2,3] ;Knot[931,3]:= -1+8*t-26*t^2+49*t^3-59*t^4+49*t^5-26*t^6+8*t^7-1*t^8;
Knot[932,1]:= "12a_0132";Knot[932,2]:= [-1,2,-1,2,-3,4,-3,4,-3,4,-2,4,-2,3] ;Knot[932,3]:= 1-8*t+26*t^2-49*t^3+61*t^4-49*t^5+26*t^6-8*t^7+1*t^8;
Knot[933,1]:= "12a_0133";Knot[933,2]:= [-1,2,-3,-1,-3,4,2,-3,4,-3,-3,4] ;Knot[933,3]:= -1+8*t-26*t^2+49*t^3-59*t^4+49*t^5-26*t^6+8*t^7-1*t^8;
Knot[934,1]:= "12a_0134";Knot[934,2]:= [-1,2,-1,2,-3,-3,-4,-2,-2,3,3,3,-4,3] ;Knot[934,3]:= 1-8*t+26*t^2-47*t^3+57*t^4-47*t^5+26*t^6-8*t^7+1*t^8;
Knot[935,1]:= "12a_0135";Knot[935,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,-5,3,4,-5,4] ;Knot[935,3]:= 2-15*t+42*t^2-57*t^3+42*t^4-15*t^5+2*t^6;
Knot[936,1]:= "12a_0136";Knot[936,2]:= [-1,2,-3,-1,2,-3,2,4,-3,-3,-3,4] ;Knot[936,3]:= -1+8*t-26*t^2+47*t^3-55*t^4+47*t^5-26*t^6+8*t^7-1*t^8;
Knot[937,1]:= "12a_0137";Knot[937,2]:= [-1,2,-3,-1,2,-3,2,-3,-3,4,-3,4] ;Knot[937,3]:= -1+8*t-26*t^2+46*t^3-53*t^4+46*t^5-26*t^6+8*t^7-1*t^8;
Knot[938,1]:= "12a_0138";Knot[938,2]:= [-1,2,-3,-1,2,-3,2,4,-3,4,4,4] ;Knot[938,3]:= -1+8*t-26*t^2+48*t^3-57*t^4+48*t^5-26*t^6+8*t^7-1*t^8;
Knot[939,1]:= "12a_0139";Knot[939,2]:= [-1,2,-3,-1,2,-3,2,4,4,-3,4,-3] ;Knot[939,3]:= 1-8*t+28*t^2-56*t^3+71*t^4-56*t^5+28*t^6-8*t^7+1*t^8;
Knot[940,1]:= "12a_0140";Knot[940,2]:= [-1,2,-3,-1,2,-3,2,4,5,-3,-4,5,4] ;Knot[940,3]:= -2+15*t-43*t^2+61*t^3-43*t^4+15*t^5-2*t^6;
Knot[941,1]:= "12a_0141";Knot[941,2]:= [-1,-2,-2,-1,-1,2,3,-2,3,3,-4,3,-4,3] ;Knot[941,3]:= 1-7*t+20*t^2-33*t^3+39*t^4-33*t^5+20*t^6-7*t^7+1*t^8;
Knot[942,1]:= "12a_0142";Knot[942,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,-4,-4,3,-4,3] ;Knot[942,3]:= 1-7*t+22*t^2-39*t^3+47*t^4-39*t^5+22*t^6-7*t^7+1*t^8;
Knot[943,1]:= "12a_0143";Knot[943,2]:= [-1,-1,-1,-1,-1,-2,-2,-3,-1,-3,2,-3,-1] ;Knot[943,3]:= 3-8*t+12*t^2-13*t^3+13*t^4-13*t^5+12*t^6-8*t^7+3*t^8;
Knot[944,1]:= "12a_0144";Knot[944,2]:= [-1,-2,-2,-3,-1,-1,2,-3,-3,-3,-4,3,-4,-3] ;Knot[944,3]:= 6-19*t+32*t^2-37*t^3+32*t^4-19*t^5+6*t^6;
Knot[945,1]:= "12a_0145";Knot[945,2]:= [-1,-2,-2,-3,-1,-1,2,-3,-4,-4,-4,3,-4,-3] ;Knot[945,3]:= 6-21*t+39*t^2-47*t^3+39*t^4-21*t^5+6*t^6;
Knot[946,1]:= "12a_0146";Knot[946,2]:= [-1,2,2,-1,-1,2,2,2,2,2,2,2] ;Knot[946,3]:= 1-3*t+6*t^2-7*t^3+7*t^4-7*t^5+7*t^6-7*t^7+6*t^8-3*t^9+1*t^10;
Knot[947,1]:= "12a_0147";Knot[947,2]:= [1,2,2,-3,-3,2,2,2,2,2,1,-2,-3] ;Knot[947,3]:= 2-7*t+15*t^2-20*t^3+21*t^4-20*t^5+15*t^6-7*t^7+2*t^8;
Knot[948,1]:= "12a_0148";Knot[948,2]:= [1,1,1,2,2,-3,-3,2,2,2,1,-2,-3] ;Knot[948,3]:= 2-8*t+20*t^2-32*t^3+37*t^4-32*t^5+20*t^6-8*t^7+2*t^8;
Knot[949,1]:= "12a_0149";Knot[949,2]:= [-1,-2,-2,-1,-1,2,3,-2,3,-4,3,-4,-4,3] ;Knot[949,3]:= -1+7*t-22*t^2+43*t^3-53*t^4+43*t^5-22*t^6+7*t^7-1*t^8;
Knot[950,1]:= "12a_0150";Knot[950,2]:= [-1,2,2,-3,-1,-1,2,3,4,3,4,3,2,-3,2,-4] ;Knot[950,3]:= 4-16*t+36*t^2-47*t^3+36*t^4-16*t^5+4*t^6;
Knot[951,1]:= "12a_0151";Knot[951,2]:= [-1,-2,3,-4,-4,-5,-5,4,3,-4,-2,-5,-1,2,3] ;Knot[951,3]:= 2-13*t+35*t^2-47*t^3+35*t^4-13*t^5+2*t^6;
Knot[952,1]:= "12a_0152";Knot[952,2]:= [-1,-2,-3,-4,-4,-5,-3,-5,4,-5,-3,-2,-1,2,3] ;Knot[952,3]:= 9-28*t+39*t^2-28*t^3+9*t^4;
Knot[953,1]:= "12a_0153";Knot[953,2]:= [-1,2,2,-1,-1,2,2,2,3,4,-2,-3,4,3] ;Knot[953,3]:= 3-11*t+24*t^2-31*t^3+24*t^4-11*t^5+3*t^6;
Knot[954,1]:= "12a_0154";Knot[954,2]:= [1,2,-3,-4,-2,-4,-2,-5,-3,1,-5,-2,4,-5,-3] ;Knot[954,3]:= -4+24*t-56*t^2+73*t^3-56*t^4+24*t^5-4*t^6;
Knot[955,1]:= "12a_0155";Knot[955,2]:= [-1,2,2,-3,4,-3,4,-5,-4,3,2,1,-4,5,2,-3,2] ;Knot[955,3]:= 2-15*t+41*t^2-55*t^3+41*t^4-15*t^5+2*t^6;
Knot[956,1]:= "12a_0156";Knot[956,2]:= [-1,-1,-2,1,-2,-3,2,2,4,-3,-2,-5,-4,-4,-3,-5,-5];Knot[956,3]:= 11-35*t+49*t^2-35*t^3+11*t^4;
Knot[957,1]:= "12a_0157";Knot[957,2]:= [-1,-2,-2,-1,-1,2,3,-4,3,-4,-2,3,3,3] ;Knot[957,3]:= 1-7*t+22*t^2-40*t^3+49*t^4-40*t^5+22*t^6-7*t^7+1*t^8;
Knot[958,1]:= "12a_0158";Knot[958,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,-4,-4,-4,3,-4] ;Knot[958,3]:= -1+7*t-16*t^2+23*t^3-25*t^4+23*t^5-16*t^6+7*t^7-1*t^8;
Knot[959,1]:= "12a_0159";Knot[959,2]:= [-1,-2,3,-4,-2,-4,-5,-5,4,3,-2,-4,-1,-5,2] ;Knot[959,3]:= -2+15*t-37*t^2+49*t^3-37*t^4+15*t^5-2*t^6;
Knot[960,1]:= "12a_0160";Knot[960,2]:= [1,1,1,1,1,2,2,-3,-3,2,1,-2,-3] ;Knot[960,3]:= 2-7*t+14*t^2-18*t^3+19*t^4-18*t^5+14*t^6-7*t^7+2*t^8;
Knot[961,1]:= "12a_0161";Knot[961,2]:= [-1,2,2,-1,-1,2,3,-2,3,3,4,-3,4,3] ;Knot[961,3]:= 4-16*t+34*t^2-43*t^3+34*t^4-16*t^5+4*t^6;
Knot[962,1]:= "12a_0162";Knot[962,2]:= [1,-2,-2,-3,2,1,-3,-4,-2,-4,-5,-3,-5,4,-5] ;Knot[962,3]:= -4+24*t-56*t^2+73*t^3-56*t^4+24*t^5-4*t^6;
Knot[963,1]:= "12a_0163";Knot[963,2]:= [-1,-2,3,-2,3,-1,3,-4,2,-4,-5,-3,-5,4,-5] ;Knot[963,3]:= 4-22*t+54*t^2-71*t^3+54*t^4-22*t^5+4*t^6;
Knot[964,1]:= "12a_0164";Knot[964,2]:= [-1,-2,-2,-1,-1,2,3,-4,-2,-4,3,3,3,-4] ;Knot[964,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[965,1]:= "12a_0165";Knot[965,2]:= [-1,2,3,-4,-1,-4,-5,-5,4,3,-4,2,-1,-5,-3] ;Knot[965,3]:= -2+11*t-24*t^2+31*t^3-24*t^4+11*t^5-2*t^6;
Knot[966,1]:= "12a_0166";Knot[966,2]:= [-1,-2,-2,-1,-1,2,3,3,3,-4,-2,-4,3,-4] ;Knot[966,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[967,1]:= "12a_0167";Knot[967,2]:= [1,1,-2,-3,1,1,1,2,2,-3,-3,2,1] ;Knot[967,3]:= 2-8*t+19*t^2-30*t^3+35*t^4-30*t^5+19*t^6-8*t^7+2*t^8;
Knot[968,1]:= "12a_0168";Knot[968,2]:= [-1,2,-1,-2,-3,4,4,-3,-3,-3,4,-2,-2,3] ;Knot[968,3]:= 3-11*t+22*t^2-27*t^3+22*t^4-11*t^5+3*t^6;
Knot[969,1]:= "12a_0169";Knot[969,2]:= [-1,2,-1,-2,-3,-4,5,5,-4,-3,4,5,-2,-2,3] ;Knot[969,3]:= 4-12*t+17*t^2-12*t^3+4*t^4;
Knot[970,1]:= "12a_0170";Knot[970,2]:= [-1,2,3,-1,3,4,2,-3,4,-5,4,-5,4] ;Knot[970,3]:= 3-18*t+42*t^2-53*t^3+42*t^4-18*t^5+3*t^6;
Knot[971,1]:= "12a_0171";Knot[971,2]:= [-1,2,3,-1,3,4,-5,2,-3,4,-5,-5,4] ;Knot[971,3]:= -3+18*t-46*t^2+63*t^3-46*t^4+18*t^5-3*t^6;
Knot[972,1]:= "12a_0172";Knot[972,2]:= [-1,2,-3,-1,-3,2,-3,-3,-3,4,-3,4] ;Knot[972,3]:= 1-7*t+18*t^2-25*t^3+27*t^4-25*t^5+18*t^6-7*t^7+1*t^8;
Knot[973,1]:= "12a_0173";Knot[973,2]:= [-1,2,-3,-1,-3,2,-3,4,-3,4,4,4] ;Knot[973,3]:= 1-7*t+20*t^2-35*t^3+43*t^4-35*t^5+20*t^6-7*t^7+1*t^8;
Knot[974,1]:= "12a_0174";Knot[974,2]:= [-1,2,-3,-1,-3,2,-3,4,4,-3,4,-3] ;Knot[974,3]:= -1+7*t-20*t^2+35*t^3-41*t^4+35*t^5-20*t^6+7*t^7-1*t^8;
Knot[975,1]:= "12a_0175";Knot[975,2]:= [1,-2,3,-4,1,-4,-3,4,-5,4,-2,4,3,5,5] ;Knot[975,3]:= 2-16*t+44*t^2-59*t^3+44*t^4-16*t^5+2*t^6;
Knot[976,1]:= "12a_0176";Knot[976,2]:= [-1,2,-3,-1,-3,2,-3,4,5,-3,-4,5,4] ;Knot[976,3]:= 2-13*t+31*t^2-39*t^3+31*t^4-13*t^5+2*t^6;
Knot[977,1]:= "12a_0177";Knot[977,2]:= [-1,2,-3,-1,-3,2,-3,4,-3,4,-5,-4,3,-4,5] ;Knot[977,3]:= 2-15*t+41*t^2-55*t^3+41*t^4-15*t^5+2*t^6;
Knot[978,1]:= "12a_0178";Knot[978,2]:= [-1,2,3,-1,3,4,-5,2,-3,4,-5,-5,-5] ;Knot[978,3]:= 3-16*t+32*t^2-37*t^3+32*t^4-16*t^5+3*t^6;
Knot[979,1]:= "12a_0179";Knot[979,2]:= [-1,2,-3,-1,-3,4,2,-3,4,4,4,4] ;Knot[979,3]:= -1+7*t-18*t^2+27*t^3-29*t^4+27*t^5-18*t^6+7*t^7-1*t^8;
Knot[980,1]:= "12a_0180";Knot[980,2]:= [-1,2,-3,-1,-3,4,2,-3,4,5,-4,5,4] ;Knot[980,3]:= -2+15*t-41*t^2+57*t^3-41*t^4+15*t^5-2*t^6;
Knot[981,1]:= "12a_0181";Knot[981,2]:= [-1,2,3,-1,-2,3,2,-4,5,-6,3,-4,5,-6] ;Knot[981,3]:= -1+11*t-40*t^2+61*t^3-40*t^4+11*t^5-1*t^6;
Knot[982,1]:= "12a_0182";Knot[982,2]:= [-1,2,-1,2,-3,4,4,-3,-3,-3,4,-2,-2,3] ;Knot[982,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[983,1]:= "12a_0183";Knot[983,2]:= [-1,2,3,-1,3,4,-5,2,-3,4,-5,-6,5,-6] ;Knot[983,3]:= 6-30*t+49*t^2-30*t^3+6*t^4;
Knot[984,1]:= "12a_0184";Knot[984,2]:= [-1,2,-3,-1,2,2,-3,2,-3,4,-3,4] ;Knot[984,3]:= 1-8*t+27*t^2-52*t^3+65*t^4-52*t^5+27*t^6-8*t^7+1*t^8;
Knot[985,1]:= "12a_0185";Knot[985,2]:= [-1,2,-3,-1,2,2,-3,4,2,-3,4,4] ;Knot[985,3]:= -1+8*t-27*t^2+54*t^3-67*t^4+54*t^5-27*t^6+8*t^7-1*t^8;
Knot[986,1]:= "12a_0186";Knot[986,2]:= [-1,2,-1,2,-3,-3,-3,-3,-2,-2,3,-4,3,-4] ;Knot[986,3]:= 1-8*t+25*t^2-40*t^3+45*t^4-40*t^5+25*t^6-8*t^7+1*t^8;
Knot[987,1]:= "12a_0187";Knot[987,2]:= [-1,2,3,-4,-1,3,-4,-2,3,-2,-4,-5,4,-3,-5] ;Knot[987,3]:= 2-16*t+49*t^2-69*t^3+49*t^4-16*t^5+2*t^6;
Knot[988,1]:= "12a_0188";Knot[988,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,3,3,3,-4] ;Knot[988,3]:= 1-8*t+26*t^2-47*t^3+57*t^4-47*t^5+26*t^6-8*t^7+1*t^8;
Knot[989,1]:= "12a_0189";Knot[989,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,3,3,-4,3,-4] ;Knot[989,3]:= 1-8*t+26*t^2-48*t^3+59*t^4-48*t^5+26*t^6-8*t^7+1*t^8;
Knot[990,1]:= "12a_0190";Knot[990,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,3,-4,-4,-4] ;Knot[990,3]:= 1-8*t+26*t^2-46*t^3+55*t^4-46*t^5+26*t^6-8*t^7+1*t^8;
Knot[991,1]:= "12a_0191";Knot[991,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,-4,3,-4,3] ;Knot[991,3]:= -1+8*t-28*t^2+58*t^3-73*t^4+58*t^5-28*t^6+8*t^7-1*t^8;
Knot[992,1]:= "12a_0192";Knot[992,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,-5,3,4,-5,-4] ;Knot[992,3]:= 2-15*t+43*t^2-59*t^3+43*t^4-15*t^5+2*t^6;
Knot[993,1]:= "12a_0193";Knot[993,2]:= [-1,2,-3,4,-1,2,-3,-3,-3,-3,-3,4] ;Knot[993,3]:= 1-7*t+16*t^2-19*t^3+19*t^4-19*t^5+16*t^6-7*t^7+1*t^8;
Knot[994,1]:= "12a_0194";Knot[994,2]:= [-1,2,3,-1,-2,3,2,-4,3,-4,-4,-5,4,-5,-4] ;Knot[994,3]:= 2-15*t+39*t^2-51*t^3+39*t^4-15*t^5+2*t^6;
Knot[995,1]:= "12a_0195";Knot[995,2]:= [-1,2,3,-1,-2,3,2,-4,-4,-4,3,-4,-4,-4] ;Knot[995,3]:= 1-7*t+18*t^2-28*t^3+33*t^4-28*t^5+18*t^6-7*t^7+1*t^8;
Knot[996,1]:= "12a_0196";Knot[996,2]:= [-1,2,-3,-4,5,-1,3,-4,2,-4,-4,5,-3] ;Knot[996,3]:= 2-13*t+30*t^2-37*t^3+30*t^4-13*t^5+2*t^6;
Knot[997,1]:= "12a_0197";Knot[997,2]:= [-1,2,-3,4,-5,6,-1,2,-3,-5,6,-4,5,-4] ;Knot[997,3]:= 3-17*t+29*t^2-17*t^3+3*t^4;
Knot[998,1]:= "12a_0198";Knot[998,2]:= [-1,2,-3,4,-1,2,4,-3,2,4,-5,4,-5,-3,-4] ;Knot[998,3]:= -2+16*t-50*t^2+73*t^3-50*t^4+16*t^5-2*t^6;
Knot[999,1]:= "12a_0199";Knot[999,2]:= [-1,2,-1,2,-3,4,-3,2,2,3,4,4,-3,4,4,3] ;Knot[999,3]:= -5+26*t-56*t^2+71*t^3-56*t^4+26*t^5-5*t^6;
Knot[1000,1]:= "12a_0200";Knot[1000,2]:= [-1,2,3,-1,3,-4,3,-2,-2,-2,3,-2,-4,-3] ;Knot[1000,3]:= -1+7*t-24*t^2+47*t^3-57*t^4+47*t^5-24*t^6+7*t^7-1*t^8;
Knot[1001,1]:= "12a_0201";Knot[1001,2]:= [-1,2,3,-1,3,4,-5,-4,3,-2,3,-2,-4,-3,-5] ;Knot[1001,3]:= -2+13*t-37*t^2+53*t^3-37*t^4+13*t^5-2*t^6;
Knot[1002,1]:= "12a_0202";Knot[1002,2]:= [-1,2,-1,2,3,3,-4,-2,3,-2,3,-2,-4,-3] ;Knot[1002,3]:= 1-8*t+28*t^2-58*t^3+75*t^4-58*t^5+28*t^6-8*t^7+1*t^8;
Knot[1003,1]:= "12a_0203";Knot[1003,2]:= [-1,2,-3,4,-1,-3,-3,-3,4,2,-3,2] ;Knot[1003,3]:= -1+7*t-22*t^2+39*t^3-45*t^4+39*t^5-22*t^6+7*t^7-1*t^8;
Knot[1004,1]:= "12a_0204";Knot[1004,2]:= [-1,2,-3,4,5,-1,-3,-4,5,-4,2,-3,2] ;Knot[1004,3]:= -2+14*t-41*t^2+59*t^3-41*t^4+14*t^5-2*t^6;
Knot[1005,1]:= "12a_0205";Knot[1005,2]:= [-1,2,-1,2,2,2,3,3,3,3,2,2,-3] ;Knot[1005,3]:= -2+9*t-18*t^2+26*t^3-29*t^4+26*t^5-18*t^6+9*t^7-2*t^8;
Knot[1006,1]:= "12a_0206";Knot[1006,2]:= [-1,2,-1,-2,-3,-3,-3,4,-3,4,-3,-2,-2,3] ;Knot[1006,3]:= -3+13*t-23*t^2+27*t^3-23*t^4+13*t^5-3*t^6;
Knot[1007,1]:= "12a_0207";Knot[1007,2]:= [-1,2,-3,-1,2,-3,-4,-3,2,2,2,-3,2,4] ;Knot[1007,3]:= -1+7*t-20*t^2+33*t^3-37*t^4+33*t^5-20*t^6+7*t^7-1*t^8;
Knot[1008,1]:= "12a_0208";Knot[1008,2]:= [-1,2,3,-4,-1,3,-4,-5,-4,3,-4,-2,5,3,2] ;Knot[1008,3]:= -2+14*t-39*t^2+55*t^3-39*t^4+14*t^5-2*t^6;
Knot[1009,1]:= "12a_0209";Knot[1009,2]:= [-1,2,-3,-1,2,-3,4,-3,2,-3,2,4] ;Knot[1009,3]:= 1-8*t+29*t^2-60*t^3+77*t^4-60*t^5+29*t^6-8*t^7+1*t^8;
Knot[1010,1]:= "12a_0210";Knot[1010,2]:= [-1,2,2,3,1,3,4,1,4,3,3,-4,-2,-2,-3,2] ;Knot[1010,3]:= -4+20*t-43*t^2+55*t^3-43*t^4+20*t^5-4*t^6;
Knot[1011,1]:= "12a_0211";Knot[1011,2]:= [-1,2,2,-1,-1,-1,2,-3,2,2,-1,3,3] ;Knot[1011,3]:= 2-8*t+20*t^2-34*t^3+41*t^4-34*t^5+20*t^6-8*t^7+2*t^8;
Knot[1012,1]:= "12a_0212";Knot[1012,2]:= [-1,2,-1,-2,3,3,4,-2,4,-2,3,3,-4,3] ;Knot[1012,3]:= 4-16*t+33*t^2-41*t^3+33*t^4-16*t^5+4*t^6;
Knot[1013,1]:= "12a_0213";Knot[1013,2]:= [-1,2,-3,4,-1,-3,4,2,-3,2,4,4] ;Knot[1013,3]:= -1+8*t-28*t^2+54*t^3-65*t^4+54*t^5-28*t^6+8*t^7-1*t^8;
Knot[1014,1]:= "12a_0214";Knot[1014,2]:= [-1,2,-3,4,-1,-3,-3,4,2,-3,2,4] ;Knot[1014,3]:= 1-8*t+28*t^2-56*t^3+71*t^4-56*t^5+28*t^6-8*t^7+1*t^8;
Knot[1015,1]:= "12a_0215";Knot[1015,2]:= [-1,2,-1,2,3,-4,3,-4,3,-2,-2,-2,-2,-3] ;Knot[1015,3]:= -1+7*t-22*t^2+42*t^3-51*t^4+42*t^5-22*t^6+7*t^7-1*t^8;
Knot[1016,1]:= "12a_0216";Knot[1016,2]:= [-1,2,-1,2,-3,4,2,2,2,2,-3,4] ;Knot[1016,3]:= 1-7*t+18*t^2-24*t^3+25*t^4-24*t^5+18*t^6-7*t^7+1*t^8;
Knot[1017,1]:= "12a_0217";Knot[1017,2]:= [-1,2,-1,2,-3,-4,-2,-4,3,3,-2,3,-4,3] ;Knot[1017,3]:= 1-7*t+22*t^2-42*t^3+53*t^4-42*t^5+22*t^6-7*t^7+1*t^8;
Knot[1018,1]:= "12a_0218";Knot[1018,2]:= [-1,2,-1,2,-3,-4,5,2,3,-2,3,2,-4,3,5] ;Knot[1018,3]:= 2-15*t+42*t^2-57*t^3+42*t^4-15*t^5+2*t^6;
Knot[1019,1]:= "12a_0219";Knot[1019,2]:= [-1,2,-1,2,3,-4,-4,3,-4,-2,-2,-2,-2,-3] ;Knot[1019,3]:= 1-7*t+22*t^2-38*t^3+45*t^4-38*t^5+22*t^6-7*t^7+1*t^8;
Knot[1020,1]:= "12a_0220";Knot[1020,2]:= [-1,2,-3,4,-1,-3,4,2,2,2,-3,2] ;Knot[1020,3]:= -1+7*t-22*t^2+40*t^3-47*t^4+40*t^5-22*t^6+7*t^7-1*t^8;
Knot[1021,1]:= "12a_0221";Knot[1021,2]:= [-1,2,-3,-4,5,-1,3,-4,5,-4,2,-3,2] ;Knot[1021,3]:= -2+14*t-40*t^2+57*t^3-40*t^4+14*t^5-2*t^6;
Knot[1022,1]:= "12a_0222";Knot[1022,2]:= [-1,2,-3,4,-1,2,-3,2,-3,4,-3,2] ;Knot[1022,3]:= 1-8*t+29*t^2-62*t^3+81*t^4-62*t^5+29*t^6-8*t^7+1*t^8;
Knot[1023,1]:= "12a_0223";Knot[1023,2]:= [-1,2,-3,-4,-5,-1,-2,3,-4,3,-4,5,-4,3,-2,3,4] ;Knot[1023,3]:= -3+18*t-44*t^2+59*t^3-44*t^4+18*t^5-3*t^6;
Knot[1024,1]:= "12a_0224";Knot[1024,2]:= [-1,2,-3,4,-1,2,2,-3,4,2,-3,2] ;Knot[1024,3]:= -1+8*t-27*t^2+50*t^3-59*t^4+50*t^5-27*t^6+8*t^7-1*t^8;
Knot[1025,1]:= "12a_0225";Knot[1025,2]:= [-1,2,-1,2,-3,-4,-2,-4,3,-2,3,-4,-2,3] ;Knot[1025,3]:= -1+7*t-24*t^2+50*t^3-63*t^4+50*t^5-24*t^6+7*t^7-1*t^8;
Knot[1026,1]:= "12a_0226";Knot[1026,2]:= [-1,2,2,1,1,2,2,2,3,-4,-2,3,-4,3] ;Knot[1026,3]:= -4+20*t-41*t^2+51*t^3-41*t^4+20*t^5-4*t^6;
Knot[1027,1]:= "12a_0227";Knot[1027,2]:= [-1,2,-1,2,3,3,-4,3,-2,3,4,4,3,2] ;Knot[1027,3]:= -5+26*t-56*t^2+71*t^3-56*t^4+26*t^5-5*t^6;
Knot[1028,1]:= "12a_0228";Knot[1028,2]:= [-1,2,-3,4,-1,-3,2,-3,-3,4,-3,2] ;Knot[1028,3]:= -1+7*t-24*t^2+49*t^3-61*t^4+49*t^5-24*t^6+7*t^7-1*t^8;
Knot[1029,1]:= "12a_0229";Knot[1029,2]:= [-1,2,3,-4,-1,3,-4,-5,-4,3,-4,2,5,-3,2] ;Knot[1029,3]:= -2+16*t-48*t^2+69*t^3-48*t^4+16*t^5-2*t^6;
Knot[1030,1]:= "12a_0230";Knot[1030,2]:= [-1,2,-3,4,-5,-1,-3,4,-5,-4,2,-3,2,-4,-4] ;Knot[1030,3]:= 3-20*t+56*t^2-77*t^3+56*t^4-20*t^5+3*t^6;
Knot[1031,1]:= "12a_0231";Knot[1031,2]:= [-1,2,-1,2,2,2,3,4,4,3,2,2,-3,4,-3,-4] ;Knot[1031,3]:= -5+24*t-48*t^2+59*t^3-48*t^4+24*t^5-5*t^6;
Knot[1032,1]:= "12a_0232";Knot[1032,2]:= [-1,2,2,-3,4,1,4,1,-2,3,3,-2,-4,3,3,2] ;Knot[1032,3]:= -4+20*t-42*t^2+53*t^3-42*t^4+20*t^5-4*t^6;
Knot[1033,1]:= "12a_0233";Knot[1033,2]:= [-1,2,-3,4,-1,2,2,-3,4,-3,2,-3] ;Knot[1033,3]:= 1-8*t+27*t^2-54*t^3+69*t^4-54*t^5+27*t^6-8*t^7+1*t^8;
Knot[1034,1]:= "12a_0234";Knot[1034,2]:= [-1,-1,-1,2,2,-1,2,-3,2,2,-1,3,3] ;Knot[1034,3]:= 2-8*t+18*t^2-27*t^3+31*t^4-27*t^5+18*t^6-8*t^7+2*t^8;
Knot[1035,1]:= "12a_0235";Knot[1035,2]:= [-1,2,2,-3,-4,3,1,-4,-3,1,2,2,-3,2] ;Knot[1035,3]:= 4-18*t+40*t^2-51*t^3+40*t^4-18*t^5+4*t^6;
Knot[1036,1]:= "12a_0236";Knot[1036,2]:= [-1,2,2,3,3,2,-1,2,2,2,2,2,-3] ;Knot[1036,3]:= -2+8*t-14*t^2+17*t^3-17*t^4+17*t^5-14*t^6+8*t^7-2*t^8;
Knot[1037,1]:= "12a_0237";Knot[1037,2]:= [-1,2,2,3,1,3,1,3,4,-3,4,3,-2,-2,-3,2] ;Knot[1037,3]:= -4+18*t-36*t^2+45*t^3-36*t^4+18*t^5-4*t^6;
Knot[1038,1]:= "12a_0238";Knot[1038,2]:= [-1,2,2,1,1,2,-3,-4,2,3,3,3,-4,3] ;Knot[1038,3]:= -4+17*t-33*t^2+41*t^3-33*t^4+17*t^5-4*t^6;
Knot[1039,1]:= "12a_0239";Knot[1039,2]:= [-1,-2,3,4,4,5,5,4,-3,4,2,-5,-1,2,3] ;Knot[1039,3]:= -6+22*t-31*t^2+22*t^3-6*t^4;
Knot[1040,1]:= "12a_0240";Knot[1040,2]:= [1,1,1,2,2,-3,-1,-3,2,-3,2,2,1] ;Knot[1040,3]:= 2-9*t+22*t^2-34*t^3+39*t^4-34*t^5+22*t^6-9*t^7+2*t^8;
Knot[1041,1]:= "12a_0241";Knot[1041,2]:= [-1,2,-1,-2,-3,-3,-3,4,4,-3,4,-2,-2,3] ;Knot[1041,3]:= 3-13*t+29*t^2-37*t^3+29*t^4-13*t^5+3*t^6;
Knot[1042,1]:= "12a_0242";Knot[1042,2]:= [-1,2,-3,4,2,-3,-1,-3,-1,-3,2,4] ;Knot[1042,3]:= -1+7*t-22*t^2+41*t^3-49*t^4+41*t^5-22*t^6+7*t^7-1*t^8;
Knot[1043,1]:= "12a_0243";Knot[1043,2]:= [-1,2,3,-4,5,-1,5,-4,3,-4,5,2,-3] ;Knot[1043,3]:= -2+12*t-31*t^2+43*t^3-31*t^4+12*t^5-2*t^6;
Knot[1044,1]:= "12a_0244";Knot[1044,2]:= [-1,2,2,3,4,-3,4,3,2,2,-3,-1,4,-3,-1,2] ;Knot[1044,3]:= 5-24*t+56*t^2-73*t^3+56*t^4-24*t^5+5*t^6;
Knot[1045,1]:= "12a_0245";Knot[1045,2]:= [-1,2,3,3,-4,3,-2,3,-2,-4,-3,-1,-1,2] ;Knot[1045,3]:= 1-7*t+24*t^2-49*t^3+63*t^4-49*t^5+24*t^6-7*t^7+1*t^8;
Knot[1046,1]:= "12a_0246";Knot[1046,2]:= [-1,2,-3,4,-1,2,4,-3,2,4,4,4] ;Knot[1046,3]:= 1-7*t+20*t^2-31*t^3+35*t^4-31*t^5+20*t^6-7*t^7+1*t^8;
Knot[1047,1]:= "12a_0247";Knot[1047,2]:= [-1,2,-1,-2,3,-4,5,-2,-2,3,-4,5,-4] ;Knot[1047,3]:= 2-14*t+39*t^2-53*t^3+39*t^4-14*t^5+2*t^6;
Knot[1048,1]:= "12a_0248";Knot[1048,2]:= [-1,2,-3,4,-5,-1,-2,4,-5,-3,4,-3,-2,3,4] ;Knot[1048,3]:= -2+13*t-34*t^2+47*t^3-34*t^4+13*t^5-2*t^6;
Knot[1049,1]:= "12a_0249";Knot[1049,2]:= [-1,2,3,-4,-5,-1,-3,-3,-3,4,-5,-4,2,-3,2] ;Knot[1049,3]:= 2-13*t+36*t^2-49*t^3+36*t^4-13*t^5+2*t^6;
Knot[1050,1]:= "12a_0250";Knot[1050,2]:= [-1,2,-3,4,-1,2,4,2,2,-3,2,4] ;Knot[1050,3]:= 1-7*t+20*t^2-32*t^3+37*t^4-32*t^5+20*t^6-7*t^7+1*t^8;
Knot[1051,1]:= "12a_0251";Knot[1051,2]:= [-1,2,3,-4,5,-1,3,5,2,-4,5,-3,2] ;Knot[1051,3]:= 2-14*t+38*t^2-51*t^3+38*t^4-14*t^5+2*t^6;
Knot[1052,1]:= "12a_0252";Knot[1052,2]:= [-1,2,-1,2,3,3,3,3,2,2,2,2,-3] ;Knot[1052,3]:= -2+9*t-17*t^2+24*t^3-27*t^4+24*t^5-17*t^6+9*t^7-2*t^8;
Knot[1053,1]:= "12a_0253";Knot[1053,2]:= [-1,2,3,-1,3,3,4,-3,4,2,2,2,-3,2] ;Knot[1053,3]:= -4+19*t-36*t^2+43*t^3-36*t^4+19*t^5-4*t^6;
Knot[1054,1]:= "12a_0254";Knot[1054,2]:= [-1,2,-1,2,3,4,-3,4,3,2,2,2,2,-3] ;Knot[1054,3]:= -3+13*t-21*t^2+23*t^3-21*t^4+13*t^5-3*t^6;
Knot[1055,1]:= "12a_0255";Knot[1055,2]:= [-1,2,3,4,5,5,4,-5,4,3,-4,2,-1,2,-3] ;Knot[1055,3]:= -6+27*t-41*t^2+27*t^3-6*t^4;
Knot[1056,1]:= "12a_0256";Knot[1056,2]:= [-1,2,-1,2,-3,-4,5,2,3,3,-4,2,3,-4,5] ;Knot[1056,3]:= 3-20*t+52*t^2-69*t^3+52*t^4-20*t^5+3*t^6;
Knot[1057,1]:= "12a_0257";Knot[1057,2]:= [-1,2,-3,-4,5,-1,3,-4,5,-4,-3,2,-3] ;Knot[1057,3]:= 2-16*t+46*t^2-63*t^3+46*t^4-16*t^5+2*t^6;
Knot[1058,1]:= "12a_0258";Knot[1058,2]:= [-1,2,-3,4,-1,2,-3,-3,-3,2,4,2] ;Knot[1058,3]:= 1-7*t+20*t^2-35*t^3+43*t^4-35*t^5+20*t^6-7*t^7+1*t^8;
Knot[1059,1]:= "12a_0259";Knot[1059,2]:= [-1,2,3,-4,5,-1,-4,5,-4,3,-4,2,-3] ;Knot[1059,3]:= 2-12*t+27*t^2-33*t^3+27*t^4-12*t^5+2*t^6;
Knot[1060,1]:= "12a_0260";Knot[1060,2]:= [-1,2,-3,-1,-2,3,-4,3,-2,3,-4,3,3,2] ;Knot[1060,3]:= -1+7*t-22*t^2+39*t^3-45*t^4+39*t^5-22*t^6+7*t^7-1*t^8;
Knot[1061,1]:= "12a_0261";Knot[1061,2]:= [-1,2,-1,2,3,-4,3,-2,-4,3,3,-2,-4,-3] ;Knot[1061,3]:= 1-8*t+27*t^2-52*t^3+65*t^4-52*t^5+27*t^6-8*t^7+1*t^8;
Knot[1062,1]:= "12a_0262";Knot[1062,2]:= [-1,2,-1,2,3,3,-4,3,-2,3,3,-2,-4,-3] ;Knot[1062,3]:= -1+7*t-22*t^2+41*t^3-49*t^4+41*t^5-22*t^6+7*t^7-1*t^8;
Knot[1063,1]:= "12a_0263";Knot[1063,2]:= [-1,2,-3,4,-5,-1,2,3,3,3,4,-5,4] ;Knot[1063,3]:= 3-19*t+48*t^2-63*t^3+48*t^4-19*t^5+3*t^6;
Knot[1064,1]:= "12a_0264";Knot[1064,2]:= [-1,2,-3,4,-1,2,-3,2,4,-3,2,4] ;Knot[1064,3]:= -1+9*t-33*t^2+65*t^3-79*t^4+65*t^5-33*t^6+9*t^7-1*t^8;
Knot[1065,1]:= "12a_0265";Knot[1065,2]:= [-1,2,-3,4,-1,-3,2,-3,4,-3,2,4] ;Knot[1065,3]:= 1-8*t+30*t^2-66*t^3+87*t^4-66*t^5+30*t^6-8*t^7+1*t^8;
Knot[1066,1]:= "12a_0266";Knot[1066,2]:= [-1,2,-3,2,2,2,1,1,1,2,-3,2,-3] ;Knot[1066,3]:= 2-11*t+28*t^2-44*t^3+51*t^4-44*t^5+28*t^6-11*t^7+2*t^8;
Knot[1067,1]:= "12a_0267";Knot[1067,2]:= [-1,2,-1,-2,-3,-3,-4,2,-4,-4,-3,2,-3,2,4,3] ;Knot[1067,3]:= 4-22*t+52*t^2-67*t^3+52*t^4-22*t^5+4*t^6;
Knot[1068,1]:= "12a_0268";Knot[1068,2]:= [-1,-2,3,-2,3,-2,4,-3,-1,4,-1,2,4,3] ;Knot[1068,3]:= 1-8*t+30*t^2-61*t^3+77*t^4-61*t^5+30*t^6-8*t^7+1*t^8;
Knot[1069,1]:= "12a_0269";Knot[1069,2]:= [-1,2,-1,2,3,-4,3,3,3,2,-4,3,3,2,4,-3] ;Knot[1069,3]:= -4+18*t-34*t^2+41*t^3-34*t^4+18*t^5-4*t^6;
Knot[1070,1]:= "12a_0270";Knot[1070,2]:= [-1,2,-1,-2,-3,4,-3,4,-5,-4,3,-4,-3,5,-2,-2,3] ;Knot[1070,3]:= -6+25*t-37*t^2+25*t^3-6*t^4;
Knot[1071,1]:= "12a_0271";Knot[1071,2]:= [-1,2,-3,-4,-1,-1,2,-3,2,-4,2,2,-3,4] ;Knot[1071,3]:= 1-7*t+22*t^2-39*t^3+47*t^4-39*t^5+22*t^6-7*t^7+1*t^8;
Knot[1072,1]:= "12a_0272";Knot[1072,2]:= [-1,2,-3,4,-5,-1,-3,4,-5,4,-3,-4,2,-3,4] ;Knot[1072,3]:= 2-14*t+39*t^2-53*t^3+39*t^4-14*t^5+2*t^6;
Knot[1073,1]:= "12a_0273";Knot[1073,2]:= [-1,2,2,-3,1,-3,4,1,2,-3,2,-3,-4,-4] ;Knot[1073,3]:= -4+21*t-47*t^2+61*t^3-47*t^4+21*t^5-4*t^6;
Knot[1074,1]:= "12a_0274";Knot[1074,2]:= [-1,2,2,2,2,-1,2,-3,2,2,-1,3,3] ;Knot[1074,3]:= 2-8*t+18*t^2-26*t^3+29*t^4-26*t^5+18*t^6-8*t^7+2*t^8;
Knot[1075,1]:= "12a_0275";Knot[1075,2]:= [-1,2,2,-3,-4,1,-4,1,2,3,-2,3,-4,2,3,2] ;Knot[1075,3]:= 4-18*t+41*t^2-53*t^3+41*t^4-18*t^5+4*t^6;
Knot[1076,1]:= "12a_0276";Knot[1076,2]:= [-1,-2,-2,-2,-2,-3,-1,-3,-1,-1,2,-3,-1] ;Knot[1076,3]:= 3-10*t+20*t^2-29*t^3+33*t^4-29*t^5+20*t^6-10*t^7+3*t^8;
Knot[1077,1]:= "12a_0277";Knot[1077,2]:= [-1,2,-1,-2,-3,-3,-3,-3,-4,-2,-2,3,-4,-4] ;Knot[1077,3]:= 5-17*t+31*t^2-37*t^3+31*t^4-17*t^5+5*t^6;
Knot[1078,1]:= "12a_0278";Knot[1078,2]:= [-1,2,2,2,2,-3,4,-1,-1,2,-3,4] ;Knot[1078,3]:= -1+7*t-18*t^2+28*t^3-31*t^4+28*t^5-18*t^6+7*t^7-1*t^8;
Knot[1079,1]:= "12a_0279";Knot[1079,2]:= [-1,2,3,-1,-2,-2,3,4,-2,-3,4,5,-4,5,4] ;Knot[1079,3]:= -2+15*t-40*t^2+55*t^3-40*t^4+15*t^5-2*t^6;
Knot[1080,1]:= "12a_0280";Knot[1080,2]:= [-1,2,-3,2,-3,2,4,-3,-1,-1,2,-3,-3,-4] ;Knot[1080,3]:= -1+7*t-22*t^2+42*t^3-51*t^4+42*t^5-22*t^6+7*t^7-1*t^8;
Knot[1081,1]:= "12a_0281";Knot[1081,2]:= [-1,2,-3,-3,-4,2,-3,-1,-4,-1,2,-3,-3,4] ;Knot[1081,3]:= 1-7*t+24*t^2-46*t^3+57*t^4-46*t^5+24*t^6-7*t^7+1*t^8;
Knot[1082,1]:= "12a_0282";Knot[1082,2]:= [-1,2,-3,4,-1,-3,4,-3,4,2,4,-3] ;Knot[1082,3]:= 1-8*t+26*t^2-50*t^3+63*t^4-50*t^5+26*t^6-8*t^7+1*t^8;
Knot[1083,1]:= "12a_0283";Knot[1083,2]:= [-1,2,-3,4,-1,-3,-3,4,-3,4,2,-3] ;Knot[1083,3]:= -1+8*t-26*t^2+48*t^3-57*t^4+48*t^5-26*t^6+8*t^7-1*t^8;
Knot[1084,1]:= "12a_0284";Knot[1084,2]:= [-1,2,-3,-1,2,-3,2,4,2,2,-3,4] ;Knot[1084,3]:= -1+8*t-25*t^2+43*t^3-49*t^4+43*t^5-25*t^6+8*t^7-1*t^8;
Knot[1085,1]:= "12a_0285";Knot[1085,2]:= [-1,2,-3,4,-1,-3,4,2,-3,2,-3,-3] ;Knot[1085,3]:= -1+8*t-27*t^2+49*t^3-57*t^4+49*t^5-27*t^6+8*t^7-1*t^8;
Knot[1086,1]:= "12a_0286";Knot[1086,2]:= [-1,2,-3,-4,5,-1,2,-3,4,2,3,3,-4,-4,5] ;Knot[1086,3]:= -3+20*t-55*t^2+77*t^3-55*t^4+20*t^5-3*t^6;
Knot[1087,1]:= "12a_0287";Knot[1087,2]:= [-1,2,-1,2,-3,-3,-3,-4,-2,3,-2,-4,3,3] ;Knot[1087,3]:= -1+8*t-27*t^2+53*t^3-65*t^4+53*t^5-27*t^6+8*t^7-1*t^8;
Knot[1088,1]:= "12a_0288";Knot[1088,2]:= [-1,2,-3,-1,2,-3,-4,-3,2,-3,2,-3,-3,4] ;Knot[1088,3]:= -1+8*t-28*t^2+56*t^3-69*t^4+56*t^5-28*t^6+8*t^7-1*t^8;
Knot[1089,1]:= "12a_0289";Knot[1089,2]:= [-1,2,-1,2,3,3,4,2,2,-3,2,2,3,-4,3,-4] ;Knot[1089,3]:= -5+23*t-43*t^2+51*t^3-43*t^4+23*t^5-5*t^6;
Knot[1090,1]:= "12a_0290";Knot[1090,2]:= [-1,2,2,3,-1,3,-1,2,-1,2,2,2,-3] ;Knot[1090,3]:= -2+9*t-21*t^2+34*t^3-39*t^4+34*t^5-21*t^6+9*t^7-2*t^8;
Knot[1091,1]:= "12a_0291";Knot[1091,2]:= [-1,2,2,3,4,-3,1,4,3,1,-2,-2,-3,-3,-3,2] ;Knot[1091,3]:= -4+17*t-34*t^2+43*t^3-34*t^4+17*t^5-4*t^6;
Knot[1092,1]:= "12a_0292";Knot[1092,2]:= [-1,-2,-2,3,3,-2,-2,3,4,-1,-1,2,-3,4] ;Knot[1092,3]:= -1+8*t-25*t^2+47*t^3-57*t^4+47*t^5-25*t^6+8*t^7-1*t^8;
Knot[1093,1]:= "12a_0293";Knot[1093,2]:= [-1,2,2,3,1,3,-4,1,2,2,2,3,-2,3,4,4] ;Knot[1093,3]:= 7-26*t+50*t^2-61*t^3+50*t^4-26*t^5+7*t^6;
Knot[1094,1]:= "12a_0294";Knot[1094,2]:= [1,2,2,-3,-3,2,2,-1,2,-3,2,2,1] ;Knot[1094,3]:= 2-9*t+24*t^2-40*t^3+47*t^4-40*t^5+24*t^6-9*t^7+2*t^8;
Knot[1095,1]:= "12a_0295";Knot[1095,2]:= [-1,2,2,1,1,2,-3,4,2,4,3,3,3,4] ;Knot[1095,3]:= 6-23*t+46*t^2-57*t^3+46*t^4-23*t^5+6*t^6;
Knot[1096,1]:= "12a_0296";Knot[1096,2]:= [-1,2,3,-4,5,-1,2,-3,-4,2,-3,-3,-4,-4,5] ;Knot[1096,3]:= 3-21*t+55*t^2-73*t^3+55*t^4-21*t^5+3*t^6;
Knot[1097,1]:= "12a_0297";Knot[1097,2]:= [-1,2,2,2,-1,2,-3,2,2,3,3,2,-1] ;Knot[1097,3]:= 2-8*t+19*t^2-30*t^3+35*t^4-30*t^5+19*t^6-8*t^7+2*t^8;
Knot[1098,1]:= "12a_0298";Knot[1098,2]:= [-1,2,-3,4,2,-3,4,-1,-1,2,2,2] ;Knot[1098,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[1099,1]:= "12a_0299";Knot[1099,2]:= [-1,2,-3,4,-1,-1,2,-3,-3,-3,4,-3] ;Knot[1099,3]:= 1-7*t+20*t^2-33*t^3+39*t^4-33*t^5+20*t^6-7*t^7+1*t^8;
Knot[1100,1]:= "12a_0300";Knot[1100,2]:= [-1,2,3,-4,5,-1,3,5,-2,-4,5,3,2] ;Knot[1100,3]:= 2-14*t+37*t^2-49*t^3+37*t^4-14*t^5+2*t^6;
Knot[1101,1]:= "12a_0301";Knot[1101,2]:= [1,-2,3,4,-2,3,1,3,4,-2,-5,-3,-5,4,-5] ;Knot[1101,3]:= -3+20*t-52*t^2+71*t^3-52*t^4+20*t^5-3*t^6;
Knot[1102,1]:= "12a_0302";Knot[1102,2]:= [-1,2,2,1,1,2,3,-4,-4,3,2,-3,-4,2] ;Knot[1102,3]:= 4-16*t+33*t^2-41*t^3+33*t^4-16*t^5+4*t^6;
Knot[1103,1]:= "12a_0303";Knot[1103,2]:= [-1,2,-3,-4,5,-1,5,-4,-3,4,5,2,-3] ;Knot[1103,3]:= -2+14*t-36*t^2+49*t^3-36*t^4+14*t^5-2*t^6;
Knot[1104,1]:= "12a_0304";Knot[1104,2]:= [-1,2,-3,4,-1,-3,-3,-3,4,-3,2,-3] ;Knot[1104,3]:= 1-7*t+18*t^2-27*t^3+31*t^4-27*t^5+18*t^6-7*t^7+1*t^8;
Knot[1105,1]:= "12a_0305";Knot[1105,2]:= [-1,2,-3,4,-1,4,-3,4,2,4,4,-3] ;Knot[1105,3]:= -1+7*t-20*t^2+35*t^3-41*t^4+35*t^5-20*t^6+7*t^7-1*t^8;
Knot[1106,1]:= "12a_0306";Knot[1106,2]:= [-1,2,-3,4,5,-1,-3,-4,5,-4,-3,2,-3] ;Knot[1106,3]:= 2-14*t+35*t^2-45*t^3+35*t^4-14*t^5+2*t^6;
Knot[1107,1]:= "12a_0307";Knot[1107,2]:= [-1,2,-1,-2,3,-4,5,3,-4,-2,5,-2,3] ;Knot[1107,3]:= -2+14*t-37*t^2+51*t^3-37*t^4+14*t^5-2*t^6;
Knot[1108,1]:= "12a_0308";Knot[1108,2]:= [-1,2,-3,-4,-1,3,-4,2,-5,-3,2,4,-3,4,5] ;Knot[1108,3]:= -2+16*t-48*t^2+69*t^3-48*t^4+16*t^5-2*t^6;
Knot[1109,1]:= "12a_0309";Knot[1109,2]:= [-1,2,-3,-4,5,-1,2,-3,-4,2,-4,3,3,4,5] ;Knot[1109,3]:= -3+21*t-58*t^2+81*t^3-58*t^4+21*t^5-3*t^6;
Knot[1110,1]:= "12a_0310";Knot[1110,2]:= [-1,2,-3,4,-1,2,4,-3,2,-3,-3,4] ;Knot[1110,3]:= 1-8*t+27*t^2-53*t^3+67*t^4-53*t^5+27*t^6-8*t^7+1*t^8;
Knot[1111,1]:= "12a_0311";Knot[1111,2]:= [-1,2,-1,2,3,4,4,3,2,2,2,2,-3,4,-3,-4] ;Knot[1111,3]:= -5+23*t-42*t^2+49*t^3-42*t^4+23*t^5-5*t^6;
Knot[1112,1]:= "12a_0312";Knot[1112,2]:= [-1,-1,-2,1,-2,-3,2,-3,-2,4,-3,2,-3,-4,5,-4,5];Knot[1112,3]:= -9+40*t-61*t^2+40*t^3-9*t^4;
Knot[1113,1]:= "12a_0313";Knot[1113,2]:= [-1,2,2,3,-4,1,-4,1,3,2,2,-3,4,-3,2,-4] ;Knot[1113,3]:= 4-20*t+48*t^2-63*t^3+48*t^4-20*t^5+4*t^6;
Knot[1114,1]:= "12a_0314";Knot[1114,2]:= [1,-2,3,4,1,-2,4,5,3,5,3,4,-3,4,-5] ;Knot[1114,3]:= -3+21*t-51*t^2+67*t^3-51*t^4+21*t^5-3*t^6;
Knot[1115,1]:= "12a_0315";Knot[1115,2]:= [-1,2,3,-4,-1,3,-2,3,3,4,4,4,3,2] ;Knot[1115,3]:= -5+24*t-50*t^2+63*t^3-50*t^4+24*t^5-5*t^6;
Knot[1116,1]:= "12a_0316";Knot[1116,2]:= [-1,2,-3,4,-1,2,4,-3,2,-3,4,-3] ;Knot[1116,3]:= 1-8*t+29*t^2-62*t^3+81*t^4-62*t^5+29*t^6-8*t^7+1*t^8;
Knot[1117,1]:= "12a_0317";Knot[1117,2]:= [-1,2,3,3,4,2,-3,-1,-1,2,2,3,-4,3,-4,2] ;Knot[1117,3]:= 5-25*t+60*t^2-79*t^3+60*t^4-25*t^5+5*t^6;
Knot[1118,1]:= "12a_0318";Knot[1118,2]:= [-1,2,-3,4,-1,4,-3,2,-3,-3,4,-3] ;Knot[1118,3]:= -1+7*t-22*t^2+43*t^3-53*t^4+43*t^5-22*t^6+7*t^7-1*t^8;
Knot[1119,1]:= "12a_0319";Knot[1119,2]:= [-1,2,2,3,1,3,1,2,-3,4,2,2,2,-3,4,3] ;Knot[1119,3]:= 7-23*t+39*t^2-45*t^3+39*t^4-23*t^5+7*t^6;
Knot[1120,1]:= "12a_0320";Knot[1120,2]:= [-1,-1,-2,1,-2,-3,2,4,3,-2,-5,-4,-3,-3,-3,-4,-5];Knot[1120,3]:= 12-39*t+55*t^2-39*t^3+12*t^4;
Knot[1121,1]:= "12a_0321";Knot[1121,2]:= [-1,2,-3,2,2,1,1,1,2,2,2,-3,2] ;Knot[1121,3]:= -2+10*t-22*t^2+33*t^3-37*t^4+33*t^5-22*t^6+10*t^7-2*t^8;
Knot[1122,1]:= "12a_0322";Knot[1122,2]:= [-1,2,-1,-2,-3,-3,-4,-4,-4,-3,2,-3,-3,2,4,3] ;Knot[1122,3]:= -4+20*t-42*t^2+53*t^3-42*t^4+20*t^5-4*t^6;
Knot[1123,1]:= "12a_0323";Knot[1123,2]:= [-1,2,3,-1,-1,-2,3,3,4,-2,4,-2,-3,4] ;Knot[1123,3]:= 1-8*t+28*t^2-55*t^3+69*t^4-55*t^5+28*t^6-8*t^7+1*t^8;
Knot[1124,1]:= "12a_0324";Knot[1124,2]:= [-1,2,2,-3,-4,2,2,3,-1,-4,-1,2,3,3] ;Knot[1124,3]:= -1+8*t-26*t^2+49*t^3-59*t^4+49*t^5-26*t^6+8*t^7-1*t^8;
Knot[1125,1]:= "12a_0325";Knot[1125,2]:= [-1,2,3,3,-4,2,3,-1,-4,-1,2,2,-3,2] ;Knot[1125,3]:= -1+8*t-27*t^2+53*t^3-65*t^4+53*t^5-27*t^6+8*t^7-1*t^8;
Knot[1126,1]:= "12a_0326";Knot[1126,2]:= [-1,2,2,-3,-4,2,1,-4,3,3,4,5,2,-3,-4,2,5] ;Knot[1126,3]:= 3-19*t+51*t^2-69*t^3+51*t^4-19*t^5+3*t^6;
Knot[1127,1]:= "12a_0327";Knot[1127,2]:= [-1,2,2,3,-4,3,1,-4,1,2,-3,-3,2,4,-3,2] ;Knot[1127,3]:= 4-18*t+40*t^2-51*t^3+40*t^4-18*t^5+4*t^6;
Knot[1128,1]:= "12a_0328";Knot[1128,2]:= [-1,2,-3,4,-1,2,4,2,-3,4,2,-3] ;Knot[1128,3]:= -1+8*t-27*t^2+52*t^3-63*t^4+52*t^5-27*t^6+8*t^7-1*t^8;
Knot[1129,1]:= "12a_0329";Knot[1129,2]:= [-1,2,3,-1,3,-4,3,-2,3,2,4,4,4,4] ;Knot[1129,3]:= -4+17*t-31*t^2+37*t^3-31*t^4+17*t^5-4*t^6;
Knot[1130,1]:= "12a_0330";Knot[1130,2]:= [-1,2,-1,-2,-3,4,5,-3,-4,5,-4,-3,-2,-2,3] ;Knot[1130,3]:= -6+24*t-35*t^2+24*t^3-6*t^4;
Knot[1131,1]:= "12a_0331";Knot[1131,2]:= [-1,2,-3,-4,-1,-2,-4,3,-2,-4,-4,-4,3,3] ;Knot[1131,3]:= 1-7*t+22*t^2-37*t^3+43*t^4-37*t^5+22*t^6-7*t^7+1*t^8;
Knot[1132,1]:= "12a_0332";Knot[1132,2]:= [-1,2,-1,-2,-3,4,-5,-3,-2,-2,3,4,-3,4,-5] ;Knot[1132,3]:= 2-14*t+41*t^2-57*t^3+41*t^4-14*t^5+2*t^6;
Knot[1133,1]:= "12a_0333";Knot[1133,2]:= [-1,2,-3,4,-1,2,4,-3,2,4,-3,-3] ;Knot[1133,3]:= 1-8*t+27*t^2-52*t^3+65*t^4-52*t^5+27*t^6-8*t^7+1*t^8;
Knot[1134,1]:= "12a_0334";Knot[1134,2]:= [-1,2,-3,-4,-1,-2,3,3,-4,3,-2,-4,3,3] ;Knot[1134,3]:= 1-8*t+28*t^2-54*t^3+67*t^4-54*t^5+28*t^6-8*t^7+1*t^8;
Knot[1135,1]:= "12a_0335";Knot[1135,2]:= [-1,-2,-2,3,4,-2,-2,-3,-1,4,-1,2,3,3] ;Knot[1135,3]:= -1+9*t-30*t^2+59*t^3-73*t^4+59*t^5-30*t^6+9*t^7-1*t^8;
Knot[1136,1]:= "12a_0336";Knot[1136,2]:= [-1,2,2,3,-4,3,1,3,1,2,2,3,-4,-3,-3,2] ;Knot[1136,3]:= -4+22*t-49*t^2+63*t^3-49*t^4+22*t^5-4*t^6;
Knot[1137,1]:= "12a_0337";Knot[1137,2]:= [-1,2,-3,-4,-1,3,-4,-2,5,-2,3,-4,-2,3,5] ;Knot[1137,3]:= 3-22*t+62*t^2-85*t^3+62*t^4-22*t^5+3*t^6;
Knot[1138,1]:= "12a_0338";Knot[1138,2]:= [1,-2,-3,4,1,4,5,3,5,3,-4,-2,3,-4,-5] ;Knot[1138,3]:= 2-16*t+45*t^2-61*t^3+45*t^4-16*t^5+2*t^6;
Knot[1139,1]:= "12a_0339";Knot[1139,2]:= [-1,-1,-2,1,-2,3,2,-4,3,-2,-2,5,-4,-3,-3,5,-4];Knot[1139,3]:= -9+39*t-59*t^2+39*t^3-9*t^4;
Knot[1140,1]:= "12a_0340";Knot[1140,2]:= [-1,2,-3,4,-1,2,4,-3,2,4,5,-3,-4,3,5] ;Knot[1140,3]:= 3-21*t+59*t^2-81*t^3+59*t^4-21*t^5+3*t^6;
Knot[1141,1]:= "12a_0341";Knot[1141,2]:= [-1,2,-3,-1,-3,2,-3,4,2,2,-3,4] ;Knot[1141,3]:= 1-8*t+26*t^2-49*t^3+61*t^4-49*t^5+26*t^6-8*t^7+1*t^8;
Knot[1142,1]:= "12a_0342";Knot[1142,2]:= [-1,2,-3,4,-1,2,-3,2,2,-3,-3,4] ;Knot[1142,3]:= 1-8*t+26*t^2-51*t^3+65*t^4-51*t^5+26*t^6-8*t^7+1*t^8;
Knot[1143,1]:= "12a_0343";Knot[1143,2]:= [-1,2,3,-4,-1,-2,-4,3,-2,-4,5,3,-4,-3,5] ;Knot[1143,3]:= 3-19*t+47*t^2-61*t^3+47*t^4-19*t^5+3*t^6;
Knot[1144,1]:= "12a_0344";Knot[1144,2]:= [-1,2,-1,-2,-3,-3,-4,-2,-4,-2,-4,3,-4,-4] ;Knot[1144,3]:= 5-17*t+30*t^2-35*t^3+30*t^4-17*t^5+5*t^6;
Knot[1145,1]:= "12a_0345";Knot[1145,2]:= [-1,2,-1,-2,-3,-3,-4,-5,4,-2,-5,-2,3,-4,-4] ;Knot[1145,3]:= 8-26*t+37*t^2-26*t^3+8*t^4;
Knot[1146,1]:= "12a_0346";Knot[1146,2]:= [-1,2,-3,2,1,1,1,2,-3,2,-3,-3,-3] ;Knot[1146,3]:= 2-11*t+27*t^2-42*t^3+49*t^4-42*t^5+27*t^6-11*t^7+2*t^8;
Knot[1147,1]:= "12a_0347";Knot[1147,2]:= [-1,2,3,-1,-2,3,-4,3,-2,3,-2,4,4,4] ;Knot[1147,3]:= 4-23*t+54*t^2-69*t^3+54*t^4-23*t^5+4*t^6;
Knot[1148,1]:= "12a_0348";Knot[1148,2]:= [-1,2,-3,4,-1,-3,-2,3,-4,3,2,-5,4,-5,4] ;Knot[1148,3]:= -2+17*t-54*t^2+79*t^3-54*t^4+17*t^5-2*t^6;
Knot[1149,1]:= "12a_0349";Knot[1149,2]:= [-1,2,-3,-4,-1,-2,-4,3,-2,-4,3,-4,-4,3] ;Knot[1149,3]:= 1-8*t+26*t^2-43*t^3+49*t^4-43*t^5+26*t^6-8*t^7+1*t^8;
Knot[1150,1]:= "12a_0350";Knot[1150,2]:= [-1,2,2,-3,2,2,3,1,3,-4,1,2,-3,2,3,-4] ;Knot[1150,3]:= -5+25*t-52*t^2+65*t^3-52*t^4+25*t^5-5*t^6;
Knot[1151,1]:= "12a_0351";Knot[1151,2]:= [-1,2,-3,-4,-1,-2,-4,3,-2,3,3,-4,3,3] ;Knot[1151,3]:= 1-7*t+24*t^2-48*t^3+61*t^4-48*t^5+24*t^6-7*t^7+1*t^8;
Knot[1152,1]:= "12a_0352";Knot[1152,2]:= [-1,2,-3,-4,-1,-2,-4,3,-2,3,-4,3,-4,3] ;Knot[1152,3]:= -1+8*t-28*t^2+57*t^3-71*t^4+57*t^5-28*t^6+8*t^7-1*t^8;
Knot[1153,1]:= "12a_0353";Knot[1153,2]:= [-1,2,2,-3,1,-3,4,1,-2,4,-2,3,3,-4,3,2] ;Knot[1153,3]:= 4-19*t+43*t^2-55*t^3+43*t^4-19*t^5+4*t^6;
Knot[1154,1]:= "12a_0354";Knot[1154,2]:= [-1,-2,3,-2,-2,1,1,2,3,4,4,4,3,-2,3,-4] ;Knot[1154,3]:= 5-26*t+60*t^2-77*t^3+60*t^4-26*t^5+5*t^6;
Knot[1155,1]:= "12a_0355";Knot[1155,2]:= [-1,2,-3,-1,-3,-3,-4,-2,-4,3,-2,-4,-4,-4] ;Knot[1155,3]:= 5-16*t+27*t^2-31*t^3+27*t^4-16*t^5+5*t^6;
Knot[1156,1]:= "12a_0356";Knot[1156,2]:= [-1,2,-1,-2,3,-4,-5,-2,-2,-3,-3,-3,4,-5,-4] ;Knot[1156,3]:= 8-25*t+35*t^2-25*t^3+8*t^4;
Knot[1157,1]:= "12a_0357";Knot[1157,2]:= [-1,2,-3,4,-5,-1,2,3,-5,3,3,4,-5] ;Knot[1157,3]:= -3+17*t-40*t^2+53*t^3-40*t^4+17*t^5-3*t^6;
Knot[1158,1]:= "12a_0358";Knot[1158,2]:= [-1,2,-3,4,-1,-3,-1,2,-3,4,-3,4] ;Knot[1158,3]:= -1+8*t-28*t^2+56*t^3-69*t^4+56*t^5-28*t^6+8*t^7-1*t^8;
Knot[1159,1]:= "12a_0359";Knot[1159,2]:= [-1,2,-3,4,-1,-1,2,-3,2,4,-3,4] ;Knot[1159,3]:= 1-9*t+33*t^2-67*t^3+85*t^4-67*t^5+33*t^6-9*t^7+1*t^8;
Knot[1160,1]:= "12a_0360";Knot[1160,2]:= [-1,2,-1,-2,-3,2,-3,2,-3,-4,5,2,3,-4,5] ;Knot[1160,3]:= -3+20*t-53*t^2+73*t^3-53*t^4+20*t^5-3*t^6;
Knot[1161,1]:= "12a_0361";Knot[1161,2]:= [-1,2,-3,4,-1,2,-3,4,-3,2,-3,4] ;Knot[1161,3]:= 1-9*t+34*t^2-73*t^3+95*t^4-73*t^5+34*t^6-9*t^7+1*t^8;
Knot[1162,1]:= "12a_0362";Knot[1162,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,-2,3,-2,-4,3] ;Knot[1162,3]:= 1-9*t+31*t^2-56*t^3+67*t^4-56*t^5+31*t^6-9*t^7+1*t^8;
Knot[1163,1]:= "12a_0363";Knot[1163,2]:= [-1,2,-3,-4,-1,-2,-4,-2,-2,3,-2,-4,3,3] ;Knot[1163,3]:= 1-8*t+27*t^2-49*t^3+59*t^4-49*t^5+27*t^6-8*t^7+1*t^8;
Knot[1164,1]:= "12a_0364";Knot[1164,2]:= [-1,2,-3,-4,-1,-2,3,-2,3,-4,3,-2,-4,3] ;Knot[1164,3]:= -1+8*t-29*t^2+63*t^3-81*t^4+63*t^5-29*t^6+8*t^7-1*t^8;
Knot[1165,1]:= "12a_0365";Knot[1165,2]:= [-1,2,2,3,-1,3,-1,-1,-1,2,-1,2,-3] ;Knot[1165,3]:= -2+9*t-18*t^2+24*t^3-25*t^4+24*t^5-18*t^6+9*t^7-2*t^8;
Knot[1166,1]:= "12a_0366";Knot[1166,2]:= [-1,2,2,-3,-4,3,1,-4,-3,1,2,-3,2,-3] ;Knot[1166,3]:= -4+20*t-44*t^2+57*t^3-44*t^4+20*t^5-4*t^6;
Knot[1167,1]:= "12a_0367";Knot[1167,2]:= [-1,-1,-1,-2,-2,-2,-2,-3,-1,-3,2,-3,-1] ;Knot[1167,3]:= 3-9*t+17*t^2-24*t^3+27*t^4-24*t^5+17*t^6-9*t^7+3*t^8;
Knot[1168,1]:= "12a_0368";Knot[1168,2]:= [-1,-2,-2,-2,-2,-3,-1,-1,2,-3,-4,3,-4,-3] ;Knot[1168,3]:= 6-20*t+36*t^2-43*t^3+36*t^4-20*t^5+6*t^6;
Knot[1169,1]:= "12a_0369";Knot[1169,2]:= [-1,2,2,2,2,-1,-1,2,2,2,2,2] ;Knot[1169,3]:= 1-3*t+6*t^2-8*t^3+10*t^4-11*t^5+10*t^6-8*t^7+6*t^8-3*t^9+1*t^10;
Knot[1170,1]:= "12a_0370";Knot[1170,2]:= [1,2,2,2,2,-3,-3,2,2,2,1,-2,-3] ;Knot[1170,3]:= 2-7*t+15*t^2-21*t^3+23*t^4-21*t^5+15*t^6-7*t^7+2*t^8;
Knot[1171,1]:= "12a_0371";Knot[1171,2]:= [1,2,-3,-3,2,2,2,2,2,-3,2,1,-2] ;Knot[1171,3]:= 2-7*t+14*t^2-17*t^3+17*t^4-17*t^5+14*t^6-7*t^7+2*t^8;
Knot[1172,1]:= "12a_0372";Knot[1172,2]:= [-1,2,3,-2,3,2,4,-1,-1,2,2,2,3,-2,3,-4] ;Knot[1172,3]:= 4-16*t+35*t^2-45*t^3+35*t^4-16*t^5+4*t^6;
Knot[1173,1]:= "12a_0373";Knot[1173,2]:= [-1,-2,-2,-2,-2,-1,-1,2,3,-4,-2,-4,3,-4] ;Knot[1173,3]:= -1+7*t-18*t^2+30*t^3-35*t^4+30*t^5-18*t^6+7*t^7-1*t^8;
Knot[1174,1]:= "12a_0374";Knot[1174,2]:= [-1,2,-3,4,-1,-1,2,2,2,-3,4,-3] ;Knot[1174,3]:= 1-7*t+22*t^2-40*t^3+49*t^4-40*t^5+22*t^6-7*t^7+1*t^8;
Knot[1175,1]:= "12a_0375";Knot[1175,2]:= [1,1,1,2,2,2,2,-3,-3,2,1,-2,-3] ;Knot[1175,3]:= 2-7*t+15*t^2-22*t^3+25*t^4-22*t^5+15*t^6-7*t^7+2*t^8;
Knot[1176,1]:= "12a_0376";Knot[1176,2]:= [-1,2,3,4,-3,4,3,-2,3,-1,3,-1,3,2] ;Knot[1176,3]:= 4-15*t+30*t^2-37*t^3+30*t^4-15*t^5+4*t^6;
Knot[1177,1]:= "12a_0377";Knot[1177,2]:= [-1,2,-3,4,-1,-1,2,-3,4,-3,4,4] ;Knot[1177,3]:= 1-8*t+26*t^2-48*t^3+59*t^4-48*t^5+26*t^6-8*t^7+1*t^8;
Knot[1178,1]:= "12a_0378";Knot[1178,2]:= [-1,2,-3,-4,5,-1,3,5,2,-4,5,-3,2] ;Knot[1178,3]:= 2-12*t+30*t^2-39*t^3+30*t^4-12*t^5+2*t^6;
Knot[1179,1]:= "12a_0379";Knot[1179,2]:= [-1,2,-1,-2,-3,4,4,-3,4,-2,-2,-2,-2,3] ;Knot[1179,3]:= 3-9*t+15*t^2-17*t^3+15*t^4-9*t^5+3*t^6;
Knot[1180,1]:= "12a_0380";Knot[1180,2]:= [-1,2,-1,-2,3,-2,-3,-4,5,5,-4,-3,-2,4,5] ;Knot[1180,3]:= 6-19*t+27*t^2-19*t^3+6*t^4;
Knot[1181,1]:= "12a_0381";Knot[1181,2]:= [-1,2,3,-1,3,3,3,4,-5,2,-3,4,-5] ;Knot[1181,3]:= 3-17*t+36*t^2-43*t^3+36*t^4-17*t^5+3*t^6;
Knot[1182,1]:= "12a_0382";Knot[1182,2]:= [-1,2,-3,4,-1,-3,4,-3,2,-3,-3,-3] ;Knot[1182,3]:= 1-7*t+18*t^2-26*t^3+29*t^4-26*t^5+18*t^6-7*t^7+1*t^8;
Knot[1183,1]:= "12a_0383";Knot[1183,2]:= [-1,2,-3,4,-1,4,-3,4,2,-3,-3,-3] ;Knot[1183,3]:= -1+7*t-20*t^2+34*t^3-39*t^4+34*t^5-20*t^6+7*t^7-1*t^8;
Knot[1184,1]:= "12a_0384";Knot[1184,2]:= [-1,2,-3,-4,5,-1,-4,5,-4,3,-4,2,-3] ;Knot[1184,3]:= 2-14*t+36*t^2-47*t^3+36*t^4-14*t^5+2*t^6;
Knot[1185,1]:= "12a_0385";Knot[1185,2]:= [-1,2,-3,-4,5,-1,5,-4,3,-4,5,2,-3] ;Knot[1185,3]:= -2+14*t-38*t^2+53*t^3-38*t^4+14*t^5-2*t^6;
Knot[1186,1]:= "12a_0386";Knot[1186,2]:= [-1,2,-1,2,-3,-3,-4,-2,-2,3,-2,-4,-2,3] ;Knot[1186,3]:= 1-8*t+25*t^2-39*t^3+43*t^4-39*t^5+25*t^6-8*t^7+1*t^8;
Knot[1187,1]:= "12a_0387";Knot[1187,2]:= [-1,2,-1,2,-3,-3,-4,-2,3,3,-2,3,-4,3] ;Knot[1187,3]:= 1-8*t+27*t^2-53*t^3+67*t^4-53*t^5+27*t^6-8*t^7+1*t^8;
Knot[1188,1]:= "12a_0388";Knot[1188,2]:= [-1,2,-3,4,-1,-3,4,2,2,-3,2,-3] ;Knot[1188,3]:= 1-8*t+27*t^2-53*t^3+67*t^4-53*t^5+27*t^6-8*t^7+1*t^8;
Knot[1189,1]:= "12a_0389";Knot[1189,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,3,-2,3,-4,3] ;Knot[1189,3]:= -1+9*t-33*t^2+70*t^3-89*t^4+70*t^5-33*t^6+9*t^7-1*t^8;
Knot[1190,1]:= "12a_0390";Knot[1190,2]:= [-1,2,-3,2,2,1,1,1,2,-3,2,-3,-3] ;Knot[1190,3]:= -2+11*t-29*t^2+50*t^3-59*t^4+50*t^5-29*t^6+11*t^7-2*t^8;
Knot[1191,1]:= "12a_0391";Knot[1191,2]:= [-1,2,2,3,1,3,1,3,3,2,-3,4,2,-3,4,3] ;Knot[1191,3]:= 7-23*t+40*t^2-47*t^3+40*t^4-23*t^5+7*t^6;
Knot[1192,1]:= "12a_0392";Knot[1192,2]:= [-1,-1,-2,1,-2,-3,2,4,3,-2,-5,-4,-3,-3,-4,-5,-5];Knot[1192,3]:= 12-38*t+53*t^2-38*t^3+12*t^4;
Knot[1193,1]:= "12a_0393";Knot[1193,2]:= [-1,-2,3,2,2,1,1,-2,3,-4,3,2,2,2,3,-4] ;Knot[1193,3]:= -5+27*t-60*t^2+77*t^3-60*t^4+27*t^5-5*t^6;
Knot[1194,1]:= "12a_0394";Knot[1194,2]:= [1,2,-3,-3,2,2,-1,2,2,2,-3,2,1] ;Knot[1194,3]:= 2-9*t+23*t^2-36*t^3+41*t^4-36*t^5+23*t^6-9*t^7+2*t^8;
Knot[1195,1]:= "12a_0395";Knot[1195,2]:= [-1,2,3,3,2,-1,-1,-2,3,4,-3,4,2,2,2,-3] ;Knot[1195,3]:= 4-18*t+42*t^2-55*t^3+42*t^4-18*t^5+4*t^6;
Knot[1196,1]:= "12a_0396";Knot[1196,2]:= [-1,-2,3,-4,-2,-1,-1,2,3,3,3,-2,3,-4] ;Knot[1196,3]:= 1-7*t+22*t^2-40*t^3+49*t^4-40*t^5+22*t^6-7*t^7+1*t^8;
Knot[1197,1]:= "12a_0397";Knot[1197,2]:= [-1,2,-3,4,-5,-2,-5,-2,-3,4,-2,-5,-1,2,-3] ;Knot[1197,3]:= -3+20*t-48*t^2+63*t^3-48*t^4+20*t^5-3*t^6;
Knot[1198,1]:= "12a_0398";Knot[1198,2]:= [-1,2,-3,4,-1,-3,-1,-3,2,-3,4,-3] ;Knot[1198,3]:= 1-7*t+22*t^2-39*t^3+47*t^4-39*t^5+22*t^6-7*t^7+1*t^8;
Knot[1199,1]:= "12a_0399";Knot[1199,2]:= [-1,2,3,4,4,3,-2,3,-4,3,-1,3,-1,2] ;Knot[1199,3]:= 5-22*t+48*t^2-61*t^3+48*t^4-22*t^5+5*t^6;
Knot[1200,1]:= "12a_0400";Knot[1200,2]:= [-1,2,2,-3,4,5,2,-3,-4,1,2,-3,5,4,-3,5,2] ;Knot[1200,3]:= 3-18*t+48*t^2-65*t^3+48*t^4-18*t^5+3*t^6;
Knot[1201,1]:= "12a_0401";Knot[1201,2]:= [-1,-2,3,-2,1,-2,3,-2,4,-5,4,3,-4,-5,-5] ;Knot[1201,3]:= 2-14*t+38*t^2-51*t^3+38*t^4-14*t^5+2*t^6;
Knot[1202,1]:= "12a_0402";Knot[1202,2]:= [-1,2,-3,4,-1,-3,-1,2,-3,2,4,-3] ;Knot[1202,3]:= -1+8*t-29*t^2+60*t^3-75*t^4+60*t^5-29*t^6+8*t^7-1*t^8;
Knot[1203,1]:= "12a_0403";Knot[1203,2]:= [-1,2,-3,-4,5,-1,-3,-4,2,3,3,4,4,5,-3] ;Knot[1203,3]:= -3+19*t-49*t^2+67*t^3-49*t^4+19*t^5-3*t^6;
Knot[1204,1]:= "12a_0404";Knot[1204,2]:= [-1,2,-1,-2,-3,2,2,-3,-4,5,2,2,3,-4,5] ;Knot[1204,3]:= 3-17*t+37*t^2-45*t^3+37*t^4-17*t^5+3*t^6;
Knot[1205,1]:= "12a_0405";Knot[1205,2]:= [-1,2,-1,-2,3,-4,5,2,-3,-3,2,-3,-3,-4,5] ;Knot[1205,3]:= 3-19*t+45*t^2-57*t^3+45*t^4-19*t^5+3*t^6;
Knot[1206,1]:= "12a_0406";Knot[1206,2]:= [-1,2,-3,4,-1,2,4,5,5,4,-3,4,-5] ;Knot[1206,3]:= 2-16*t+43*t^2-57*t^3+43*t^4-16*t^5+2*t^6;
Knot[1207,1]:= "12a_0407";Knot[1207,2]:= [-1,2,-3,-4,-1,2,-3,-4,-3,-5,4,2,-5,-3,4] ;Knot[1207,3]:= 3-21*t+60*t^2-83*t^3+60*t^4-21*t^5+3*t^6;
Knot[1208,1]:= "12a_0408";Knot[1208,2]:= [-1,-2,3,-4,3,2,2,1,1,-2,3,2,-4,2,2,3] ;Knot[1208,3]:= -5+29*t-66*t^2+85*t^3-66*t^4+29*t^5-5*t^6;
Knot[1209,1]:= "12a_0409";Knot[1209,2]:= [-1,2,-3,2,2,2,2,1,1,1,2,-3,2] ;Knot[1209,3]:= -2+10*t-20*t^2+27*t^3-29*t^4+27*t^5-20*t^6+10*t^7-2*t^8;
Knot[1210,1]:= "12a_0410";Knot[1210,2]:= [-1,2,-1,-2,-2,-2,-3,4,3,3,-2,-2,-3,4,-3,-3] ;Knot[1210,3]:= -4+22*t-48*t^2+61*t^3-48*t^4+22*t^5-4*t^6;
Knot[1211,1]:= "12a_0411";Knot[1211,2]:= [1,2,-3,-3,2,2,2,2,-1,2,-3,2,1] ;Knot[1211,3]:= 2-9*t+21*t^2-29*t^3+31*t^4-29*t^5+21*t^6-9*t^7+2*t^8;
Knot[1212,1]:= "12a_0412";Knot[1212,2]:= [-1,2,-1,-2,-2,-2,-3,4,4,-3,-2,-2,3,-4,3,4] ;Knot[1212,3]:= 4-20*t+49*t^2-65*t^3+49*t^4-20*t^5+4*t^6;
Knot[1213,1]:= "12a_0413";Knot[1213,2]:= [-1,2,-3,-1,-1,2,-3,4,-3,2,-3,4] ;Knot[1213,3]:= -1+8*t-29*t^2+62*t^3-79*t^4+62*t^5-29*t^6+8*t^7-1*t^8;
Knot[1214,1]:= "12a_0414";Knot[1214,2]:= [-1,-1,-2,1,-2,-1,3,-2,1,-2,-3,-3,-4,3,5,-4,5];Knot[1214,3]:= -9+37*t-55*t^2+37*t^3-9*t^4;
Knot[1215,1]:= "12a_0415";Knot[1215,2]:= [-1,2,-3,4,-1,4,-3,2,-3,4,-3,4] ;Knot[1215,3]:= 1-8*t+27*t^2-54*t^3+69*t^4-54*t^5+27*t^6-8*t^7+1*t^8;
Knot[1216,1]:= "12a_0416";Knot[1216,2]:= [-1,2,-3,4,-1,4,-3,4,2,-3,4,4] ;Knot[1216,3]:= -1+8*t-25*t^2+44*t^3-51*t^4+44*t^5-25*t^6+8*t^7-1*t^8;
Knot[1217,1]:= "12a_0417";Knot[1217,2]:= [-1,2,-1,2,-3,-3,-4,-2,3,-2,3,-2,-4,3] ;Knot[1217,3]:= -1+8*t-28*t^2+55*t^3-67*t^4+55*t^5-28*t^6+8*t^7-1*t^8;
Knot[1218,1]:= "12a_0418";Knot[1218,2]:= [-1,2,-3,-1,2,-3,4,-3,-3,2,-3,4] ;Knot[1218,3]:= -1+8*t-27*t^2+54*t^3-67*t^4+54*t^5-27*t^6+8*t^7-1*t^8;
Knot[1219,1]:= "12a_0419";Knot[1219,2]:= [-1,2,-3,4,-1,2,4,-3,2,4,-3,4] ;Knot[1219,3]:= -1+9*t-32*t^2+61*t^3-73*t^4+61*t^5-32*t^6+9*t^7-1*t^8;
Knot[1220,1]:= "12a_0420";Knot[1220,2]:= [-1,2,-1,-2,-3,-3,-4,-2,-2,3,-4,-4,-4,-4] ;Knot[1220,3]:= 5-15*t+23*t^2-25*t^3+23*t^4-15*t^5+5*t^6;
Knot[1221,1]:= "12a_0421";Knot[1221,2]:= [-1,2,-1,-2,-3,-3,-4,-2,-2,3,-4,-5,4,-5,-4] ;Knot[1221,3]:= 10-33*t+47*t^2-33*t^3+10*t^4;
Knot[1222,1]:= "12a_0422";Knot[1222,2]:= [-1,2,-1,-2,3,3,-2,-2,3,3,3,3,3] ;Knot[1222,3]:= 2-6*t+10*t^2-11*t^3+11*t^4-11*t^5+10*t^6-6*t^7+2*t^8;
Knot[1223,1]:= "12a_0423";Knot[1223,2]:= [-1,2,-1,-2,3,3,-2,-2,3,3,3,4,-3,4] ;Knot[1223,3]:= 4-14*t+26*t^2-31*t^3+26*t^4-14*t^5+4*t^6;
Knot[1224,1]:= "12a_0424";Knot[1224,2]:= [-1,2,-1,-2,3,3,-2,-2,3,4,-3,4,4,4] ;Knot[1224,3]:= 4-15*t+29*t^2-35*t^3+29*t^4-15*t^5+4*t^6;
Knot[1225,1]:= "12a_0425";Knot[1225,2]:= [-1,2,-1,-2,3,3,-2,-2,3,4,5,-3,-4,5,4] ;Knot[1225,3]:= 6-20*t+29*t^2-20*t^3+6*t^4;
Knot[1226,1]:= "12a_0426";Knot[1226,2]:= [-1,2,3,3,2,-1,-1,2,-3,-4,2,-4,3,-4] ;Knot[1226,3]:= 1-8*t+29*t^2-60*t^3+77*t^4-60*t^5+29*t^6-8*t^7+1*t^8;
Knot[1227,1]:= "12a_0427";Knot[1227,2]:= [-1,2,-3,-1,-3,4,2,-3,2,4,2,-3] ;Knot[1227,3]:= 1-8*t+26*t^2-48*t^3+59*t^4-48*t^5+26*t^6-8*t^7+1*t^8;
Knot[1228,1]:= "12a_0428";Knot[1228,2]:= [-1,2,2,3,-1,3,-1,-1,2,-1,2,2,-3] ;Knot[1228,3]:= 2-9*t+21*t^2-32*t^3+37*t^4-32*t^5+21*t^6-9*t^7+2*t^8;
Knot[1229,1]:= "12a_0429";Knot[1229,2]:= [-1,2,2,-3,-4,3,1,-4,1,2,-3,2,2,-3] ;Knot[1229,3]:= 4-19*t+42*t^2-53*t^3+42*t^4-19*t^5+4*t^6;
Knot[1230,1]:= "12a_0430";Knot[1230,2]:= [1,1,1,2,2,-3,-3,2,-1,2,-3,2,2] ;Knot[1230,3]:= 2-10*t+27*t^2-45*t^3+53*t^4-45*t^5+27*t^6-10*t^7+2*t^8;
Knot[1231,1]:= "12a_0431";Knot[1231,2]:= [-1,2,2,3,1,1,2,2,3,-4,3,-2,3,3,4,4] ;Knot[1231,3]:= 8-31*t+61*t^2-75*t^3+61*t^4-31*t^5+8*t^6;
Knot[1232,1]:= "12a_0432";Knot[1232,2]:= [-1,2,2,3,1,3,1,-2,3,4,2,2,2,-3,4,3] ;Knot[1232,3]:= 7-25*t+46*t^2-55*t^3+46*t^4-25*t^5+7*t^6;
Knot[1233,1]:= "12a_0433";Knot[1233,2]:= [-1,2,-3,4,-5,-1,2,-3,-5,-4,-4,-4,-5] ;Knot[1233,3]:= -3+19*t-44*t^2+57*t^3-44*t^4+19*t^5-3*t^6;
Knot[1234,1]:= "12a_0434";Knot[1234,2]:= [-1,2,3,-4,-1,2,-4,-3,2,3,3,3,-4,3] ;Knot[1234,3]:= -1+8*t-23*t^2+41*t^3-49*t^4+41*t^5-23*t^6+8*t^7-1*t^8;
Knot[1235,1]:= "12a_0435";Knot[1235,2]:= [-1,2,-3,4,-1,4,-1,-2,-2,-2,3,3,3,4] ;Knot[1235,3]:= 1-8*t+26*t^2-48*t^3+59*t^4-48*t^5+26*t^6-8*t^7+1*t^8;
Knot[1236,1]:= "12a_0436";Knot[1236,2]:= [-1,2,-3,4,-1,4,-1,2,-3,4,4,4] ;Knot[1236,3]:= -1+7*t-18*t^2+29*t^3-33*t^4+29*t^5-18*t^6+7*t^7-1*t^8;
Knot[1237,1]:= "12a_0437";Knot[1237,2]:= [-1,2,-1,-2,3,-4,5,-2,5,-2,3,-4,5] ;Knot[1237,3]:= -2+14*t-35*t^2+47*t^3-35*t^4+14*t^5-2*t^6;
Knot[1238,1]:= "12a_0438";Knot[1238,2]:= [-1,2,-1,2,-3,2,-3,-2,3,-2,3,-4,3,-4] ;Knot[1238,3]:= 1-8*t+25*t^2-44*t^3+53*t^4-44*t^5+25*t^6-8*t^7+1*t^8;
Knot[1239,1]:= "12a_0439";Knot[1239,2]:= [-1,2,-3,4,-1,-3,4,2,-3,2,4,-3] ;Knot[1239,3]:= 1-9*t+34*t^2-71*t^3+91*t^4-71*t^5+34*t^6-9*t^7+1*t^8;
Knot[1240,1]:= "12a_0440";Knot[1240,2]:= [-1,2,2,3,-1,3,2,-1,2,2,2,2,-3] ;Knot[1240,3]:= 2-9*t+20*t^2-28*t^3+31*t^4-28*t^5+20*t^6-9*t^7+2*t^8;
Knot[1241,1]:= "12a_0441";Knot[1241,2]:= [-1,2,2,-3,1,-3,1,-2,-2,3,3,3,4,-3,2,4] ;Knot[1241,3]:= 4-20*t+46*t^2-59*t^3+46*t^4-20*t^5+4*t^6;
Knot[1242,1]:= "12a_0442";Knot[1242,2]:= [-1,2,-3,-4,-1,-1,-2,-2,-2,-2,-2,3,-4,-3] ;Knot[1242,3]:= 5-14*t+21*t^2-23*t^3+21*t^4-14*t^5+5*t^6;
Knot[1243,1]:= "12a_0443";Knot[1243,2]:= [1,2,-3,4,5,2,5,1,-2,3,3,3,4,-5,4] ;Knot[1243,3]:= 10-31*t+43*t^2-31*t^3+10*t^4;
Knot[1244,1]:= "12a_0444";Knot[1244,2]:= [-1,2,-3,4,-5,-1,3,-5,-2,-4,3,-2,-4,-4,-5] ;Knot[1244,3]:= -2+13*t-30*t^2+39*t^3-30*t^4+13*t^5-2*t^6;
Knot[1245,1]:= "12a_0445";Knot[1245,2]:= [-1,2,-3,4,-1,4,-1,2,2,2,-3,4] ;Knot[1245,3]:= -1+7*t-20*t^2+36*t^3-43*t^4+36*t^5-20*t^6+7*t^7-1*t^8;
Knot[1246,1]:= "12a_0446";Knot[1246,2]:= [-1,2,-3,4,-1,-3,-1,-3,4,2,-3,4] ;Knot[1246,3]:= -1+8*t-26*t^2+50*t^3-61*t^4+50*t^5-26*t^6+8*t^7-1*t^8;
Knot[1247,1]:= "12a_0447";Knot[1247,2]:= [1,-2,-3,4,-5,1,2,-3,-2,-5,1,4,-5] ;Knot[1247,3]:= -2+12*t-28*t^2+37*t^3-28*t^4+12*t^5-2*t^6;
Knot[1248,1]:= "12a_0448";Knot[1248,2]:= [-1,2,3,4,-1,4,5,-6,3,2,-3,-4,5,3,-4,-6] ;Knot[1248,3]:= 5-26*t+43*t^2-26*t^3+5*t^4;
Knot[1249,1]:= "12a_0449";Knot[1249,2]:= [-1,-2,-2,-3,4,2,1,2,-3,2,4,-5,4,-3,2,4,5] ;Knot[1249,3]:= 2-16*t+45*t^2-61*t^3+45*t^4-16*t^5+2*t^6;
Knot[1250,1]:= "12a_0450";Knot[1250,2]:= [-1,2,-3,-4,-5,-1,2,4,-5,-3,4,-3,2,-3,-4] ;Knot[1250,3]:= 2-16*t+50*t^2-71*t^3+50*t^4-16*t^5+2*t^6;
Knot[1251,1]:= "12a_0451";Knot[1251,2]:= [-1,2,-3,4,-1,2,4,2,-3,2,-3,4] ;Knot[1251,3]:= -1+8*t-27*t^2+53*t^3-65*t^4+53*t^5-27*t^6+8*t^7-1*t^8;
Knot[1252,1]:= "12a_0452";Knot[1252,2]:= [-1,2,3,-4,-1,3,-1,2,-3,2,-4,2,3,-4] ;Knot[1252,3]:= 1-8*t+28*t^2-55*t^3+69*t^4-55*t^5+28*t^6-8*t^7+1*t^8;
Knot[1253,1]:= "12a_0453";Knot[1253,2]:= [-1,2,-3,4,-1,2,-3,-3,-3,4,4,4] ;Knot[1253,3]:= 1-7*t+18*t^2-30*t^3+37*t^4-30*t^5+18*t^6-7*t^7+1*t^8;
Knot[1254,1]:= "12a_0454";Knot[1254,2]:= [-1,2,-3,-4,5,-1,3,5,2,5,-4,5,-3] ;Knot[1254,3]:= 2-12*t+24*t^2-27*t^3+24*t^4-12*t^5+2*t^6;
Knot[1255,1]:= "12a_0455";Knot[1255,2]:= [-1,2,-3,-1,-3,4,-3,2,-3,2,4,-3] ;Knot[1255,3]:= -1+8*t-27*t^2+52*t^3-63*t^4+52*t^5-27*t^6+8*t^7-1*t^8;
Knot[1256,1]:= "12a_0456";Knot[1256,2]:= [-1,2,-3,4,-1,2,-3,4,4,-3,-3,4] ;Knot[1256,3]:= 1-8*t+25*t^2-48*t^3+61*t^4-48*t^5+25*t^6-8*t^7+1*t^8;
Knot[1257,1]:= "12a_0457";Knot[1257,2]:= [-1,2,-3,4,-1,-3,2,-3,4,-3,2,-3] ;Knot[1257,3]:= -1+8*t-29*t^2+60*t^3-75*t^4+60*t^5-29*t^6+8*t^7-1*t^8;
Knot[1258,1]:= "12a_0458";Knot[1258,2]:= [-1,2,-3,4,-1,2,-3,2,4,-3,2,-3] ;Knot[1258,3]:= 1-9*t+32*t^2-63*t^3+79*t^4-63*t^5+32*t^6-9*t^7+1*t^8;
Knot[1259,1]:= "12a_0459";Knot[1259,2]:= [-1,2,-3,-4,-1,2,3,-4,-3,-5,2,-3,4,-5,-4] ;Knot[1259,3]:= 3-21*t+58*t^2-79*t^3+58*t^4-21*t^5+3*t^6;
Knot[1260,1]:= "12a_0460";Knot[1260,2]:= [1,2,3,-4,5,3,4,-2,1,-2,-3,4,-3,-5,-4,3,-4] ;Knot[1260,3]:= -2+17*t-53*t^2+77*t^3-53*t^4+17*t^5-2*t^6;
Knot[1261,1]:= "12a_0461";Knot[1261,2]:= [-1,2,2,-3,-4,2,2,3,1,-4,3,1,2,-3,2,3] ;Knot[1261,3]:= -5+25*t-53*t^2+67*t^3-53*t^4+25*t^5-5*t^6;
Knot[1262,1]:= "12a_0462";Knot[1262,2]:= [-1,2,-3,4,-1,2,2,2,-3,-3,-3,4] ;Knot[1262,3]:= 1-7*t+19*t^2-32*t^3+39*t^4-32*t^5+19*t^6-7*t^7+1*t^8;
Knot[1263,1]:= "12a_0463";Knot[1263,2]:= [-1,2,3,-4,5,-1,-2,3,-4,2,-4,-4,5] ;Knot[1263,3]:= 2-12*t+26*t^2-31*t^3+26*t^4-12*t^5+2*t^6;
Knot[1264,1]:= "12a_0464";Knot[1264,2]:= [-1,2,-3,-4,-1,-2,3,3,-2,3,-4,3,-2,3] ;Knot[1264,3]:= 1-7*t+24*t^2-49*t^3+63*t^4-49*t^5+24*t^6-7*t^7+1*t^8;
Knot[1265,1]:= "12a_0465";Knot[1265,2]:= [-1,2,-3,4,-1,2,-3,-3,2,2,-3,4] ;Knot[1265,3]:= 1-8*t+26*t^2-52*t^3+67*t^4-52*t^5+26*t^6-8*t^7+1*t^8;
Knot[1266,1]:= "12a_0466";Knot[1266,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,-2,-2,3,-2,3] ;Knot[1266,3]:= 1-8*t+26*t^2-44*t^3+51*t^4-44*t^5+26*t^6-8*t^7+1*t^8;
Knot[1267,1]:= "12a_0467";Knot[1267,2]:= [-1,2,-3,-4,-1,-2,3,-2,3,-2,-4,3,-2,3] ;Knot[1267,3]:= -1+8*t-29*t^2+60*t^3-75*t^4+60*t^5-29*t^6+8*t^7-1*t^8;
Knot[1268,1]:= "12a_0468";Knot[1268,2]:= [-1,-2,3,3,-2,3,-1,3,-1,3,4,2,-3,4] ;Knot[1268,3]:= -1+8*t-23*t^2+40*t^3-47*t^4+40*t^5-23*t^6+8*t^7-1*t^8;
Knot[1269,1]:= "12a_0469";Knot[1269,2]:= [-1,-2,3,3,-2,3,-4,3,-1,-1,-2,3,2,-4] ;Knot[1269,3]:= 1-7*t+24*t^2-47*t^3+59*t^4-47*t^5+24*t^6-7*t^7+1*t^8;
Knot[1270,1]:= "12a_0470";Knot[1270,2]:= [-1,2,-3,-4,-1,2,-4,2,2,3,-2,-4,-3,-3] ;Knot[1270,3]:= -1+8*t-27*t^2+54*t^3-67*t^4+54*t^5-27*t^6+8*t^7-1*t^8;
Knot[1271,1]:= "12a_0471";Knot[1271,2]:= [-1,2,3,-4,-5,6,-1,3,-5,6,2,-4,5,-3] ;Knot[1271,3]:= 4-21*t+35*t^2-21*t^3+4*t^4;
Knot[1272,1]:= "12a_0472";Knot[1272,2]:= [-1,2,-3,-4,-1,-4,-3,2,-3,4,-5,-3,4,-5,-4] ;Knot[1272,3]:= -3+22*t-56*t^2+75*t^3-56*t^4+22*t^5-3*t^6;
Knot[1273,1]:= "12a_0473";Knot[1273,2]:= [-1,2,-3,-4,-1,-2,3,-2,3,-4,3,-2,3,3] ;Knot[1273,3]:= 1-8*t+30*t^2-64*t^3+83*t^4-64*t^5+30*t^6-8*t^7+1*t^8;
Knot[1274,1]:= "12a_0474";Knot[1274,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,-2,3,-2,3,3] ;Knot[1274,3]:= -1+9*t-32*t^2+63*t^3-77*t^4+63*t^5-32*t^6+9*t^7-1*t^8;
Knot[1275,1]:= "12a_0475";Knot[1275,2]:= [-1,-2,3,-2,-2,3,-2,3,4,-1,-1,2,-3,4] ;Knot[1275,3]:= -1+8*t-28*t^2+56*t^3-69*t^4+56*t^5-28*t^6+8*t^7-1*t^8;
Knot[1276,1]:= "12a_0476";Knot[1276,2]:= [-1,2,-3,-1,-3,4,-3,-3,2,-3,4,-3] ;Knot[1276,3]:= 1-7*t+20*t^2-33*t^3+39*t^4-33*t^5+20*t^6-7*t^7+1*t^8;
Knot[1277,1]:= "12a_0477";Knot[1277,2]:= [-1,2,-3,4,-5,6,-1,2,-3,4,-5,6] ;Knot[1277,3]:= -1+11*t-41*t^2+63*t^3-41*t^4+11*t^5-1*t^6;
Knot[1278,1]:= "12a_0478";Knot[1278,2]:= [-1,2,-3,-1,-3,4,-3,-3,4,2,-3,4] ;Knot[1278,3]:= -1+8*t-25*t^2+46*t^3-55*t^4+46*t^5-25*t^6+8*t^7-1*t^8;
Knot[1279,1]:= "12a_0479";Knot[1279,2]:= [-1,2,3,-1,3,-4,-2,3,-2,3,3,-2,-4,-3] ;Knot[1279,3]:= 1-8*t+28*t^2-56*t^3+71*t^4-56*t^5+28*t^6-8*t^7+1*t^8;
Knot[1280,1]:= "12a_0480";Knot[1280,2]:= [-1,-2,3,-2,3,-2,-4,-1,-1,2,3,-2,3,-4] ;Knot[1280,3]:= -1+8*t-30*t^2+64*t^3-81*t^4+64*t^5-30*t^6+8*t^7-1*t^8;
Knot[1281,1]:= "12a_0481";Knot[1281,2]:= [-1,2,-3,4,5,-1,2,-3,-3,-3,-4,5,4] ;Knot[1281,3]:= 2-13*t+28*t^2-33*t^3+28*t^4-13*t^5+2*t^6;
Knot[1282,1]:= "12a_0482";Knot[1282,2]:= [-1,2,-3,4,5,6,-1,2,-3,-5,6,-4,5,-4] ;Knot[1282,3]:= 4-23*t+39*t^2-23*t^3+4*t^4;
Knot[1283,1]:= "12a_0483";Knot[1283,2]:= [-1,2,-3,-4,-1,-2,3,-2,-4,3,-2,-4,3,3] ;Knot[1283,3]:= -1+9*t-35*t^2+75*t^3-95*t^4+75*t^5-35*t^6+9*t^7-1*t^8;
Knot[1284,1]:= "12a_0484";Knot[1284,2]:= [-1,-2,3,-2,3,-2,4,-3,-1,4,-1,2,3,3] ;Knot[1284,3]:= 1-9*t+32*t^2-63*t^3+79*t^4-63*t^5+32*t^6-9*t^7+1*t^8;
Knot[1285,1]:= "12a_0485";Knot[1285,2]:= [-1,2,-3,4,-1,-3,4,-3,2,-3,4,-3] ;Knot[1285,3]:= -1+8*t-28*t^2+56*t^3-69*t^4+56*t^5-28*t^6+8*t^7-1*t^8;
Knot[1286,1]:= "12a_0486";Knot[1286,2]:= [-1,2,-3,4,-1,-3,4,-3,4,2,-3,4] ;Knot[1286,3]:= 1-9*t+31*t^2-59*t^3+73*t^4-59*t^5+31*t^6-9*t^7+1*t^8;
Knot[1287,1]:= "12a_0487";Knot[1287,2]:= [-1,2,3,-1,3,-4,-2,-2,3,-2,3,-2,-4,-3] ;Knot[1287,3]:= -1+8*t-29*t^2+58*t^3-71*t^4+58*t^5-29*t^6+8*t^7-1*t^8;
Knot[1288,1]:= "12a_0488";Knot[1288,2]:= [-1,2,3,-1,3,-4,3,-2,3,3,3,-2,-4,-3] ;Knot[1288,3]:= -1+7*t-22*t^2+37*t^3-41*t^4+37*t^5-22*t^6+7*t^7-1*t^8;
Knot[1289,1]:= "12a_0489";Knot[1289,2]:= [-1,2,3,-4,5,-1,2,-3,-4,2,-3,-3,-3,-4,5] ;Knot[1289,3]:= 3-20*t+50*t^2-65*t^3+50*t^4-20*t^5+3*t^6;
Knot[1290,1]:= "12a_0490";Knot[1290,2]:= [-1,2,2,3,-4,3,1,1,-2,3,2,4,2,4,2,3] ;Knot[1290,3]:= 7-25*t+45*t^2-53*t^3+45*t^4-25*t^5+7*t^6;
Knot[1291,1]:= "12a_0491";Knot[1291,2]:= [-1,2,-3,4,-1,-3,4,-2,-5,4,4,3,2,-4,-5] ;Knot[1291,3]:= -2+14*t-42*t^2+61*t^3-42*t^4+14*t^5-2*t^6;
Knot[1292,1]:= "12a_0492";Knot[1292,2]:= [1,-2,3,4,5,-2,-3,4,1,2,-3,-2,4,-5,4,-3,-2] ;Knot[1292,3]:= -2+15*t-47*t^2+69*t^3-47*t^4+15*t^5-2*t^6;
Knot[1293,1]:= "12a_0493";Knot[1293,2]:= [-1,2,3,-1,3,-4,3,3,3,-2,3,-2,-4,-3] ;Knot[1293,3]:= -1+7*t-22*t^2+36*t^3-39*t^4+36*t^5-22*t^6+7*t^7-1*t^8;
Knot[1294,1]:= "12a_0494";Knot[1294,2]:= [-1,2,-3,4,5,-2,-2,-3,4,1,2,-3,4,-5,4,-3,2] ;Knot[1294,3]:= -2+15*t-48*t^2+71*t^3-48*t^4+15*t^5-2*t^6;
Knot[1295,1]:= "12a_0495";Knot[1295,2]:= [-1,2,-3,2,2,1,1,1,2,2,-3,2,-3] ;Knot[1295,3]:= 2-11*t+30*t^2-50*t^3+59*t^4-50*t^5+30*t^6-11*t^7+2*t^8;
Knot[1296,1]:= "12a_0496";Knot[1296,2]:= [-1,2,-1,2,-3,2,2,3,-1,3,2,-1,2] ;Knot[1296,3]:= -2+12*t-32*t^2+55*t^3-65*t^4+55*t^5-32*t^6+12*t^7-2*t^8;
Knot[1297,1]:= "12a_0497";Knot[1297,2]:= [-1,2,-3,4,2,-3,4,-3,2,-1,-1,2] ;Knot[1297,3]:= 1-7*t+23*t^2-45*t^3+57*t^4-45*t^5+23*t^6-7*t^7+1*t^8;
Knot[1298,1]:= "12a_0498";Knot[1298,2]:= [-1,2,-1,2,-3,2,-3,4,4,-3,2,4] ;Knot[1298,3]:= -1+7*t-23*t^2+45*t^3-55*t^4+45*t^5-23*t^6+7*t^7-1*t^8;
Knot[1299,1]:= "12a_0499";Knot[1299,2]:= [-1,2,-3,4,4,-3,2,-3,4,-1,-1,2] ;Knot[1299,3]:= 1-7*t+25*t^2-51*t^3+65*t^4-51*t^5+25*t^6-7*t^7+1*t^8;
Knot[1300,1]:= "12a_0500";Knot[1300,2]:= [-1,2,-1,2,2,-3,4,-3,4,2,-3,2] ;Knot[1300,3]:= -1+7*t-21*t^2+35*t^3-39*t^4+35*t^5-21*t^6+7*t^7-1*t^8;
Knot[1301,1]:= "12a_0501";Knot[1301,2]:= [-1,2,-3,4,-1,-3,4,2,4,4,-3,2] ;Knot[1301,3]:= -1+7*t-23*t^2+43*t^3-51*t^4+43*t^5-23*t^6+7*t^7-1*t^8;
Knot[1302,1]:= "12a_0502";Knot[1302,2]:= [-1,2,2,3,3,2,2,2,2,2,-1,2,-3] ;Knot[1302,3]:= -2+8*t-13*t^2+15*t^3-15*t^4+15*t^5-13*t^6+8*t^7-2*t^8;
Knot[1303,1]:= "12a_0503";Knot[1303,2]:= [-1,2,-1,2,2,-3,2,-3,-4,-3,2,-3,2,4] ;Knot[1303,3]:= -1+7*t-19*t^2+27*t^3-27*t^4+27*t^5-19*t^6+7*t^7-1*t^8;
Knot[1304,1]:= "12a_0504";Knot[1304,2]:= [-1,2,2,3,1,1,2,3,-4,3,-2,-4,3,2,-3,2] ;Knot[1304,3]:= -4+18*t-34*t^2+41*t^3-34*t^4+18*t^5-4*t^6;
Knot[1305,1]:= "12a_0505";Knot[1305,2]:= [-1,2,-3,-1,2,-3,-4,-3,2,-4,3,-4,-3,2] ;Knot[1305,3]:= -1+7*t-21*t^2+39*t^3-47*t^4+39*t^5-21*t^6+7*t^7-1*t^8;
Knot[1306,1]:= "12a_0506";Knot[1306,2]:= [-1,2,-1,2,-3,2,-3,4,-3,4,-3,2] ;Knot[1306,3]:= 1-7*t+21*t^2-39*t^3+49*t^4-39*t^5+21*t^6-7*t^7+1*t^8;
Knot[1307,1]:= "12a_0507";Knot[1307,2]:= [-1,2,2,3,3,2,2,2,-1,2,2,2,-3] ;Knot[1307,3]:= -2+8*t-15*t^2+21*t^3-23*t^4+21*t^5-15*t^6+8*t^7-2*t^8;
Knot[1308,1]:= "12a_0508";Knot[1308,2]:= [-1,2,2,1,1,2,2,2,-3,-4,2,3,-4,3] ;Knot[1308,3]:= -4+16*t-28*t^2+33*t^3-28*t^4+16*t^5-4*t^6;
Knot[1309,1]:= "12a_0509";Knot[1309,2]:= [-1,-1,2,2,-3,-1,2,2,3,3,2,-1,2] ;Knot[1309,3]:= -2+10*t-26*t^2+45*t^3-53*t^4+45*t^5-26*t^6+10*t^7-2*t^8;
Knot[1310,1]:= "12a_0510";Knot[1310,2]:= [-1,2,2,1,1,2,-3,2,-3,-4,-4,-3,-3,4] ;Knot[1310,3]:= -4+20*t-44*t^2+57*t^3-44*t^4+20*t^5-4*t^6;
Knot[1311,1]:= "12a_0511";Knot[1311,2]:= [-1,2,-1,2,-3,2,2,3,3,2,2,2,-1] ;Knot[1311,3]:= 2-8*t+17*t^2-23*t^3+25*t^4-23*t^5+17*t^6-8*t^7+2*t^8;
Knot[1312,1]:= "12a_0512";Knot[1312,2]:= [-1,2,-3,-1,-3,-3,4,4,-3,4,2,-3] ;Knot[1312,3]:= -1+7*t-19*t^2+31*t^3-35*t^4+31*t^5-19*t^6+7*t^7-1*t^8;
Knot[1313,1]:= "12a_0513";Knot[1313,2]:= [-1,2,2,1,1,2,-3,2,3,-4,3,-2,4,-3,4,-3] ;Knot[1313,3]:= 4-18*t+40*t^2-51*t^3+40*t^4-18*t^5+4*t^6;
Knot[1314,1]:= "12a_0514";Knot[1314,2]:= [-1,2,2,1,1,2,-3,2,3,-4,3,-4,-4,3] ;Knot[1314,3]:= 4-19*t+43*t^2-55*t^3+43*t^4-19*t^5+4*t^6;
Knot[1315,1]:= "12a_0515";Knot[1315,2]:= [-1,2,-3,-4,-2,3,-4,3,-2,3,-1,3,-1,2] ;Knot[1315,3]:= 1-7*t+21*t^2-37*t^3+45*t^4-37*t^5+21*t^6-7*t^7+1*t^8;
Knot[1316,1]:= "12a_0516";Knot[1316,2]:= [-1,2,-3,-4,2,-3,-4,-3,2,-3,-1,4,-1,2] ;Knot[1316,3]:= -1+7*t-23*t^2+47*t^3-59*t^4+47*t^5-23*t^6+7*t^7-1*t^8;
Knot[1317,1]:= "12a_0517";Knot[1317,2]:= [-1,2,-1,2,2,-3,4,2,4,-3,2,4] ;Knot[1317,3]:= 1-7*t+19*t^2-29*t^3+33*t^4-29*t^5+19*t^6-7*t^7+1*t^8;
Knot[1318,1]:= "12a_0518";Knot[1318,2]:= [-1,2,-3,4,5,-1,-3,-4,5,4,2,-3,2] ;Knot[1318,3]:= -2+13*t-37*t^2+53*t^3-37*t^4+13*t^5-2*t^6;
Knot[1319,1]:= "12a_0519";Knot[1319,2]:= [-1,2,2,2,2,3,3,2,2,2,-1,2,-3] ;Knot[1319,3]:= -2+8*t-14*t^2+20*t^3-23*t^4+20*t^5-14*t^6+8*t^7-2*t^8;
Knot[1320,1]:= "12a_0520";Knot[1320,2]:= [-1,2,3,-2,3,3,-4,3,-4,3,2,1,1,2] ;Knot[1320,3]:= -4+17*t-29*t^2+33*t^3-29*t^4+17*t^5-4*t^6;
Knot[1321,1]:= "12a_0521";Knot[1321,2]:= [-1,2,-3,-1,-3,-3,4,-3,4,-3,2,-3] ;Knot[1321,3]:= 1-7*t+17*t^2-21*t^3+21*t^4-21*t^5+17*t^6-7*t^7+1*t^8;
Knot[1322,1]:= "12a_0522";Knot[1322,2]:= [-1,2,2,1,1,2,-3,2,3,3,-4,3,-4,3] ;Knot[1322,3]:= -4+19*t-39*t^2+49*t^3-39*t^4+19*t^5-4*t^6;
Knot[1323,1]:= "12a_0523";Knot[1323,2]:= [-1,2,-1,-1,2,-3,2,2,3,-1,3,2,-1] ;Knot[1323,3]:= 2-10*t+26*t^2-43*t^3+51*t^4-43*t^5+26*t^6-10*t^7+2*t^8;
Knot[1324,1]:= "12a_0524";Knot[1324,2]:= [-1,2,-3,4,-5,-1,3,4,-5,-4,3,-4,2,-4,-3] ;Knot[1324,3]:= 2-15*t+41*t^2-55*t^3+41*t^4-15*t^5+2*t^6;
Knot[1325,1]:= "12a_0525";Knot[1325,2]:= [-1,2,3,-4,-1,3,-4,-5,-4,3,-4,-2,5,3,-2] ;Knot[1325,3]:= -2+13*t-33*t^2+45*t^3-33*t^4+13*t^5-2*t^6;
Knot[1326,1]:= "12a_0526";Knot[1326,2]:= [-1,2,-1,-1,2,-3,2,2,3,3,2,-1,2] ;Knot[1326,3]:= -2+10*t-25*t^2+43*t^3-51*t^4+43*t^5-25*t^6+10*t^7-2*t^8;
Knot[1327,1]:= "12a_0527";Knot[1327,2]:= [-1,2,2,3,3,2,2,-1,2,-1,2,2,-3] ;Knot[1327,3]:= 2-10*t+25*t^2-39*t^3+45*t^4-39*t^5+25*t^6-10*t^7+2*t^8;
Knot[1328,1]:= "12a_0528";Knot[1328,2]:= [-1,2,-3,4,2,4,-3,2,4,-1,-1,2] ;Knot[1328,3]:= -1+7*t-21*t^2+39*t^3-47*t^4+39*t^5-21*t^6+7*t^7-1*t^8;
Knot[1329,1]:= "12a_0529";Knot[1329,2]:= [-1,2,-3,4,-1,-3,4,-5,-4,3,-4,2,5,-3,2] ;Knot[1329,3]:= -2+15*t-45*t^2+65*t^3-45*t^4+15*t^5-2*t^6;
Knot[1330,1]:= "12a_0530";Knot[1330,2]:= [-1,2,3,-4,5,-1,-4,5,3,4,2,-5,-3,2,-4] ;Knot[1330,3]:= -3+19*t-51*t^2+71*t^3-51*t^4+19*t^5-3*t^6;
Knot[1331,1]:= "12a_0531";Knot[1331,2]:= [-1,-1,-1,2,2,3,3,2,-1,2,2,2,-3] ;Knot[1331,3]:= -2+8*t-18*t^2+30*t^3-35*t^4+30*t^5-18*t^6+8*t^7-2*t^8;
Knot[1332,1]:= "12a_0532";Knot[1332,2]:= [-1,2,2,1,1,2,-3,-4,2,-4,-4,3,-4,3] ;Knot[1332,3]:= -4+15*t-27*t^2+33*t^3-27*t^4+15*t^5-4*t^6;
Knot[1333,1]:= "12a_0533";Knot[1333,2]:= [-1,2,-1,2,-3,2,2,2,2,3,3,2,-1] ;Knot[1333,3]:= 2-8*t+18*t^2-26*t^3+29*t^4-26*t^5+18*t^6-8*t^7+2*t^8;
Knot[1334,1]:= "12a_0534";Knot[1334,2]:= [-1,2,-1,-2,3,-2,-3,-3,-3,4,4,-3,-2,4] ;Knot[1334,3]:= 4-17*t+37*t^2-47*t^3+37*t^4-17*t^5+4*t^6;
Knot[1335,1]:= "12a_0535";Knot[1335,2]:= [-1,2,-3,4,2,4,-1,4,-1,-3,2,4] ;Knot[1335,3]:= -1+7*t-21*t^2+37*t^3-43*t^4+37*t^5-21*t^6+7*t^7-1*t^8;
Knot[1336,1]:= "12a_0536";Knot[1336,2]:= [-1,2,-3,4,-1,2,4,4,4,-3,2,4] ;Knot[1336,3]:= 1-7*t+19*t^2-27*t^3+29*t^4-27*t^5+19*t^6-7*t^7+1*t^8;
Knot[1337,1]:= "12a_0537";Knot[1337,2]:= [-1,2,-3,4,5,-1,2,5,4,-3,2,4,-5] ;Knot[1337,3]:= 2-15*t+43*t^2-59*t^3+43*t^4-15*t^5+2*t^6;
Knot[1338,1]:= "12a_0538";Knot[1338,2]:= [-1,2,-1,2,3,3,2,2,2,2,2,2,-3] ;Knot[1338,3]:= -2+8*t-12*t^2+13*t^3-13*t^4+13*t^5-12*t^6+8*t^7-2*t^8;
Knot[1339,1]:= "12a_0539";Knot[1339,2]:= [-1,2,2,2,3,-4,-2,3,-4,3,2,1,1,2] ;Knot[1339,3]:= -4+18*t-32*t^2+37*t^3-32*t^4+18*t^5-4*t^6;
Knot[1340,1]:= "12a_0540";Knot[1340,2]:= [-1,2,3,-4,-2,3,-4,3,2,1,1,2,2,2] ;Knot[1340,3]:= -4+19*t-37*t^2+45*t^3-37*t^4+19*t^5-4*t^6;
Knot[1341,1]:= "12a_0541";Knot[1341,2]:= [-1,2,-3,4,-1,2,-3,2,4,2,4,4] ;Knot[1341,3]:= 1-7*t+19*t^2-31*t^3+37*t^4-31*t^5+19*t^6-7*t^7+1*t^8;
Knot[1342,1]:= "12a_0542";Knot[1342,2]:= [-1,2,-1,2,3,-2,3,4,-3,4,-5,4,-3,4,3,5,2] ;Knot[1342,3]:= -7+31*t-47*t^2+31*t^3-7*t^4;
Knot[1343,1]:= "12a_0543";Knot[1343,2]:= [-1,2,3,-4,5,-1,3,3,-4,5,4,2,-3,2,-4] ;Knot[1343,3]:= 3-21*t+57*t^2-77*t^3+57*t^4-21*t^5+3*t^6;
Knot[1344,1]:= "12a_0544";Knot[1344,2]:= [-1,2,-1,-1,-1,2,-3,2,2,3,3,2,-1] ;Knot[1344,3]:= 2-8*t+19*t^2-31*t^3+37*t^4-31*t^5+19*t^6-8*t^7+2*t^8;
Knot[1345,1]:= "12a_0545";Knot[1345,2]:= [-1,2,-1,-2,3,3,4,4,3,3,-4,-2,-2,3] ;Knot[1345,3]:= 4-16*t+32*t^2-39*t^3+32*t^4-16*t^5+4*t^6;
Knot[1346,1]:= "12a_0546";Knot[1346,2]:= [-1,2,-3,-4,5,-1,-4,5,3,-4,-2,3,-2,-4,3] ;Knot[1346,3]:= 3-21*t+55*t^2-73*t^3+55*t^4-21*t^5+3*t^6;
Knot[1347,1]:= "12a_0547";Knot[1347,2]:= [-1,2,3,3,2,1,1,-2,3,-4,3,-4,2,2,2,-3] ;Knot[1347,3]:= -5+25*t-53*t^2+67*t^3-53*t^4+25*t^5-5*t^6;
Knot[1348,1]:= "12a_0548";Knot[1348,2]:= [-1,2,2,1,1,2,-3,-4,2,2,2,3,-4,-3] ;Knot[1348,3]:= -4+14*t-23*t^2+27*t^3-23*t^4+14*t^5-4*t^6;
Knot[1349,1]:= "12a_0549";Knot[1349,2]:= [-1,-2,3,4,4,5,5,4,-3,4,-2,-5,-1,2,3] ;Knot[1349,3]:= -8+28*t-39*t^2+28*t^3-8*t^4;
Knot[1350,1]:= "12a_0550";Knot[1350,2]:= [-1,2,3,-4,5,-1,-2,5,-4,3,-2,-4,5] ;Knot[1350,3]:= -2+13*t-35*t^2+49*t^3-35*t^4+13*t^5-2*t^6;
Knot[1351,1]:= "12a_0551";Knot[1351,2]:= [-1,2,3,-4,5,3,5,4,-5,4,3,2,-1,2,-3] ;Knot[1351,3]:= -6+26*t-39*t^2+26*t^3-6*t^4;
Knot[1352,1]:= "12a_0552";Knot[1352,2]:= [-1,2,3,-4,5,-1,-2,-4,5,-4,3,-2,-4] ;Knot[1352,3]:= 2-13*t+31*t^2-39*t^3+31*t^4-13*t^5+2*t^6;
Knot[1353,1]:= "12a_0553";Knot[1353,2]:= [-1,2,2,-1,2,-3,2,2,-1,3,3,2,2] ;Knot[1353,3]:= 2-10*t+26*t^2-41*t^3+47*t^4-41*t^5+26*t^6-10*t^7+2*t^8;
Knot[1354,1]:= "12a_0554";Knot[1354,2]:= [-1,-1,2,1,-3,2,-1,4,-3,-3,5,-4,3,2,5,4,-3];Knot[1354,3]:= -2+15*t-45*t^2+65*t^3-45*t^4+15*t^5-2*t^6;
Knot[1355,1]:= "12a_0555";Knot[1355,2]:= [-1,2,-3,4,-1,2,4,5,3,5,-4,3,-4,-4,-5] ;Knot[1355,3]:= -3+18*t-45*t^2+61*t^3-45*t^4+18*t^5-3*t^6;
Knot[1356,1]:= "12a_0556";Knot[1356,2]:= [-1,2,2,1,1,2,3,-2,3,4,-3,2,2,2,-3,-4] ;Knot[1356,3]:= -4+17*t-32*t^2+39*t^3-32*t^4+17*t^5-4*t^6;
Knot[1357,1]:= "12a_0557";Knot[1357,2]:= [-1,-1,-1,-2,1,-2,-2,-3,2,2,-4,3,-2,5,-4,-3,5];Knot[1357,3]:= -7+27*t-39*t^2+27*t^3-7*t^4;
Knot[1358,1]:= "12a_0558";Knot[1358,2]:= [-1,2,-1,2,3,3,3,2,-1,2,2,2,-3] ;Knot[1358,3]:= 2-11*t+29*t^2-47*t^3+55*t^4-47*t^5+29*t^6-11*t^7+2*t^8;
Knot[1359,1]:= "12a_0559";Knot[1359,2]:= [-1,2,3,-4,-1,-2,3,-4,-4,-3,-3,2,3,-4,3,-2] ;Knot[1359,3]:= 4-21*t+49*t^2-63*t^3+49*t^4-21*t^5+4*t^6;
Knot[1360,1]:= "12a_0560";Knot[1360,2]:= [-1,2,-3,4,-5,-1,-3,4,-5,-4,3,4,2,-3,4] ;Knot[1360,3]:= -2+15*t-41*t^2+57*t^3-41*t^4+15*t^5-2*t^6;
Knot[1361,1]:= "12a_0561";Knot[1361,2]:= [-1,2,-3,-1,-3,-1,2,-3,4,-3,2,-3,-3,-4] ;Knot[1361,3]:= 1-7*t+25*t^2-49*t^3+61*t^4-49*t^5+25*t^6-7*t^7+1*t^8;
Knot[1362,1]:= "12a_0562";Knot[1362,2]:= [-1,2,3,4,-5,-1,-2,3,-2,-5,-3,4,-5,3,-2] ;Knot[1362,3]:= 2-15*t+41*t^2-55*t^3+41*t^4-15*t^5+2*t^6;
Knot[1363,1]:= "12a_0563";Knot[1363,2]:= [-1,2,2,2,2,1,1,2,-3,2,-3,4,3,-2,3,-4] ;Knot[1363,3]:= -4+16*t-25*t^2+27*t^3-25*t^4+16*t^5-4*t^6;
Knot[1364,1]:= "12a_0564";Knot[1364,2]:= [-1,2,-1,-2,3,-2,-3,4,-3,4,-5,-4,3,-4,-3,5,-2] ;Knot[1364,3]:= -8+34*t-51*t^2+34*t^3-8*t^4;
Knot[1365,1]:= "12a_0565";Knot[1365,2]:= [-1,2,-3,-1,-3,-3,-4,2,-4,-3,2,3,-4,-3] ;Knot[1365,3]:= 1-7*t+23*t^2-41*t^3+49*t^4-41*t^5+23*t^6-7*t^7+1*t^8;
Knot[1366,1]:= "12a_0566";Knot[1366,2]:= [-1,2,3,-4,-5,-1,-4,-5,3,-4,-2,5,3,-2,-4] ;Knot[1366,3]:= 2-13*t+37*t^2-51*t^3+37*t^4-13*t^5+2*t^6;
Knot[1367,1]:= "12a_0567";Knot[1367,2]:= [-1,2,-1,2,-1,3,-1,3,3,2,-1,2,-3] ;Knot[1367,3]:= 2-12*t+31*t^2-50*t^3+59*t^4-50*t^5+31*t^6-12*t^7+2*t^8;
Knot[1368,1]:= "12a_0568";Knot[1368,2]:= [-1,2,2,1,1,2,3,-2,3,3,3,4,-3,2,-3,-4] ;Knot[1368,3]:= -4+18*t-35*t^2+43*t^3-35*t^4+18*t^5-4*t^6;
Knot[1369,1]:= "12a_0569";Knot[1369,2]:= [-1,2,-3,-4,-1,-2,-4,-4,-4,3,-2,-4,3,3] ;Knot[1369,3]:= 1-7*t+21*t^2-31*t^3+33*t^4-31*t^5+21*t^6-7*t^7+1*t^8;
Knot[1370,1]:= "12a_0570";Knot[1370,2]:= [-1,2,-3,-4,-5,-1,2,4,-5,-3,-4,-3,2,-3,4] ;Knot[1370,3]:= 2-15*t+47*t^2-67*t^3+47*t^4-15*t^5+2*t^6;
Knot[1371,1]:= "12a_0571";Knot[1371,2]:= [1,1,1,2,-3,2,-3,-1,2,-3,2,2,-3] ;Knot[1371,3]:= -2+12*t-33*t^2+58*t^3-69*t^4+58*t^5-33*t^6+12*t^7-2*t^8;
Knot[1372,1]:= "12a_0572";Knot[1372,2]:= [-1,2,2,3,-1,3,-1,2,2,2,-1,2,-3] ;Knot[1372,3]:= -2+9*t-21*t^2+35*t^3-41*t^4+35*t^5-21*t^6+9*t^7-2*t^8;
Knot[1373,1]:= "12a_0573";Knot[1373,2]:= [-1,-1,-1,2,2,3,-1,3,-1,2,-1,2,-3] ;Knot[1373,3]:= -2+9*t-19*t^2+27*t^3-29*t^4+27*t^5-19*t^6+9*t^7-2*t^8;
Knot[1374,1]:= "12a_0574";Knot[1374,2]:= [-1,-2,-2,-2,-2,-2,-2,-3,-1,-3,2,-3,-1] ;Knot[1374,3]:= 3-9*t+16*t^2-20*t^3+21*t^4-20*t^5+16*t^6-9*t^7+3*t^8;
Knot[1375,1]:= "12a_0575";Knot[1375,2]:= [-1,2,-3,-1,-1,-2,-2,-2,-3,-3,-4,3,-4,-3] ;Knot[1375,3]:= 6-21*t+40*t^2-49*t^3+40*t^4-21*t^5+6*t^6;
Knot[1376,1]:= "12a_0576";Knot[1376,2]:= [-1,2,2,2,2,2,2,-1,-1,2,2,2] ;Knot[1376,3]:= 1-3*t+6*t^2-8*t^3+9*t^4-9*t^5+9*t^6-8*t^7+6*t^8-3*t^9+1*t^10;
Knot[1377,1]:= "12a_0577";Knot[1377,2]:= [1,2,-3,-3,2,2,2,-3,2,2,2,1,-2] ;Knot[1377,3]:= 2-7*t+15*t^2-22*t^3+25*t^4-22*t^5+15*t^6-7*t^7+2*t^8;
Knot[1378,1]:= "12a_0578";Knot[1378,2]:= [1,1,1,2,-3,-3,2,2,2,-3,2,1,-2] ;Knot[1378,3]:= 2-8*t+19*t^2-30*t^3+35*t^4-30*t^5+19*t^6-8*t^7+2*t^8;
Knot[1379,1]:= "12a_0579";Knot[1379,2]:= [-1,2,-3,4,-1,4,-1,2,4,-3,4,-3] ;Knot[1379,3]:= 1-7*t+21*t^2-37*t^3+45*t^4-37*t^5+21*t^6-7*t^7+1*t^8;
Knot[1380,1]:= "12a_0580";Knot[1380,2]:= [-1,2,-1,-2,3,3,-2,-2,-2,-2,-2,-2,3] ;Knot[1380,3]:= 2-6*t+10*t^2-11*t^3+11*t^4-11*t^5+10*t^6-6*t^7+2*t^8;
Knot[1381,1]:= "12a_0581";Knot[1381,2]:= [-1,2,2,2,3,-4,-4,3,2,-3,-4,1,1,2] ;Knot[1381,3]:= 4-14*t+26*t^2-31*t^3+26*t^4-14*t^5+4*t^6;
Knot[1382,1]:= "12a_0582";Knot[1382,2]:= [-1,2,3,-4,-4,3,2,-3,-4,1,1,2,2,2] ;Knot[1382,3]:= 4-15*t+29*t^2-35*t^3+29*t^4-15*t^5+4*t^6;
Knot[1383,1]:= "12a_0583";Knot[1383,2]:= [-1,2,-3,4,-1,-3,4,4,4,-3,2,-3] ;Knot[1383,3]:= 1-7*t+19*t^2-33*t^3+41*t^4-33*t^5+19*t^6-7*t^7+1*t^8;
Knot[1384,1]:= "12a_0584";Knot[1384,2]:= [-1,2,-3,4,-1,4,4,4,-3,4,2,-3] ;Knot[1384,3]:= -1+7*t-19*t^2+29*t^3-31*t^4+29*t^5-19*t^6+7*t^7-1*t^8;
Knot[1385,1]:= "12a_0585";Knot[1385,2]:= [-1,2,-3,4,5,-1,5,4,-3,4,-5,2,-3] ;Knot[1385,3]:= -2+15*t-43*t^2+61*t^3-43*t^4+15*t^5-2*t^6;
Knot[1386,1]:= "12a_0586";Knot[1386,2]:= [-1,2,2,3,1,3,1,2,2,2,-3,4,2,-3,4,3] ;Knot[1386,3]:= 7-24*t+44*t^2-53*t^3+44*t^4-24*t^5+7*t^6;
Knot[1387,1]:= "12a_0587";Knot[1387,2]:= [-1,2,2,3,3,3,2,-1,2,2,2,-3,2] ;Knot[1387,3]:= -2+10*t-22*t^2+34*t^3-39*t^4+34*t^5-22*t^6+10*t^7-2*t^8;
Knot[1388,1]:= "12a_0588";Knot[1388,2]:= [-1,2,3,-1,3,-1,3,2,2,-1,2,-3,2] ;Knot[1388,3]:= -2+11*t-30*t^2+53*t^3-63*t^4+53*t^5-30*t^6+11*t^7-2*t^8;
Knot[1389,1]:= "12a_0589";Knot[1389,2]:= [1,2,-3,-3,2,2,-1,2,-3,2,2,2,1] ;Knot[1389,3]:= 2-9*t+23*t^2-37*t^3+43*t^4-37*t^5+23*t^6-9*t^7+2*t^8;
Knot[1390,1]:= "12a_0590";Knot[1390,2]:= [-1,2,2,2,-1,2,3,3,3,3,2,2,-3] ;Knot[1390,3]:= -2+9*t-19*t^2+29*t^3-33*t^4+29*t^5-19*t^6+9*t^7-2*t^8;
Knot[1391,1]:= "12a_0591";Knot[1391,2]:= [-1,2,-1,-2,-3,4,-3,-3,-3,4,-3,-2,-2,3] ;Knot[1391,3]:= -3+13*t-24*t^2+29*t^3-24*t^4+13*t^5-3*t^6;
Knot[1392,1]:= "12a_0592";Knot[1392,2]:= [-1,2,2,3,3,2,2,-3,-4,1,1,-2,3,2,-4,2] ;Knot[1392,3]:= -5+24*t-49*t^2+61*t^3-49*t^4+24*t^5-5*t^6;
Knot[1393,1]:= "12a_0593";Knot[1393,2]:= [-1,2,2,-3,1,-3,1,2,-3,-4,2,3,-4,-3] ;Knot[1393,3]:= -4+19*t-41*t^2+53*t^3-41*t^4+19*t^5-4*t^6;
Knot[1394,1]:= "12a_0594";Knot[1394,2]:= [-1,2,3,4,-2,-3,4,3,2,-1,-1,2,2,2] ;Knot[1394,3]:= 3-11*t+22*t^2-27*t^3+22*t^4-11*t^5+3*t^6;
Knot[1395,1]:= "12a_0595";Knot[1395,2]:= [-1,2,3,-4,5,-1,3,5,-2,-4,5,3,-2] ;Knot[1395,3]:= 2-13*t+33*t^2-43*t^3+33*t^4-13*t^5+2*t^6;
Knot[1396,1]:= "12a_0596";Knot[1396,2]:= [1,2,3,-4,-5,3,-5,4,-5,4,3,2,1,-2,-3] ;Knot[1396,3]:= 6-20*t+29*t^2-20*t^3+6*t^4;
Knot[1397,1]:= "12a_0597";Knot[1397,2]:= [-1,2,-3,4,5,-1,-3,-4,5,4,-3,2,-3] ;Knot[1397,3]:= 2-13*t+29*t^2-35*t^3+29*t^4-13*t^5+2*t^6;
Knot[1398,1]:= "12a_0598";Knot[1398,2]:= [1,1,1,2,-3,2,-1,2,2,-3,-3,-3,2] ;Knot[1398,3]:= -2+10*t-25*t^2+43*t^3-51*t^4+43*t^5-25*t^6+10*t^7-2*t^8;
Knot[1399,1]:= "12a_0599";Knot[1399,2]:= [1,1,1,2,-3,-3,2,2,-1,2,-3,2,1] ;Knot[1399,3]:= 2-10*t+26*t^2-42*t^3+49*t^4-42*t^5+26*t^6-10*t^7+2*t^8;
Knot[1400,1]:= "12a_0600";Knot[1400,2]:= [-1,2,2,2,2,1,1,2,-3,-4,2,3,-4,3] ;Knot[1400,3]:= -4+15*t-23*t^2+25*t^3-23*t^4+15*t^5-4*t^6;
Knot[1401,1]:= "12a_0601";Knot[1401,2]:= [-1,-2,3,4,5,5,4,-5,4,3,-4,2,-1,2,3] ;Knot[1401,3]:= -8+32*t-47*t^2+32*t^3-8*t^4;
Knot[1402,1]:= "12a_0602";Knot[1402,2]:= [-1,2,-1,-1,-1,2,3,3,3,2,-1,2,-3] ;Knot[1402,3]:= 2-11*t+28*t^2-46*t^3+55*t^4-46*t^5+28*t^6-11*t^7+2*t^8;
Knot[1403,1]:= "12a_0603";Knot[1403,2]:= [-1,2,3,-4,-1,-2,3,-2,3,4,4,4,3,-2] ;Knot[1403,3]:= 4-22*t+50*t^2-63*t^3+50*t^4-22*t^5+4*t^6;
Knot[1404,1]:= "12a_0604";Knot[1404,2]:= [-1,2,3,-4,5,-1,-3,5,2,4,-3,2,4,5,-3] ;Knot[1404,3]:= 3-20*t+53*t^2-71*t^3+53*t^4-20*t^5+3*t^6;
Knot[1405,1]:= "12a_0605";Knot[1405,2]:= [-1,-1,2,-3,-1,2,2,3,-1,3,-1,2,-1] ;Knot[1405,3]:= -2+9*t-20*t^2+30*t^3-33*t^4+30*t^5-20*t^6+9*t^7-2*t^8;
Knot[1406,1]:= "12a_0606";Knot[1406,2]:= [-1,2,2,-3,1,-3,1,2,-3,-4,3,-4,2,-3] ;Knot[1406,3]:= -4+18*t-38*t^2+49*t^3-38*t^4+18*t^5-4*t^6;
Knot[1407,1]:= "12a_0607";Knot[1407,2]:= [-1,2,3,3,2,2,-1,2,2,2,-3,2,-1] ;Knot[1407,3]:= 2-9*t+22*t^2-34*t^3+39*t^4-34*t^5+22*t^6-9*t^7+2*t^8;
Knot[1408,1]:= "12a_0608";Knot[1408,2]:= [-1,2,-3,-3,2,1,1,2,2,-3,4,2,3,-2,3,-4] ;Knot[1408,3]:= 4-19*t+44*t^2-57*t^3+44*t^4-19*t^5+4*t^6;
Knot[1409,1]:= "12a_0609";Knot[1409,2]:= [-1,2,3,3,-4,2,1,1,-2,3,2,-4,2,-4,2,-3] ;Knot[1409,3]:= 5-23*t+51*t^2-65*t^3+51*t^4-23*t^5+5*t^6;
Knot[1410,1]:= "12a_0610";Knot[1410,2]:= [-1,-1,-1,-2,1,-3,2,-1,-3,-2,-2,-4,3,-4,-5,4,-5];Knot[1410,3]:= 11-34*t+47*t^2-34*t^3+11*t^4;
Knot[1411,1]:= "12a_0611";Knot[1411,2]:= [-1,-2,3,4,4,3,-2,3,-4,3,1,1,2,2,-3,2] ;Knot[1411,3]:= -4+24*t-55*t^2+71*t^3-55*t^4+24*t^5-4*t^6;
Knot[1412,1]:= "12a_0612";Knot[1412,2]:= [-1,2,3,-4,-1,3,-2,3,3,4,4,4,3,-2] ;Knot[1412,3]:= -4+17*t-32*t^2+39*t^3-32*t^4+17*t^5-4*t^6;
Knot[1413,1]:= "12a_0613";Knot[1413,2]:= [-1,2,3,-4,-4,3,-2,3,-4,3,1,3,1,2] ;Knot[1413,3]:= 3-15*t+36*t^2-47*t^3+36*t^4-15*t^5+3*t^6;
Knot[1414,1]:= "12a_0614";Knot[1414,2]:= [-1,2,-3,4,-1,2,4,5,3,5,3,-4,3,-4,-5] ;Knot[1414,3]:= 3-20*t+51*t^2-67*t^3+51*t^4-20*t^5+3*t^6;
Knot[1415,1]:= "12a_0615";Knot[1415,2]:= [-1,2,2,3,1,3,1,2,2,-3,4,2,4,3,3,-4] ;Knot[1415,3]:= 7-27*t+54*t^2-67*t^3+54*t^4-27*t^5+7*t^6;
Knot[1416,1]:= "12a_0616";Knot[1416,2]:= [1,1,1,2,2,-3,2,-1,2,-3,2,2,-3] ;Knot[1416,3]:= 2-11*t+32*t^2-55*t^3+65*t^4-55*t^5+32*t^6-11*t^7+2*t^8;
Knot[1417,1]:= "12a_0617";Knot[1417,2]:= [-1,2,2,3,-1,3,-1,2,2,-1,2,-3,-1] ;Knot[1417,3]:= 2-9*t+22*t^2-35*t^3+41*t^4-35*t^5+22*t^6-9*t^7+2*t^8;
Knot[1418,1]:= "12a_0618";Knot[1418,2]:= [1,1,1,2,-3,2,2,-3,-1,2,-3,2,2] ;Knot[1418,3]:= 2-11*t+31*t^2-53*t^3+63*t^4-53*t^5+31*t^6-11*t^7+2*t^8;
Knot[1419,1]:= "12a_0619";Knot[1419,2]:= [-1,-1,-1,-2,1,-2,3,-2,-2,-4,3,2,-4,-5,4,3,-5];Knot[1419,3]:= -6+24*t-35*t^2+24*t^3-6*t^4;
Knot[1420,1]:= "12a_0620";Knot[1420,2]:= [-1,2,-1,2,3,3,3,2,-1,2,-3,2,2] ;Knot[1420,3]:= 2-12*t+33*t^2-55*t^3+65*t^4-55*t^5+33*t^6-12*t^7+2*t^8;
Knot[1421,1]:= "12a_0621";Knot[1421,2]:= [-1,2,-3,4,-1,-2,3,3,3,-2,-2,3,3,4] ;Knot[1421,3]:= -1+8*t-22*t^2+36*t^3-41*t^4+36*t^5-22*t^6+8*t^7-1*t^8;
Knot[1422,1]:= "12a_0622";Knot[1422,2]:= [-1,-2,3,-4,5,2,2,3,4,-1,2,-3,4,-5,-4,-4,3] ;Knot[1422,3]:= -2+17*t-47*t^2+65*t^3-47*t^4+17*t^5-2*t^6;
Knot[1423,1]:= "12a_0623";Knot[1423,2]:= [-1,2,2,1,1,2,-3,2,-3,4,4,4,3,-2,3,-4] ;Knot[1423,3]:= -4+20*t-43*t^2+55*t^3-43*t^4+20*t^5-4*t^6;
Knot[1424,1]:= "12a_0624";Knot[1424,2]:= [-1,2,3,4,2,-3,4,3,2,-3,-1,-1,2,2,-3,2] ;Knot[1424,3]:= 4-18*t+41*t^2-53*t^3+41*t^4-18*t^5+4*t^6;
Knot[1425,1]:= "12a_0625";Knot[1425,2]:= [-1,2,-3,-4,5,-1,3,5,-2,-4,3,-2,-4,5,3] ;Knot[1425,3]:= -3+19*t-49*t^2+67*t^3-49*t^4+19*t^5-3*t^6;
Knot[1426,1]:= "12a_0626";Knot[1426,2]:= [1,1,1,2,-3,2,-1,2,-3,-3,2,-3,2] ;Knot[1426,3]:= -2+12*t-34*t^2+61*t^3-73*t^4+61*t^5-34*t^6+12*t^7-2*t^8;
Knot[1427,1]:= "12a_0627";Knot[1427,2]:= [-1,2,-3,4,-1,2,-3,2,4,2,-3,-3] ;Knot[1427,3]:= 1-8*t+26*t^2-49*t^3+61*t^4-49*t^5+26*t^6-8*t^7+1*t^8;
Knot[1428,1]:= "12a_0628";Knot[1428,2]:= [-1,2,2,1,1,2,3,-4,3,-2,3,-4,3,-4] ;Knot[1428,3]:= 3-18*t+46*t^2-61*t^3+46*t^4-18*t^5+3*t^6;
Knot[1429,1]:= "12a_0629";Knot[1429,2]:= [-1,-2,3,-4,3,2,2,3,-4,-1,-1,2,3,-4] ;Knot[1429,3]:= 1-8*t+31*t^2-66*t^3+85*t^4-66*t^5+31*t^6-8*t^7+1*t^8;
Knot[1430,1]:= "12a_0630";Knot[1430,2]:= [-1,2,-3,4,-1,-2,4,3,3,-2,3,-2,3,4] ;Knot[1430,3]:= -1+8*t-27*t^2+52*t^3-63*t^4+52*t^5-27*t^6+8*t^7-1*t^8;
Knot[1431,1]:= "12a_0631";Knot[1431,2]:= [-1,2,2,-3,4,-3,1,1,2,-3,2,-4,-4,-3] ;Knot[1431,3]:= -4+22*t-52*t^2+69*t^3-52*t^4+22*t^5-4*t^6;
Knot[1432,1]:= "12a_0632";Knot[1432,2]:= [-1,2,2,1,1,2,-3,4,3,-2,-3,2,-3,-3,4,-3] ;Knot[1432,3]:= -4+17*t-33*t^2+41*t^3-33*t^4+17*t^5-4*t^6;
Knot[1433,1]:= "12a_0633";Knot[1433,2]:= [-1,2,2,1,1,2,-3,4,-3,2,-3,-2,3,4,-3,4] ;Knot[1433,3]:= 4-21*t+51*t^2-67*t^3+51*t^4-21*t^5+4*t^6;
Knot[1434,1]:= "12a_0634";Knot[1434,2]:= [-1,2,3,4,-2,3,4,3,2,-3,-1,-4,-1,2,2,2] ;Knot[1434,3]:= 4-15*t+30*t^2-37*t^3+30*t^4-15*t^5+4*t^6;
Knot[1435,1]:= "12a_0635";Knot[1435,2]:= [-1,2,3,4,-5,-1,-3,-5,2,4,-5,-3,2,3,3] ;Knot[1435,3]:= -3+19*t-47*t^2+63*t^3-47*t^4+19*t^5-3*t^6;
Knot[1436,1]:= "12a_0636";Knot[1436,2]:= [-1,-1,-2,1,-2,-2,-3,2,2,-4,3,-2,5,-4,-3,5,5];Knot[1436,3]:= 7-23*t+33*t^2-23*t^3+7*t^4;
Knot[1437,1]:= "12a_0637";Knot[1437,2]:= [-1,2,3,-4,-1,-4,3,-2,3,-4,3,2,2,3] ;Knot[1437,3]:= -1+8*t-26*t^2+50*t^3-61*t^4+50*t^5-26*t^6+8*t^7-1*t^8;
Knot[1438,1]:= "12a_0638";Knot[1438,2]:= [-1,2,2,-3,2,2,3,1,3,1,-2,3,4,-3,-2,4] ;Knot[1438,3]:= -4+20*t-41*t^2+51*t^3-41*t^4+20*t^5-4*t^6;
Knot[1439,1]:= "12a_0639";Knot[1439,2]:= [1,-2,-3,1,-3,1,2,-3,-3,-3,-2,1,-2] ;Knot[1439,3]:= -2+10*t-24*t^2+40*t^3-47*t^4+40*t^5-24*t^6+10*t^7-2*t^8;
Knot[1440,1]:= "12a_0640";Knot[1440,2]:= [-1,2,-1,-2,-3,4,-3,4,-3,4,-2,4,-2,3] ;Knot[1440,3]:= -3+14*t-28*t^2+35*t^3-28*t^4+14*t^5-3*t^6;
Knot[1441,1]:= "12a_0641";Knot[1441,2]:= [-1,2,-1,-2,3,3,3,3,-2,-2,3,3,3] ;Knot[1441,3]:= 2-6*t+10*t^2-12*t^3+13*t^4-12*t^5+10*t^6-6*t^7+2*t^8;
Knot[1442,1]:= "12a_0642";Knot[1442,2]:= [-1,2,-1,-2,3,4,-3,4,3,-2,-2,3,3,3] ;Knot[1442,3]:= 4-14*t+25*t^2-29*t^3+25*t^4-14*t^5+4*t^6;
Knot[1443,1]:= "12a_0643";Knot[1443,2]:= [-1,2,-1,-2,3,3,3,3,-2,-2,3,4,-3,4] ;Knot[1443,3]:= 4-13*t+21*t^2-23*t^3+21*t^4-13*t^5+4*t^6;
Knot[1444,1]:= "12a_0644";Knot[1444,2]:= [-1,2,-1,-2,3,4,5,-4,5,4,-3,4,-2,-2,3] ;Knot[1444,3]:= 8-28*t+41*t^2-28*t^3+8*t^4;
Knot[1445,1]:= "12a_0645";Knot[1445,2]:= [-1,-1,2,3,-1,3,3,2,-1,2,-3,2,2] ;Knot[1445,3]:= -2+11*t-30*t^2+54*t^3-65*t^4+54*t^5-30*t^6+11*t^7-2*t^8;
Knot[1446,1]:= "12a_0646";Knot[1446,2]:= [-1,-1,-1,2,2,3,-1,3,2,-1,2,2,-3] ;Knot[1446,3]:= 2-9*t+21*t^2-33*t^3+39*t^4-33*t^5+21*t^6-9*t^7+2*t^8;
Knot[1447,1]:= "12a_0647";Knot[1447,2]:= [-1,-1,-2,-2,-2,-3,-1,-1,-1,2,-1,-3,-3] ;Knot[1447,3]:= 3-10*t+20*t^2-28*t^3+31*t^4-28*t^5+20*t^6-10*t^7+3*t^8;
Knot[1448,1]:= "12a_0648";Knot[1448,2]:= [-1,2,-3,-1,-3,-3,-4,-2,-4,-2,-2,3,-2,-4] ;Knot[1448,3]:= 5-17*t+32*t^2-39*t^3+32*t^4-17*t^5+5*t^6;
Knot[1449,1]:= "12a_0649";Knot[1449,2]:= [-1,2,-3,4,-1,4,-1,2,4,4,-3,4] ;Knot[1449,3]:= -1+7*t-17*t^2+25*t^3-27*t^4+25*t^5-17*t^6+7*t^7-1*t^8;
Knot[1450,1]:= "12a_0650";Knot[1450,2]:= [1,2,-3,4,-5,-1,2,-3,2,-5,1,4,-5] ;Knot[1450,3]:= -2+15*t-39*t^2+53*t^3-39*t^4+15*t^5-2*t^6;
Knot[1451,1]:= "12a_0651";Knot[1451,2]:= [-1,2,-3,4,-1,2,-3,4,4,4,4,4] ;Knot[1451,3]:= 1-7*t+15*t^2-17*t^3+17*t^4-17*t^5+15*t^6-7*t^7+1*t^8;
Knot[1452,1]:= "12a_0652";Knot[1452,2]:= [-1,2,-3,4,-1,2,-3,4,4,5,-4,5,4] ;Knot[1452,3]:= 2-15*t+37*t^2-47*t^3+37*t^4-15*t^5+2*t^6;
Knot[1453,1]:= "12a_0653";Knot[1453,2]:= [-1,-1,-1,-2,1,-2,-3,2,-4,3,-2,-4,-3,-3,-5,4,-5];Knot[1453,3]:= 11-36*t+51*t^2-36*t^3+11*t^4;
Knot[1454,1]:= "12a_0654";Knot[1454,2]:= [-1,2,2,1,1,2,3,-4,3,3,-2,3,-4,3] ;Knot[1454,3]:= -3+17*t-38*t^2+49*t^3-38*t^4+17*t^5-3*t^6;
Knot[1455,1]:= "12a_0655";Knot[1455,2]:= [-1,2,-1,-2,3,4,4,3,-2,-2,3,3,-4,3] ;Knot[1455,3]:= 4-17*t+36*t^2-45*t^3+36*t^4-17*t^5+4*t^6;
Knot[1456,1]:= "12a_0656";Knot[1456,2]:= [-1,2,-3,-3,4,2,-3,1,1,2,2,3,-4,3,-4,2] ;Knot[1456,3]:= 4-22*t+55*t^2-73*t^3+55*t^4-22*t^5+4*t^6;
Knot[1457,1]:= "12a_0657";Knot[1457,2]:= [-1,-1,2,2,-3,-1,2,2,3,-1,3,2,-1] ;Knot[1457,3]:= 2-9*t+22*t^2-36*t^3+43*t^4-36*t^5+22*t^6-9*t^7+2*t^8;
Knot[1458,1]:= "12a_0658";Knot[1458,2]:= [-1,2,2,-3,1,1,2,-3,-4,3,2,-4,2,-3] ;Knot[1458,3]:= 4-18*t+38*t^2-47*t^3+38*t^4-18*t^5+4*t^6;
Knot[1459,1]:= "12a_0659";Knot[1459,2]:= [-1,2,2,3,1,1,2,2,3,-4,3,-2,3,4,4,3] ;Knot[1459,3]:= 8-30*t+58*t^2-71*t^3+58*t^4-30*t^5+8*t^6;
Knot[1460,1]:= "12a_0660";Knot[1460,2]:= [-1,2,2,3,3,3,2,-1,2,-3,2,2,2] ;Knot[1460,3]:= -2+10*t-21*t^2+31*t^3-35*t^4+31*t^5-21*t^6+10*t^7-2*t^8;
Knot[1461,1]:= "12a_0661";Knot[1461,2]:= [-1,2,-1,-2,3,-4,-2,-2,3,4,-3,-2,-2,3,-4,-4] ;Knot[1461,3]:= -4+21*t-44*t^2+55*t^3-44*t^4+21*t^5-4*t^6;
Knot[1462,1]:= "12a_0662";Knot[1462,2]:= [-1,2,-3,4,-1,-2,4,3,-2,3,-2,-2,3,4] ;Knot[1462,3]:= 1-8*t+27*t^2-52*t^3+65*t^4-52*t^5+27*t^6-8*t^7+1*t^8;
Knot[1463,1]:= "12a_0663";Knot[1463,2]:= [-1,2,-3,-4,5,-1,3,5,-2,-4,5,3,-2,3,3] ;Knot[1463,3]:= 3-17*t+41*t^2-53*t^3+41*t^4-17*t^5+3*t^6;
Knot[1464,1]:= "12a_0664";Knot[1464,2]:= [-1,2,-3,4,-1,-2,4,3,3,3,-2,3,3,4] ;Knot[1464,3]:= 1-8*t+22*t^2-34*t^3+39*t^4-34*t^5+22*t^6-8*t^7+1*t^8;
Knot[1465,1]:= "12a_0665";Knot[1465,2]:= [-1,-1,2,1,1,3,-2,-1,-4,3,-2,-4,-5,4,3,-5,-4];Knot[1465,3]:= 2-17*t+47*t^2-63*t^3+47*t^4-17*t^5+2*t^6;
Knot[1466,1]:= "12a_0666";Knot[1466,2]:= [-1,2,3,-1,3,3,2,-3,2,-4,-5,3,4,-5,4] ;Knot[1466,3]:= 3-20*t+49*t^2-63*t^3+49*t^4-20*t^5+3*t^6;
Knot[1467,1]:= "12a_0667";Knot[1467,2]:= [-1,2,2,3,-1,3,-1,-1,2,2,2,-3,-1] ;Knot[1467,3]:= 2-7*t+15*t^2-23*t^3+27*t^4-23*t^5+15*t^6-7*t^7+2*t^8;
Knot[1468,1]:= "12a_0668";Knot[1468,2]:= [-1,2,2,3,-1,3,2,2,-1,-1,2,-3,-1] ;Knot[1468,3]:= 2-9*t+23*t^2-38*t^3+45*t^4-38*t^5+23*t^6-9*t^7+2*t^8;
Knot[1469,1]:= "12a_0669";Knot[1469,2]:= [-1,2,-1,-2,-3,4,4,-3,4,-2,4,-2,4,3] ;Knot[1469,3]:= 3-9*t+14*t^2-15*t^3+14*t^4-9*t^5+3*t^6;
Knot[1470,1]:= "12a_0670";Knot[1470,2]:= [-1,-1,2,-3,-1,2,2,3,-1,3,2,-1,2] ;Knot[1470,3]:= 2-11*t+29*t^2-48*t^3+57*t^4-48*t^5+29*t^6-11*t^7+2*t^8;
Knot[1471,1]:= "12a_0671";Knot[1471,2]:= [-1,2,2,3,-1,3,2,2,2,-1,2,2,-3] ;Knot[1471,3]:= 2-9*t+22*t^2-34*t^3+39*t^4-34*t^5+22*t^6-9*t^7+2*t^8;
Knot[1472,1]:= "12a_0672";Knot[1472,2]:= [-1,2,2,3,-1,3,2,2,-1,2,-1,2,-3] ;Knot[1472,3]:= -2+11*t-29*t^2+50*t^3-59*t^4+50*t^5-29*t^6+11*t^7-2*t^8;
Knot[1473,1]:= "12a_0673";Knot[1473,2]:= [-1,2,-3,4,-1,2,4,-3,4,-3,4,4] ;Knot[1473,3]:= -1+8*t-25*t^2+43*t^3-49*t^4+43*t^5-25*t^6+8*t^7-1*t^8;
Knot[1474,1]:= "12a_0674";Knot[1474,2]:= [-1,2,-3,4,-1,-3,-3,4,2,4,-3,4] ;Knot[1474,3]:= 1-8*t+25*t^2-47*t^3+59*t^4-47*t^5+25*t^6-8*t^7+1*t^8;
Knot[1475,1]:= "12a_0675";Knot[1475,2]:= [1,-2,-3,-3,2,-3,1,-3,-3,-2,1,-2,-2] ;Knot[1475,3]:= 2-10*t+26*t^2-42*t^3+49*t^4-42*t^5+26*t^6-10*t^7+2*t^8;
Knot[1476,1]:= "12a_0676";Knot[1476,2]:= [-1,2,-1,-2,-3,4,-3,-3,4,-3,-2,-2,3,4] ;Knot[1476,3]:= 3-14*t+32*t^2-41*t^3+32*t^4-14*t^5+3*t^6;
Knot[1477,1]:= "12a_0677";Knot[1477,2]:= [-1,2,2,1,1,2,-3,4,-3,2,-3,-2,3,-4,3,4] ;Knot[1477,3]:= 4-18*t+40*t^2-51*t^3+40*t^4-18*t^5+4*t^6;
Knot[1478,1]:= "12a_0678";Knot[1478,2]:= [-1,2,2,-3,1,1,2,-3,-4,2,2,3,-4,-3] ;Knot[1478,3]:= 4-19*t+41*t^2-51*t^3+41*t^4-19*t^5+4*t^6;
Knot[1479,1]:= "12a_0679";Knot[1479,2]:= [-1,-2,-3,4,-5,-3,-5,-2,-4,-1,-4,2,-4,-5,3] ;Knot[1479,3]:= 7-20*t+27*t^2-20*t^3+7*t^4;
Knot[1480,1]:= "12a_0680";Knot[1480,2]:= [-1,-1,2,2,-3,-1,2,-1,2,3,3,3,3] ;Knot[1480,3]:= -2+10*t-24*t^2+40*t^3-47*t^4+40*t^5-24*t^6+10*t^7-2*t^8;
Knot[1481,1]:= "12a_0681";Knot[1481,2]:= [-1,2,-3,4,-1,2,2,2,-3,4,4,4] ;Knot[1481,3]:= 1-7*t+18*t^2-29*t^3+35*t^4-29*t^5+18*t^6-7*t^7+1*t^8;
Knot[1482,1]:= "12a_0682";Knot[1482,2]:= [-1,2,3,-4,5,-1,-2,3,2,5,5,-4,5] ;Knot[1482,3]:= 2-12*t+25*t^2-29*t^3+25*t^4-12*t^5+2*t^6;
Knot[1483,1]:= "12a_0683";Knot[1483,2]:= [-1,2,-3,4,-1,2,4,4,-3,4,4,4] ;Knot[1483,3]:= 1-7*t+16*t^2-22*t^3+25*t^4-22*t^5+16*t^6-7*t^7+1*t^8;
Knot[1484,1]:= "12a_0684";Knot[1484,2]:= [-1,2,3,-4,5,-1,-2,-2,-2,3,-4,-2,5] ;Knot[1484,3]:= 2-14*t+32*t^2-39*t^3+32*t^4-14*t^5+2*t^6;
Knot[1485,1]:= "12a_0685";Knot[1485,2]:= [-1,2,2,1,1,2,3,-2,3,4,4,-3,2,2,-3,-4] ;Knot[1485,3]:= -4+21*t-46*t^2+59*t^3-46*t^4+21*t^5-4*t^6;
Knot[1486,1]:= "12a_0686";Knot[1486,2]:= [-1,2,2,3,-4,3,2,2,1,1,2,-3,2,-4] ;Knot[1486,3]:= -5+23*t-47*t^2+59*t^3-47*t^4+23*t^5-5*t^6;
Knot[1487,1]:= "12a_0687";Knot[1487,2]:= [-1,2,3,-4,5,-1,-2,3,-4,-2,-4,-3,-3,4,5] ;Knot[1487,3]:= 3-21*t+53*t^2-69*t^3+53*t^4-21*t^5+3*t^6;
Knot[1488,1]:= "12a_0688";Knot[1488,2]:= [1,-2,-3,1,-3,2,-3,-3,-3,-2,1,-2,-2] ;Knot[1488,3]:= 2-10*t+26*t^2-42*t^3+49*t^4-42*t^5+26*t^6-10*t^7+2*t^8;
Knot[1489,1]:= "12a_0689";Knot[1489,2]:= [-1,2,3,-4,5,-1,-2,3,-4,-2,-4,-4,5] ;Knot[1489,3]:= 2-13*t+29*t^2-35*t^3+29*t^4-13*t^5+2*t^6;
Knot[1490,1]:= "12a_0690";Knot[1490,2]:= [-1,2,3,-4,5,6,-1,3,-5,6,2,-4,5,-3] ;Knot[1490,3]:= 4-22*t+37*t^2-22*t^3+4*t^4;
Knot[1491,1]:= "12a_0691";Knot[1491,2]:= [-1,2,-3,4,5,6,-1,2,-3,-5,6,-4,5,4] ;Knot[1491,3]:= 3-19*t+33*t^2-19*t^3+3*t^4;
Knot[1492,1]:= "12a_0692";Knot[1492,2]:= [1,-2,1,1,1,2,-3,2,2,2,1,-3,-3] ;Knot[1492,3]:= 2-8*t+19*t^2-30*t^3+35*t^4-30*t^5+19*t^6-8*t^7+2*t^8;
Knot[1493,1]:= "12a_0693";Knot[1493,2]:= [-1,2,-3,-1,-3,-3,4,2,-3,-3,-3,4] ;Knot[1493,3]:= 1-7*t+18*t^2-28*t^3+33*t^4-28*t^5+18*t^6-7*t^7+1*t^8;
Knot[1494,1]:= "12a_0694";Knot[1494,2]:= [-1,-2,-2,-1,-1,-2,-3,4,-3,4,2,-3,-3,-3] ;Knot[1494,3]:= -2+10*t-21*t^2+30*t^3-33*t^4+30*t^5-21*t^6+10*t^7-2*t^8;
Knot[1495,1]:= "12a_0695";Knot[1495,2]:= [-1,-2,3,-4,3,-2,-2,-1,-1,2,3,-2,-4,3] ;Knot[1495,3]:= -1+8*t-29*t^2+61*t^3-77*t^4+61*t^5-29*t^6+8*t^7-1*t^8;
Knot[1496,1]:= "12a_0696";Knot[1496,2]:= [-1,2,-3,-1,-2,3,-2,3,-4,3,-2,3,-4,3] ;Knot[1496,3]:= 1-8*t+29*t^2-61*t^3+79*t^4-61*t^5+29*t^6-8*t^7+1*t^8;
Knot[1497,1]:= "12a_0697";Knot[1497,2]:= [-1,2,-3,-1,-3,4,2,-3,2,4,-3,4] ;Knot[1497,3]:= 1-9*t+33*t^2-66*t^3+83*t^4-66*t^5+33*t^6-9*t^7+1*t^8;
Knot[1498,1]:= "12a_0698";Knot[1498,2]:= [-1,2,-3,4,-1,-3,2,-3,2,4,-3,-3] ;Knot[1498,3]:= -1+8*t-28*t^2+55*t^3-67*t^4+55*t^5-28*t^6+8*t^7-1*t^8;
Knot[1499,1]:= "12a_0699";Knot[1499,2]:= [-1,2,-1,2,3,-4,3,3,-2,3,-2,-4,-3,-3] ;Knot[1499,3]:= 1-8*t+28*t^2-57*t^3+73*t^4-57*t^5+28*t^6-8*t^7+1*t^8;
Knot[1500,1]:= "12a_0700";Knot[1500,2]:= [-1,-2,3,-2,-1,-1,2,3,-4,3,-2,3,-4,3] ;Knot[1500,3]:= 1-7*t+26*t^2-56*t^3+73*t^4-56*t^5+26*t^6-7*t^7+1*t^8;
Knot[1501,1]:= "12a_0701";Knot[1501,2]:= [1,1,1,2,2,-3,2,-1,2,2,-3,-3,2] ;Knot[1501,3]:= 2-10*t+27*t^2-46*t^3+55*t^4-46*t^5+27*t^6-10*t^7+2*t^8;
Knot[1502,1]:= "12a_0702";Knot[1502,2]:= [-1,2,-3,4,-1,-3,-3,2,-3,4,-3,-3] ;Knot[1502,3]:= 1-7*t+20*t^2-34*t^3+41*t^4-34*t^5+20*t^6-7*t^7+1*t^8;
Knot[1503,1]:= "12a_0703";Knot[1503,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,-2,3,3,-4,3] ;Knot[1503,3]:= -1+9*t-32*t^2+64*t^3-79*t^4+64*t^5-32*t^6+9*t^7-1*t^8;
Knot[1504,1]:= "12a_0704";Knot[1504,2]:= [-1,2,3,-4,-1,2,-4,2,2,3,-2,3,3,-4] ;Knot[1504,3]:= -1+8*t-24*t^2+43*t^3-51*t^4+43*t^5-24*t^6+8*t^7-1*t^8;
Knot[1505,1]:= "12a_0705";Knot[1505,2]:= [-1,2,-3,-1,2,-3,2,4,-3,2,-3,4] ;Knot[1505,3]:= 1-9*t+33*t^2-68*t^3+87*t^4-68*t^5+33*t^6-9*t^7+1*t^8;
Knot[1506,1]:= "12a_0706";Knot[1506,2]:= [-1,-2,3,-4,-2,-1,-1,2,3,-2,3,-4,3,3] ;Knot[1506,3]:= 1-7*t+24*t^2-46*t^3+57*t^4-46*t^5+24*t^6-7*t^7+1*t^8;
Knot[1507,1]:= "12a_0707";Knot[1507,2]:= [-1,2,-3,-4,-1,-2,3,-2,-4,3,3,-4,3,3] ;Knot[1507,3]:= 1-8*t+29*t^2-59*t^3+75*t^4-59*t^5+29*t^6-8*t^7+1*t^8;
Knot[1508,1]:= "12a_0708";Knot[1508,2]:= [-1,2,-1,2,-3,-4,-2,3,-2,3,3,-4,3,3] ;Knot[1508,3]:= -1+7*t-22*t^2+42*t^3-51*t^4+42*t^5-22*t^6+7*t^7-1*t^8;
Knot[1509,1]:= "12a_0709";Knot[1509,2]:= [-1,2,-3,-1,2,-3,4,-3,2,-3,-3,4] ;Knot[1509,3]:= -1+8*t-28*t^2+57*t^3-71*t^4+57*t^5-28*t^6+8*t^7-1*t^8;
Knot[1510,1]:= "12a_0710";Knot[1510,2]:= [-1,2,-1,2,-3,-3,-4,-2,-2,3,-2,3,-4,3] ;Knot[1510,3]:= -1+9*t-33*t^2+66*t^3-81*t^4+66*t^5-33*t^6+9*t^7-1*t^8;
Knot[1511,1]:= "12a_0711";Knot[1511,2]:= [-1,2,-3,4,-1,-3,-3,4,2,-3,4,-3] ;Knot[1511,3]:= -1+8*t-27*t^2+53*t^3-65*t^4+53*t^5-27*t^6+8*t^7-1*t^8;
Knot[1512,1]:= "12a_0712";Knot[1512,2]:= [-1,2,-3,-1,-2,3,-2,-4,3,-2,-4,3,-4,3] ;Knot[1512,3]:= -1+9*t-34*t^2+70*t^3-87*t^4+70*t^5-34*t^6+9*t^7-1*t^8;
Knot[1513,1]:= "12a_0713";Knot[1513,2]:= [-1,-1,-1,2,2,3,3,2,2,2,-1,2,-3] ;Knot[1513,3]:= -2+8*t-17*t^2+27*t^3-31*t^4+27*t^5-17*t^6+8*t^7-2*t^8;
Knot[1514,1]:= "12a_0714";Knot[1514,2]:= [-1,-1,-1,-1,-1,2,2,3,3,2,-1,2,-3] ;Knot[1514,3]:= -2+8*t-15*t^2+19*t^3-19*t^4+19*t^5-15*t^6+8*t^7-2*t^8;
Knot[1515,1]:= "12a_0715";Knot[1515,2]:= [-1,2,2,1,1,2,-3,2,-3,-3,-4,3,-4,-3] ;Knot[1515,3]:= -4+18*t-38*t^2+49*t^3-38*t^4+18*t^5-4*t^6;
Knot[1516,1]:= "12a_0716";Knot[1516,2]:= [-1,2,2,2,2,2,2,2,2,-1,-1,2] ;Knot[1516,3]:= 1-3*t+5*t^2-5*t^3+5*t^4-5*t^5+5*t^6-5*t^7+5*t^8-3*t^9+1*t^10;
Knot[1517,1]:= "12a_0717";Knot[1517,2]:= [1,2,-3,-3,2,-3,2,2,2,2,2,1,-2] ;Knot[1517,3]:= 2-7*t+13*t^2-15*t^3+15*t^4-15*t^5+13*t^6-7*t^7+2*t^8;
Knot[1518,1]:= "12a_0718";Knot[1518,2]:= [-1,2,3,-1,3,2,2,2,-3,2,2,2,-1] ;Knot[1518,3]:= 2-8*t+18*t^2-27*t^3+31*t^4-27*t^5+18*t^6-8*t^7+2*t^8;
Knot[1519,1]:= "12a_0719";Knot[1519,2]:= [-1,2,2,2,3,4,-2,3,4,3,2,-3,-1,-4,-1,2] ;Knot[1519,3]:= 4-16*t+33*t^2-41*t^3+33*t^4-16*t^5+4*t^6;
Knot[1520,1]:= "12a_0720";Knot[1520,2]:= [-1,2,3,-1,3,2,2,2,2,2,-3,2,-1] ;Knot[1520,3]:= 2-8*t+16*t^2-20*t^3+21*t^4-20*t^5+16*t^6-8*t^7+2*t^8;
Knot[1521,1]:= "12a_0721";Knot[1521,2]:= [-1,2,2,2,3,-4,-4,3,-2,3,-4,1,1,2] ;Knot[1521,3]:= 4-18*t+39*t^2-49*t^3+39*t^4-18*t^5+4*t^6;
Knot[1522,1]:= "12a_0722";Knot[1522,2]:= [-1,2,-1,-1,-1,-1,-1,-1,-1,-1,-1,2] ;Knot[1522,3]:= -1+3*t-3*t^2+3*t^3-3*t^4+3*t^5-3*t^6+3*t^7-3*t^8+3*t^9-1*t^10;
Knot[1523,1]:= "12a_0723";Knot[1523,2]:= [-1,2,3,3,2,-3,2,2,2,2,2,-1,2] ;Knot[1523,3]:= -2+7*t-9*t^2+9*t^3-9*t^4+9*t^5-9*t^6+7*t^7-2*t^8;
Knot[1524,1]:= "12a_0724";Knot[1524,2]:= [-1,2,3,3,2,2,2,-3,2,2,2,-1,2] ;Knot[1524,3]:= -2+8*t-14*t^2+19*t^3-21*t^4+19*t^5-14*t^6+8*t^7-2*t^8;
Knot[1525,1]:= "12a_0725";Knot[1525,2]:= [-1,2,2,2,-3,4,2,-3,-4,3,2,-3,1,4,1,2] ;Knot[1525,3]:= -4+16*t-25*t^2+27*t^3-25*t^4+16*t^5-4*t^6;
Knot[1526,1]:= "12a_0726";Knot[1526,2]:= [-1,2,3,3,2,2,2,2,2,-3,2,-1,2] ;Knot[1526,3]:= -2+8*t-14*t^2+18*t^3-19*t^4+18*t^5-14*t^6+8*t^7-2*t^8;
Knot[1527,1]:= "12a_0727";Knot[1527,2]:= [-1,2,-1,2,-3,2,3,3,3,4,4,3,2,-4] ;Knot[1527,3]:= -4+18*t-35*t^2+43*t^3-35*t^4+18*t^5-4*t^6;
Knot[1528,1]:= "12a_0728";Knot[1528,2]:= [-1,-1,-1,2,-1,2,-3,2,2,3,3,2,-1] ;Knot[1528,3]:= 2-8*t+17*t^2-25*t^3+29*t^4-25*t^5+17*t^6-8*t^7+2*t^8;
Knot[1529,1]:= "12a_0729";Knot[1529,2]:= [-1,2,2,1,1,2,-3,-4,3,-4,-3,2,-3,2] ;Knot[1529,3]:= 4-18*t+38*t^2-47*t^3+38*t^4-18*t^5+4*t^6;
Knot[1530,1]:= "12a_0730";Knot[1530,2]:= [-1,2,-3,4,2,-3,-4,3,2,-3,1,4,1,2,2,2] ;Knot[1530,3]:= -4+18*t-34*t^2+41*t^3-34*t^4+18*t^5-4*t^6;
Knot[1531,1]:= "12a_0731";Knot[1531,2]:= [-1,2,2,1,1,2,2,2,-3,-4,2,3,-4,-3] ;Knot[1531,3]:= -4+14*t-22*t^2+25*t^3-22*t^4+14*t^5-4*t^6;
Knot[1532,1]:= "12a_0732";Knot[1532,2]:= [-1,2,2,2,3,4,-2,-3,4,3,2,-1,-1,2] ;Knot[1532,3]:= 3-11*t+21*t^2-25*t^3+21*t^4-11*t^5+3*t^6;
Knot[1533,1]:= "12a_0733";Knot[1533,2]:= [-1,2,-1,2,2,2,-3,2,3,4,4,3,2,-4] ;Knot[1533,3]:= -3+11*t-15*t^2+15*t^3-15*t^4+11*t^5-3*t^6;
Knot[1534,1]:= "12a_0734";Knot[1534,2]:= [-1,2,2,-3,-1,-1,2,2,3,3,2,-1,2] ;Knot[1534,3]:= -2+10*t-26*t^2+46*t^3-55*t^4+46*t^5-26*t^6+10*t^7-2*t^8;
Knot[1535,1]:= "12a_0735";Knot[1535,2]:= [-1,2,-1,-2,-3,2,-3,4,-3,4,-5,-4,3,-4,-3,5,-2] ;Knot[1535,3]:= -6+25*t-37*t^2+25*t^3-6*t^4;
Knot[1536,1]:= "12a_0736";Knot[1536,2]:= [-1,2,2,1,1,2,-3,-4,2,-4,-4,3,-4,-3] ;Knot[1536,3]:= -4+16*t-31*t^2+39*t^3-31*t^4+16*t^5-4*t^6;
Knot[1537,1]:= "12a_0737";Knot[1537,2]:= [1,1,-2,1,1,1,2,-3,-3,2,-3,2,1] ;Knot[1537,3]:= 2-9*t+21*t^2-32*t^3+37*t^4-32*t^5+21*t^6-9*t^7+2*t^8;
Knot[1538,1]:= "12a_0738";Knot[1538,2]:= [-1,2,3,-4,-4,3,-2,3,1,3,1,3,-4,2] ;Knot[1538,3]:= 3-13*t+27*t^2-33*t^3+27*t^4-13*t^5+3*t^6;
Knot[1539,1]:= "12a_0739";Knot[1539,2]:= [-1,2,-1,2,2,3,3,3,-2,3,3,3,2] ;Knot[1539,3]:= -2+9*t-19*t^2+28*t^3-31*t^4+28*t^5-19*t^6+9*t^7-2*t^8;
Knot[1540,1]:= "12a_0740";Knot[1540,2]:= [-1,2,3,-4,3,-4,3,-2,3,1,3,1,3,2] ;Knot[1540,3]:= -3+13*t-25*t^2+31*t^3-25*t^4+13*t^5-3*t^6;
Knot[1541,1]:= "12a_0741";Knot[1541,2]:= [-1,2,3,-4,2,3,-4,3,2,-3,1,1,2,2,-3,2] ;Knot[1541,3]:= -5+25*t-54*t^2+69*t^3-54*t^4+25*t^5-5*t^6;
Knot[1542,1]:= "12a_0742";Knot[1542,2]:= [-1,-1,2,-3,-1,-1,-1,2,2,3,3,2,-1] ;Knot[1542,3]:= -2+8*t-17*t^2+26*t^3-29*t^4+26*t^5-17*t^6+8*t^7-2*t^8;
Knot[1543,1]:= "12a_0743";Knot[1543,2]:= [-1,-2,-3,4,4,5,5,4,-3,4,-2,-5,-1,2,3] ;Knot[1543,3]:= -6+20*t-27*t^2+20*t^3-6*t^4;
Knot[1544,1]:= "12a_0744";Knot[1544,2]:= [1,2,3,4,-5,-5,4,-5,4,3,-4,2,1,-2,-3] ;Knot[1544,3]:= 4-15*t+23*t^2-15*t^3+4*t^4;
Knot[1545,1]:= "12a_0745";Knot[1545,2]:= [-1,2,-1,2,-3,2,3,4,5,5,4,3,2,-4,-5] ;Knot[1545,3]:= -4+15*t-21*t^2+15*t^3-4*t^4;
Knot[1546,1]:= "12a_0746";Knot[1546,2]:= [-1,2,-1,2,-1,-3,-1,2,2,3,3,2,-1] ;Knot[1546,3]:= 2-10*t+26*t^2-44*t^3+53*t^4-44*t^5+26*t^6-10*t^7+2*t^8;
Knot[1547,1]:= "12a_0747";Knot[1547,2]:= [-1,2,3,-4,-1,2,-4,-3,2,2,2,3,3,-4] ;Knot[1547,3]:= -1+8*t-25*t^2+45*t^3-53*t^4+45*t^5-25*t^6+8*t^7-1*t^8;
Knot[1548,1]:= "12a_0748";Knot[1548,2]:= [-1,2,2,1,1,2,-3,2,-3,-3,-3,4,3,-2,3,-4] ;Knot[1548,3]:= -4+16*t-30*t^2+37*t^3-30*t^4+16*t^5-4*t^6;
Knot[1549,1]:= "12a_0749";Knot[1549,2]:= [-1,2,3,-4,-2,-3,4,-3,2,-3,1,4,1,2,2,2] ;Knot[1549,3]:= 4-16*t+32*t^2-39*t^3+32*t^4-16*t^5+4*t^6;
Knot[1550,1]:= "12a_0750";Knot[1550,2]:= [-1,-2,-2,-3,2,1,-3,4,-3,4,-5,-4,3,-4,2,5,-3,-2,-2] ;Knot[1550,3]:= -8+34*t-51*t^2+34*t^3-8*t^4;
Knot[1551,1]:= "12a_0751";Knot[1551,2]:= [-1,2,-3,4,5,-1,-3,5,-3,-4,-2,5,3,-2,4] ;Knot[1551,3]:= -2+14*t-38*t^2+53*t^3-38*t^4+14*t^5-2*t^6;
Knot[1552,1]:= "12a_0752";Knot[1552,2]:= [-1,2,-3,-3,-2,-2,1,-2,-2,-3,4,5,2,-3,5,4,-5] ;Knot[1552,3]:= -8+29*t-41*t^2+29*t^3-8*t^4;
Knot[1553,1]:= "12a_0753";Knot[1553,2]:= [-1,-1,2,-1,2,2,3,-2,-2,4,-3,2,4,5,-4,3,5];Knot[1553,3]:= 6-21*t+31*t^2-21*t^3+6*t^4;
Knot[1554,1]:= "12a_0754";Knot[1554,2]:= [-1,2,-3,4,-1,-2,4,-2,3,-2,3,3,3,4] ;Knot[1554,3]:= -1+9*t-30*t^2+57*t^3-69*t^4+57*t^5-30*t^6+9*t^7-1*t^8;
Knot[1555,1]:= "12a_0755";Knot[1555,2]:= [-1,-1,2,-3,2,-1,2,-1,3,3,3,2,2] ;Knot[1555,3]:= -2+11*t-31*t^2+57*t^3-69*t^4+57*t^5-31*t^6+11*t^7-2*t^8;
Knot[1556,1]:= "12a_0756";Knot[1556,2]:= [-1,2,3,-4,-1,2,-4,-3,2,3,3,3,3,-4] ;Knot[1556,3]:= -1+8*t-23*t^2+39*t^3-45*t^4+39*t^5-23*t^6+8*t^7-1*t^8;
Knot[1557,1]:= "12a_0757";Knot[1557,2]:= [1,1,1,-2,-3,-3,2,-3,-3,-3,-2,1,-2] ;Knot[1557,3]:= -2+9*t-20*t^2+32*t^3-37*t^4+32*t^5-20*t^6+9*t^7-2*t^8;
Knot[1558,1]:= "12a_0758";Knot[1558,2]:= [-1,2,-1,-2,-3,4,-3,4,4,4,-3,-2,-2,3] ;Knot[1558,3]:= -3+13*t-25*t^2+31*t^3-25*t^4+13*t^5-3*t^6;
Knot[1559,1]:= "12a_0759";Knot[1559,2]:= [-1,2,-1,-2,3,3,3,3,3,3,-2,-2,3] ;Knot[1559,3]:= 2-6*t+9*t^2-9*t^3+9*t^4-9*t^5+9*t^6-6*t^7+2*t^8;
Knot[1560,1]:= "12a_0760";Knot[1560,2]:= [-1,2,-1,-2,3,3,3,4,-3,4,3,-2,-2,3] ;Knot[1560,3]:= 4-14*t+24*t^2-27*t^3+24*t^4-14*t^5+4*t^6;
Knot[1561,1]:= "12a_0761";Knot[1561,2]:= [-1,2,-1,-2,3,4,-3,4,4,4,3,-2,-2,3] ;Knot[1561,3]:= 4-16*t+31*t^2-37*t^3+31*t^4-16*t^5+4*t^6;
Knot[1562,1]:= "12a_0762";Knot[1562,2]:= [-1,2,3,-1,-2,-2,-2,-2,-2,-2,-2,3,-2] ;Knot[1562,3]:= -2+6*t-7*t^2+7*t^3-7*t^4+7*t^5-7*t^6+6*t^7-2*t^8;
Knot[1563,1]:= "12a_0763";Knot[1563,2]:= [-1,2,2,2,-3,-4,2,3,-4,3,2,1,1,2] ;Knot[1563,3]:= -4+14*t-20*t^2+21*t^3-20*t^4+14*t^5-4*t^6;
Knot[1564,1]:= "12a_0764";Knot[1564,2]:= [-1,2,-3,-4,2,3,-4,3,2,1,1,2,2,2] ;Knot[1564,3]:= -4+16*t-29*t^2+35*t^3-29*t^4+16*t^5-4*t^6;
Knot[1565,1]:= "12a_0765";Knot[1565,2]:= [-1,2,2,3,-4,1,-4,1,-3,-2,3,-2,3,-4,3,-4] ;Knot[1565,3]:= 1-9*t+31*t^2-60*t^3+75*t^4-60*t^5+31*t^6-9*t^7+1*t^8;
Knot[1566,1]:= "12a_0766";Knot[1566,2]:= [-1,2,-3,4,-1,-2,4,3,-2,-2,-2,3,3,4] ;Knot[1566,3]:= 1-8*t+25*t^2-45*t^3+55*t^4-45*t^5+25*t^6-8*t^7+1*t^8;
Knot[1567,1]:= "12a_0767";Knot[1567,2]:= [-1,-1,-2,1,-2,-2,-2,-3,2,2,-4,3,-2,5,-4,-3,5];Knot[1567,3]:= -8+31*t-45*t^2+31*t^3-8*t^4;
Knot[1568,1]:= "12a_0768";Knot[1568,2]:= [-1,2,3,-4,-1,2,-4,2,2,-3,2,3,3,-4] ;Knot[1568,3]:= -1+8*t-23*t^2+38*t^3-43*t^4+38*t^5-23*t^6+8*t^7-1*t^8;
Knot[1569,1]:= "12a_0769";Knot[1569,2]:= [-1,2,-3,4,4,-3,4,5,-2,-2,1,-2,3,-4,-2,-3,5] ;Knot[1569,3]:= -2+16*t-45*t^2+63*t^3-45*t^4+16*t^5-2*t^6;
Knot[1570,1]:= "12a_0770";Knot[1570,2]:= [-1,-1,-1,-2,1,-2,-3,2,-3,-4,3,-2,5,-4,3,5,4];Knot[1570,3]:= 2-17*t+48*t^2-65*t^3+48*t^4-17*t^5+2*t^6;
Knot[1571,1]:= "12a_0771";Knot[1571,2]:= [-1,2,3,-4,2,-4,3,2,-4,-3,1,1,2,2,-3,2] ;Knot[1571,3]:= 5-23*t+50*t^2-63*t^3+50*t^4-23*t^5+5*t^6;
Knot[1572,1]:= "12a_0772";Knot[1572,2]:= [-1,2,3,-1,3,-4,3,-2,3,-2,4,4,4,4] ;Knot[1572,3]:= -4+16*t-28*t^2+33*t^3-28*t^4+16*t^5-4*t^6;
Knot[1573,1]:= "12a_0773";Knot[1573,2]:= [-1,2,-1,-2,-3,4,5,-3,-4,5,4,-3,-2,-2,3] ;Knot[1573,3]:= -6+23*t-33*t^2+23*t^3-6*t^4;
Knot[1574,1]:= "12a_0774";Knot[1574,2]:= [-1,2,-1,-2,3,4,5,-3,-4,5,4,3,-2,-2,3] ;Knot[1574,3]:= 6-22*t+33*t^2-22*t^3+6*t^4;
Knot[1575,1]:= "12a_0775";Knot[1575,2]:= [-1,-2,3,-4,5,3,5,4,-5,4,3,2,-1,2,3] ;Knot[1575,3]:= -6+22*t-31*t^2+22*t^3-6*t^4;
Knot[1576,1]:= "12a_0776";Knot[1576,2]:= [-1,2,-3,4,-1,-2,4,-2,3,3,3,-2,3,4] ;Knot[1576,3]:= -1+8*t-25*t^2+46*t^3-55*t^4+46*t^5-25*t^6+8*t^7-1*t^8;
Knot[1577,1]:= "12a_0777";Knot[1577,2]:= [-1,2,-3,4,-1,-2,4,3,-2,3,3,3,3,4] ;Knot[1577,3]:= 1-8*t+23*t^2-36*t^3+41*t^4-36*t^5+23*t^6-8*t^7+1*t^8;
Knot[1578,1]:= "12a_0778";Knot[1578,2]:= [-1,2,-3,4,-1,-2,4,-2,-2,3,-2,3,3,4] ;Knot[1578,3]:= 1-9*t+30*t^2-57*t^3+71*t^4-57*t^5+30*t^6-9*t^7+1*t^8;
Knot[1579,1]:= "12a_0779";Knot[1579,2]:= [1,2,-3,-4,2,-4,5,4,-3,2,4,1,-5,-4,-2,-3,4] ;Knot[1579,3]:= -2+16*t-44*t^2+61*t^3-44*t^4+16*t^5-2*t^6;
Knot[1580,1]:= "12a_0780";Knot[1580,2]:= [-1,-2,3,3,-2,1,1,2,3,4,4,3,3,-2,3,-4] ;Knot[1580,3]:= -5+24*t-51*t^2+65*t^3-51*t^4+24*t^5-5*t^6;
Knot[1581,1]:= "12a_0781";Knot[1581,2]:= [-1,2,-3,4,-5,-1,3,-5,3,4,-2,-5,3,-2,4] ;Knot[1581,3]:= -2+14*t-37*t^2+51*t^3-37*t^4+14*t^5-2*t^6;
Knot[1582,1]:= "12a_0782";Knot[1582,2]:= [-1,2,-3,4,5,-1,-3,5,-2,-4,5,3,-2,4,4] ;Knot[1582,3]:= 2-14*t+36*t^2-47*t^3+36*t^4-14*t^5+2*t^6;
Knot[1583,1]:= "12a_0783";Knot[1583,2]:= [-1,2,-3,4,-5,-1,4,-3,2,-3,4,-3,5,4,-3,-2,-3] ;Knot[1583,3]:= 2-16*t+45*t^2-61*t^3+45*t^4-16*t^5+2*t^6;
Knot[1584,1]:= "12a_0784";Knot[1584,2]:= [-1,2,2,-3,-1,-1,2,2,3,-1,3,2,-1] ;Knot[1584,3]:= 2-9*t+23*t^2-39*t^3+47*t^4-39*t^5+23*t^6-9*t^7+2*t^8;
Knot[1585,1]:= "12a_0785";Knot[1585,2]:= [-1,-2,3,-4,-2,-2,-1,-1,2,3,-2,-4,3,-4] ;Knot[1585,3]:= 1-9*t+32*t^2-62*t^3+77*t^4-62*t^5+32*t^6-9*t^7+1*t^8;
Knot[1586,1]:= "12a_0786";Knot[1586,2]:= [-1,2,-1,-2,-3,4,5,-3,-4,-2,5,-2,3,4,4] ;Knot[1586,3]:= -2+15*t-40*t^2+55*t^3-40*t^4+15*t^5-2*t^6;
Knot[1587,1]:= "12a_0787";Knot[1587,2]:= [-1,2,-1,-2,3,4,-3,4,-5,4,-3,4,3,5,-2,-2,3] ;Knot[1587,3]:= 8-29*t+43*t^2-29*t^3+8*t^4;
Knot[1588,1]:= "12a_0788";Knot[1588,2]:= [-1,-2,3,-2,-2,-1,-1,2,3,-4,3,-2,3,-4] ;Knot[1588,3]:= -1+8*t-31*t^2+67*t^3-85*t^4+67*t^5-31*t^6+8*t^7-1*t^8;
Knot[1589,1]:= "12a_0789";Knot[1589,2]:= [-1,-1,-1,2,2,3,-1,3,2,2,2,-3,-1] ;Knot[1589,3]:= 2-7*t+14*t^2-20*t^3+23*t^4-20*t^5+14*t^6-7*t^7+2*t^8;
Knot[1590,1]:= "12a_0790";Knot[1590,2]:= [-1,2,2,-3,1,1,2,2,2,-3,-4,3,-4,-3] ;Knot[1590,3]:= 4-16*t+32*t^2-39*t^3+32*t^4-16*t^5+4*t^6;
Knot[1591,1]:= "12a_0791";Knot[1591,2]:= [-1,2,-1,-2,-3,4,4,4,4,-3,4,-2,-2,3] ;Knot[1591,3]:= 3-9*t+13*t^2-13*t^3+13*t^4-9*t^5+3*t^6;
Knot[1592,1]:= "12a_0792";Knot[1592,2]:= [-1,2,-1,-2,-3,4,5,-4,5,4,-3,4,-2,-2,3] ;Knot[1592,3]:= 6-21*t+31*t^2-21*t^3+6*t^4;
Knot[1593,1]:= "12a_0793";Knot[1593,2]:= [-1,2,-3,4,-1,-3,4,2,-3,4,-3,4] ;Knot[1593,3]:= 1-9*t+32*t^2-62*t^3+77*t^4-62*t^5+32*t^6-9*t^7+1*t^8;
Knot[1594,1]:= "12a_0794";Knot[1594,2]:= [-1,2,2,2,3,-1,3,2,2,2,2,2,-3] ;Knot[1594,3]:= -2+7*t-12*t^2+16*t^3-17*t^4+16*t^5-12*t^6+7*t^7-2*t^8;
Knot[1595,1]:= "12a_0795";Knot[1595,2]:= [-1,2,-1,-2,-2,-3,4,-3,-3,-3,4,-2,3,-2] ;Knot[1595,3]:= -4+16*t-30*t^2+37*t^3-30*t^4+16*t^5-4*t^6;
Knot[1596,1]:= "12a_0796";Knot[1596,2]:= [-1,2,-3,4,-1,-3,-3,-3,-3,-3,4,-2,3,-2] ;Knot[1596,3]:= -3+9*t-11*t^2+11*t^3-11*t^4+9*t^5-3*t^6;
Knot[1597,1]:= "12a_0797";Knot[1597,2]:= [-1,-2,3,4,5,5,4,-5,4,-3,4,2,-1,2,3] ;Knot[1597,3]:= -6+21*t-29*t^2+21*t^3-6*t^4;
Knot[1598,1]:= "12a_0798";Knot[1598,2]:= [-1,2,3,-1,3,-4,3,-2,3,3,4,4,3,2] ;Knot[1598,3]:= -5+23*t-48*t^2+61*t^3-48*t^4+23*t^5-5*t^6;
Knot[1599,1]:= "12a_0799";Knot[1599,2]:= [-1,2,-1,-2,-3,4,5,-3,-3,-4,-2,5,-2,3,4] ;Knot[1599,3]:= 2-15*t+42*t^2-57*t^3+42*t^4-15*t^5+2*t^6;
Knot[1600,1]:= "12a_0800";Knot[1600,2]:= [-1,2,-3,4,-1,-3,-3,-3,4,-2,-2,-2,3,-2] ;Knot[1600,3]:= -3+11*t-20*t^2+25*t^3-20*t^4+11*t^5-3*t^6;
Knot[1601,1]:= "12a_0801";Knot[1601,2]:= [-1,2,2,2,3,-1,3,3,-2,3,3,3,2] ;Knot[1601,3]:= -2+8*t-17*t^2+26*t^3-29*t^4+26*t^5-17*t^6+8*t^7-2*t^8;
Knot[1602,1]:= "12a_0802";Knot[1602,2]:= [-1,2,-3,4,5,-1,-3,-4,-2,-4,-4,5,-4,3,-2] ;Knot[1602,3]:= -4+12*t-15*t^2+12*t^3-4*t^4;
Knot[1603,1]:= "12a_0803";Knot[1603,2]:= [-1,2,-3,4,-5,6,-1,-3,-5,6,-2,-4,5,-4,3,-2] ;Knot[1603,3]:= -5+11*t-5*t^2;
Knot[1604,1]:= "12a_0804";Knot[1604,2]:= [-1,-2,-2,-1,-1,-2,-3,4,-3,2,-3,4,-3,4] ;Knot[1604,3]:= 2-12*t+32*t^2-50*t^3+57*t^4-50*t^5+32*t^6-12*t^7+2*t^8;
Knot[1605,1]:= "12a_0805";Knot[1605,2]:= [-1,2,-1,2,-1,2,-1,2,2,2,2,2] ;Knot[1605,3]:= -1+5*t-11*t^2+17*t^3-20*t^4+21*t^5-20*t^6+17*t^7-11*t^8+5*t^9-1*t^10;
Knot[1606,1]:= "12a_0806";Knot[1606,2]:= [-1,2,3,-1,3,2,-3,2,2,-1,2,-1,2] ;Knot[1606,3]:= -2+11*t-27*t^2+44*t^3-51*t^4+44*t^5-27*t^6+11*t^7-2*t^8;
Knot[1607,1]:= "12a_0807";Knot[1607,2]:= [-1,2,3,-1,3,2,2,2,-1,-3,2,-1,2] ;Knot[1607,3]:= -2+11*t-28*t^2+47*t^3-55*t^4+47*t^5-28*t^6+11*t^7-2*t^8;
Knot[1608,1]:= "12a_0808";Knot[1608,2]:= [-1,2,-3,4,-1,-3,4,-3,4,-3,-2,3,-2,4] ;Knot[1608,3]:= -3+15*t-32*t^2+41*t^3-32*t^4+15*t^5-3*t^6;
Knot[1609,1]:= "12a_0809";Knot[1609,2]:= [-1,2,-1,2,3,3,3,3,3,2,-1,2,-3] ;Knot[1609,3]:= 2-11*t+27*t^2-39*t^3+43*t^4-39*t^5+27*t^6-11*t^7+2*t^8;
Knot[1610,1]:= "12a_0810";Knot[1610,2]:= [-1,2,-1,-2,-2,-3,4,-3,2,-3,4,-3,-2,4] ;Knot[1610,3]:= 4-23*t+57*t^2-75*t^3+57*t^4-23*t^5+4*t^6;
Knot[1611,1]:= "12a_0811";Knot[1611,2]:= [-1,-2,-2,-3,-1,-3,-1,-1,2,-3,-1,-3,-3] ;Knot[1611,3]:= 3-10*t+19*t^2-26*t^3+29*t^4-26*t^5+19*t^6-10*t^7+3*t^8;
Knot[1612,1]:= "12a_0812";Knot[1612,2]:= [-1,2,3,-2,3,2,-4,1,1,2,-3,2,2,2,3,-4] ;Knot[1612,3]:= -5+23*t-45*t^2+55*t^3-45*t^4+23*t^5-5*t^6;
Knot[1613,1]:= "12a_0813";Knot[1613,2]:= [-1,-1,-1,-2,-2,-3,-1,-3,2,-3,-1,-3,-3] ;Knot[1613,3]:= 3-9*t+16*t^2-22*t^3+25*t^4-22*t^5+16*t^6-9*t^7+3*t^8;
Knot[1614,1]:= "12a_0814";Knot[1614,2]:= [-1,2,3,3,4,2,4,1,4,1,-3,2,4,4] ;Knot[1614,3]:= 6-20*t+34*t^2-39*t^3+34*t^4-20*t^5+6*t^6;
Knot[1615,1]:= "12a_0815";Knot[1615,2]:= [-1,-1,-1,2,2,-1,-1,2,2,2,2,2] ;Knot[1615,3]:= 1-3*t+7*t^2-12*t^3+16*t^4-17*t^5+16*t^6-12*t^7+7*t^8-3*t^9+1*t^10;
Knot[1616,1]:= "12a_0816";Knot[1616,2]:= [-1,2,-1,-2,-2,-2,3,3,-2,-2,3,3,3] ;Knot[1616,3]:= 2-7*t+17*t^2-30*t^3+37*t^4-30*t^5+17*t^6-7*t^7+2*t^8;
Knot[1617,1]:= "12a_0817";Knot[1617,2]:= [-1,-1,-2,-2,-3,-1,-3,-1,2,-3,-1,-3,-3] ;Knot[1617,3]:= 3-10*t+19*t^2-26*t^3+29*t^4-26*t^5+19*t^6-10*t^7+3*t^8;
Knot[1618,1]:= "12a_0818";Knot[1618,2]:= [-1,2,2,2,3,-1,3,-4,3,-2,3,-2,-4,-3] ;Knot[1618,3]:= -1+7*t-23*t^2+42*t^3-49*t^4+42*t^5-23*t^6+7*t^7-1*t^8;
Knot[1619,1]:= "12a_0819";Knot[1619,2]:= [-1,2,-1,2,-1,-1,-1,2,-1,2,2,2] ;Knot[1619,3]:= -1+5*t-12*t^2+21*t^3-29*t^4+33*t^5-29*t^6+21*t^7-12*t^8+5*t^9-1*t^10;
Knot[1620,1]:= "12a_0820";Knot[1620,2]:= [-1,2,-1,-2,3,-2,3,3,3,-2,3,-2,3] ;Knot[1620,3]:= -2+10*t-23*t^2+35*t^3-39*t^4+35*t^5-23*t^6+10*t^7-2*t^8;
Knot[1621,1]:= "12a_0821";Knot[1621,2]:= [-1,2,-1,-2,3,-2,3,4,-3,-2,4,3,-2,3] ;Knot[1621,3]:= -4+20*t-44*t^2+57*t^3-44*t^4+20*t^5-4*t^6;
Knot[1622,1]:= "12a_0822";Knot[1622,2]:= [-1,2,2,2,2,3,3,2,-1,2,2,2,-3] ;Knot[1622,3]:= -2+8*t-15*t^2+22*t^3-25*t^4+22*t^5-15*t^6+8*t^7-2*t^8;
Knot[1623,1]:= "12a_0823";Knot[1623,2]:= [-1,2,-1,-2,-2,-3,4,-3,-3,-3,4,2,-3,-2] ;Knot[1623,3]:= -4+17*t-31*t^2+37*t^3-31*t^4+17*t^5-4*t^6;
Knot[1624,1]:= "12a_0824";Knot[1624,2]:= [-1,-1,-1,2,2,2,2,-1,-1,2,2,2] ;Knot[1624,3]:= 1-3*t+7*t^2-13*t^3+19*t^4-21*t^5+19*t^6-13*t^7+7*t^8-3*t^9+1*t^10;
Knot[1625,1]:= "12a_0825";Knot[1625,2]:= [-1,2,2,2,3,-1,3,-1,-1,2,-3,2,-1] ;Knot[1625,3]:= 2-7*t+16*t^2-27*t^3+33*t^4-27*t^5+16*t^6-7*t^7+2*t^8;
Knot[1626,1]:= "12a_0826";Knot[1626,2]:= [-1,2,-1,-2,3,3,-2,-2,-2,-2,3,3,3] ;Knot[1626,3]:= 2-6*t+11*t^2-16*t^3+19*t^4-16*t^5+11*t^6-6*t^7+2*t^8;
Knot[1627,1]:= "12a_0827";Knot[1627,2]:= [-1,2,3,-4,-4,3,2,-3,-4,1,-4,1,2,-4] ;Knot[1627,3]:= 4-13*t+21*t^2-23*t^3+21*t^4-13*t^5+4*t^6;
Knot[1628,1]:= "12a_0828";Knot[1628,2]:= [-1,2,-3,-1,-3,4,-2,-2,-3,2,-3,-2,-4,-4,-4,-4] ;Knot[1628,3]:= 7-24*t+42*t^2-49*t^3+42*t^4-24*t^5+7*t^6;
Knot[1629,1]:= "12a_0829";Knot[1629,2]:= [-1,-2,-2,-1,-1,-2,-3,4,-3,2,-3,-3,4,-3] ;Knot[1629,3]:= -2+11*t-25*t^2+37*t^3-41*t^4+37*t^5-25*t^6+11*t^7-2*t^8;
Knot[1630,1]:= "12a_0830";Knot[1630,2]:= [-1,2,3,3,2,-1,-1,-1,2,-3,2,2,-1] ;Knot[1630,3]:= 2-9*t+24*t^2-42*t^3+51*t^4-42*t^5+24*t^6-9*t^7+2*t^8;
Knot[1631,1]:= "12a_0831";Knot[1631,2]:= [-1,2,3,3,2,2,-1,-1,-1,2,-3,2,-1] ;Knot[1631,3]:= 2-9*t+24*t^2-42*t^3+51*t^4-42*t^5+24*t^6-9*t^7+2*t^8;
Knot[1632,1]:= "12a_0832";Knot[1632,2]:= [-1,-2,-2,-1,-1,-2,-3,4,-3,-3,2,-3,4,-3] ;Knot[1632,3]:= -2+11*t-25*t^2+37*t^3-41*t^4+37*t^5-25*t^6+11*t^7-2*t^8;
Knot[1633,1]:= "12a_0833";Knot[1633,2]:= [-1,2,2,2,2,3,-1,3,-1,2,-1,2,-3] ;Knot[1633,3]:= -2+9*t-19*t^2+29*t^3-33*t^4+29*t^5-19*t^6+9*t^7-2*t^8;
Knot[1634,1]:= "12a_0834";Knot[1634,2]:= [-1,2,3,-4,3,-4,3,-4,2,-4,1,-3,1,2] ;Knot[1634,3]:= -4+19*t-39*t^2+49*t^3-39*t^4+19*t^5-4*t^6;
Knot[1635,1]:= "12a_0835";Knot[1635,2]:= [-1,-1,-1,2,2,2,2,2,2,-1,-1,2] ;Knot[1635,3]:= 1-3*t+6*t^2-9*t^3+11*t^4-11*t^5+11*t^6-9*t^7+6*t^8-3*t^9+1*t^10;
Knot[1636,1]:= "12a_0836";Knot[1636,2]:= [-1,2,3,-1,3,-1,-1,2,-3,2,2,2,-1] ;Knot[1636,3]:= 2-7*t+15*t^2-24*t^3+29*t^4-24*t^5+15*t^6-7*t^7+2*t^8;
Knot[1637,1]:= "12a_0837";Knot[1637,2]:= [-1,2,3,-1,3,-1,-1,2,2,2,-3,2,-1] ;Knot[1637,3]:= 2-8*t+18*t^2-28*t^3+33*t^4-28*t^5+18*t^6-8*t^7+2*t^8;
Knot[1638,1]:= "12a_0838";Knot[1638,2]:= [-1,-1,-1,2,-1,-1,-1,-1,-1,-1,-1,2] ;Knot[1638,3]:= -1+3*t-4*t^2+5*t^3-5*t^4+5*t^5-5*t^6+5*t^7-4*t^8+3*t^9-1*t^10;
Knot[1639,1]:= "12a_0839";Knot[1639,2]:= [-1,2,-1,-2,-2,-2,-2,3,-2,-2,-2,3,-2] ;Knot[1639,3]:= -2+7*t-11*t^2+14*t^3-15*t^4+14*t^5-11*t^6+7*t^7-2*t^8;
Knot[1640,1]:= "12a_0840";Knot[1640,2]:= [-1,2,3,3,2,2,2,-3,2,-1,2,2,2] ;Knot[1640,3]:= -2+8*t-16*t^2+24*t^3-27*t^4+24*t^5-16*t^6+8*t^7-2*t^8;
Knot[1641,1]:= "12a_0841";Knot[1641,2]:= [-1,2,-3,4,2,2,2,-3,-4,3,2,-3,1,4,1,2] ;Knot[1641,3]:= -4+16*t-28*t^2+33*t^3-28*t^4+16*t^5-4*t^6;
Knot[1642,1]:= "12a_0842";Knot[1642,2]:= [-1,2,3,-4,-4,3,-2,3,-4,1,-4,1,2,-4] ;Knot[1642,3]:= 3-11*t+20*t^2-23*t^3+20*t^4-11*t^5+3*t^6;
Knot[1643,1]:= "12a_0843";Knot[1643,2]:= [-1,2,-3,-1,-3,-3,4,-3,-3,-3,4,-2,3,-2] ;Knot[1643,3]:= -3+11*t-18*t^2+21*t^3-18*t^4+11*t^5-3*t^6;
Knot[1644,1]:= "12a_0844";Knot[1644,2]:= [-1,2,3,-4,-1,2,-4,-3,2,3,3,-4,-4,-4] ;Knot[1644,3]:= -1+8*t-24*t^2+43*t^3-51*t^4+43*t^5-24*t^6+8*t^7-1*t^8;
Knot[1645,1]:= "12a_0845";Knot[1645,2]:= [-1,2,-1,-2,3,-2,-3,4,-3,-4,3,-2,3,3,3,4] ;Knot[1645,3]:= 4-14*t+24*t^2-27*t^3+24*t^4-14*t^5+4*t^6;
Knot[1646,1]:= "12a_0846";Knot[1646,2]:= [-1,2,3,-1,-2,3,2,-4,2,-4,-4,3,-4,-4] ;Knot[1646,3]:= -1+8*t-24*t^2+43*t^3-51*t^4+43*t^5-24*t^6+8*t^7-1*t^8;
Knot[1647,1]:= "12a_0847";Knot[1647,2]:= [-1,2,-3,4,-1,-2,4,3,-2,3,3,4,4,4] ;Knot[1647,3]:= 1-8*t+24*t^2-39*t^3+45*t^4-39*t^5+24*t^6-8*t^7+1*t^8;
Knot[1648,1]:= "12a_0848";Knot[1648,2]:= [-1,2,2,2,2,3,-1,3,2,-1,2,2,-3] ;Knot[1648,3]:= 2-9*t+21*t^2-31*t^3+35*t^4-31*t^5+21*t^6-9*t^7+2*t^8;
Knot[1649,1]:= "12a_0849";Knot[1649,2]:= [-1,2,3,-4,3,3,-4,3,2,-3,-4,1,1,2] ;Knot[1649,3]:= 4-19*t+43*t^2-55*t^3+43*t^4-19*t^5+4*t^6;
Knot[1650,1]:= "12a_0850";Knot[1650,2]:= [-1,2,-1,2,2,-1,-1,-1,-1,-1,-1,2] ;Knot[1650,3]:= -1+4*t-8*t^2+12*t^3-13*t^4+13*t^5-13*t^6+12*t^7-8*t^8+4*t^9-1*t^10;
Knot[1651,1]:= "12a_0851";Knot[1651,2]:= [-1,2,3,-1,3,-1,2,-3,2,2,2,-1,2] ;Knot[1651,3]:= -2+9*t-20*t^2+32*t^3-37*t^4+32*t^5-20*t^6+9*t^7-2*t^8;
Knot[1652,1]:= "12a_0852";Knot[1652,2]:= [-1,2,3,-1,3,-1,2,2,2,-3,2,-1,2] ;Knot[1652,3]:= -2+10*t-25*t^2+42*t^3-49*t^4+42*t^5-25*t^6+10*t^7-2*t^8;
Knot[1653,1]:= "12a_0853";Knot[1653,2]:= [-1,2,-3,-1,2,2,-3,4,4,-3,4,-3,4,-2,-3,-2] ;Knot[1653,3]:= -4+19*t-40*t^2+51*t^3-40*t^4+19*t^5-4*t^6;
Knot[1654,1]:= "12a_0854";Knot[1654,2]:= [-1,2,3,-4,3,-4,3,-4,-2,-4,1,3,1,2] ;Knot[1654,3]:= -3+14*t-30*t^2+39*t^3-30*t^4+14*t^5-3*t^6;
Knot[1655,1]:= "12a_0855";Knot[1655,2]:= [-1,-1,-1,2,3,3,2,-1,2,-3,-1,2,-1] ;Knot[1655,3]:= -2+10*t-23*t^2+33*t^3-35*t^4+33*t^5-23*t^6+10*t^7-2*t^8;
Knot[1656,1]:= "12a_0856";Knot[1656,2]:= [-1,2,-1,-2,-2,3,4,-2,4,3,-2,3,-4,3] ;Knot[1656,3]:= -4+22*t-54*t^2+73*t^3-54*t^4+22*t^5-4*t^6;
Knot[1657,1]:= "12a_0857";Knot[1657,2]:= [-1,2,-1,2,3,3,3,3,2,-1,-1,2,-3] ;Knot[1657,3]:= -2+11*t-29*t^2+49*t^3-57*t^4+49*t^5-29*t^6+11*t^7-2*t^8;
Knot[1658,1]:= "12a_0858";Knot[1658,2]:= [-1,2,3,-4,-4,3,-4,-2,3,1,-4,3,1,2] ;Knot[1658,3]:= -3+16*t-38*t^2+51*t^3-38*t^4+16*t^5-3*t^6;
Knot[1659,1]:= "12a_0859";Knot[1659,2]:= [-1,2,-1,2,2,-1,2,2,2,2,2,2] ;Knot[1659,3]:= 1-4*t+8*t^2-10*t^3+11*t^4-11*t^5+11*t^6-10*t^7+8*t^8-4*t^9+1*t^10;
Knot[1660,1]:= "12a_0860";Knot[1660,2]:= [-1,2,3,-1,3,2,-3,2,2,2,-1,2,2] ;Knot[1660,3]:= 2-9*t+20*t^2-28*t^3+31*t^4-28*t^5+20*t^6-9*t^7+2*t^8;
Knot[1661,1]:= "12a_0861";Knot[1661,2]:= [-1,2,3,-1,3,2,2,2,-3,2,-1,2,2] ;Knot[1661,3]:= 2-10*t+25*t^2-40*t^3+47*t^4-40*t^5+25*t^6-10*t^7+2*t^8;
Knot[1662,1]:= "12a_0862";Knot[1662,2]:= [-1,2,-1,-2,3,2,-3,-4,3,2,-4,-3,2,-3,-3,-3] ;Knot[1662,3]:= 4-19*t+42*t^2-53*t^3+42*t^4-19*t^5+4*t^6;
Knot[1663,1]:= "12a_0863";Knot[1663,2]:= [-1,2,3,-4,3,3,-4,3,-2,3,-4,1,1,2] ;Knot[1663,3]:= 3-14*t+30*t^2-37*t^3+30*t^4-14*t^5+3*t^6;
Knot[1664,1]:= "12a_0864";Knot[1664,2]:= [-1,2,-1,2,-1,-1,2,-1,2,2,2,2] ;Knot[1664,3]:= 1-5*t+12*t^2-20*t^3+27*t^4-29*t^5+27*t^6-20*t^7+12*t^8-5*t^9+1*t^10;
Knot[1665,1]:= "12a_0865";Knot[1665,2]:= [-1,-1,2,-1,2,3,-1,3,2,-3,2,-1,2] ;Knot[1665,3]:= 2-11*t+28*t^2-46*t^3+55*t^4-46*t^5+28*t^6-11*t^7+2*t^8;
Knot[1666,1]:= "12a_0866";Knot[1666,2]:= [-1,2,3,-1,3,2,-1,2,2,-3,2,-1,2] ;Knot[1666,3]:= -2+12*t-34*t^2+62*t^3-75*t^4+62*t^5-34*t^6+12*t^7-2*t^8;
Knot[1667,1]:= "12a_0867";Knot[1667,2]:= [-1,2,3,-4,-1,2,2,3,-4,3,-4,-2,3,-4] ;Knot[1667,3]:= 1-9*t+34*t^2-69*t^3+87*t^4-69*t^5+34*t^6-9*t^7+1*t^8;
Knot[1668,1]:= "12a_0868";Knot[1668,2]:= [-1,-2,3,-2,3,-2,3,4,1,1,2,-3,2,-3,-4,-4] ;Knot[1668,3]:= 1-10*t+39*t^2-84*t^3+109*t^4-84*t^5+39*t^6-10*t^7+1*t^8;
Knot[1669,1]:= "12a_0869";Knot[1669,2]:= [-1,2,2,2,-1,2,-1,2,-1,2,2,2] ;Knot[1669,3]:= -1+5*t-12*t^2+21*t^3-27*t^4+29*t^5-27*t^6+21*t^7-12*t^8+5*t^9-1*t^10;
Knot[1670,1]:= "12a_0870";Knot[1670,2]:= [-1,2,-1,-2,3,-2,3,-2,3,-2,-2,-2,3] ;Knot[1670,3]:= -2+10*t-23*t^2+37*t^3-43*t^4+37*t^5-23*t^6+10*t^7-2*t^8;
Knot[1671,1]:= "12a_0871";Knot[1671,2]:= [-1,2,-1,2,2,2,-1,-3,2,-1,2,3,3] ;Knot[1671,3]:= -2+11*t-27*t^2+45*t^3-53*t^4+45*t^5-27*t^6+11*t^7-2*t^8;
Knot[1672,1]:= "12a_0872";Knot[1672,2]:= [-1,2,-1,-2,3,-2,3,-4,3,2,4,-3,-2,-4,-4,3] ;Knot[1672,3]:= -4+21*t-45*t^2+57*t^3-45*t^4+21*t^5-4*t^6;
Knot[1673,1]:= "12a_0873";Knot[1673,2]:= [-1,2,3,-2,3,2,-4,1,-4,1,2,-4,-3,2,3,-4] ;Knot[1673,3]:= -5+22*t-42*t^2+51*t^3-42*t^4+22*t^5-5*t^6;
Knot[1674,1]:= "12a_0874";Knot[1674,2]:= [-1,2,-1,2,-1,2,2,-3,2,-1,2,3,3] ;Knot[1674,3]:= -2+12*t-33*t^2+59*t^3-71*t^4+59*t^5-33*t^6+12*t^7-2*t^8;
Knot[1675,1]:= "12a_0875";Knot[1675,2]:= [-1,-2,3,4,-2,4,3,-2,1,1,2,2,3,-4,3,-2] ;Knot[1675,3]:= 5-29*t+72*t^2-95*t^3+72*t^4-29*t^5+5*t^6;
Knot[1676,1]:= "12a_0876";Knot[1676,2]:= [-1,-1,-1,-2,-2,-3,-1,-3,-3,-3,2,-3,-1] ;Knot[1676,3]:= 3-8*t+13*t^2-18*t^3+21*t^4-18*t^5+13*t^6-8*t^7+3*t^8;
Knot[1677,1]:= "12a_0877";Knot[1677,2]:= [-1,2,3,3,4,2,-3,1,4,1,2,4,4,4] ;Knot[1677,3]:= 6-18*t+27*t^2-29*t^3+27*t^4-18*t^5+6*t^6;
Knot[1678,1]:= "12a_0878";Knot[1678,2]:= [-1,2,2,-1,-1,-1,-1,2,2,2,2,2] ;Knot[1678,3]:= 1-3*t+6*t^2-9*t^3+12*t^4-13*t^5+12*t^6-9*t^7+6*t^8-3*t^9+1*t^10;
Knot[1679,1]:= "12a_0879";Knot[1679,2]:= [-1,2,-1,-2,-2,-2,3,3,3,3,-2,-2,3] ;Knot[1679,3]:= 2-7*t+15*t^2-23*t^3+27*t^4-23*t^5+15*t^6-7*t^7+2*t^8;
Knot[1680,1]:= "12a_0880";Knot[1680,2]:= [-1,2,-1,-2,3,-4,-5,-2,-5,-4,-3,-3,-2,-4,5] ;Knot[1680,3]:= 12-40*t+57*t^2-40*t^3+12*t^4;
Knot[1681,1]:= "12a_0881";Knot[1681,2]:= [-1,2,3,-1,3,-1,-1,-1,-1,2,-3,2,-1] ;Knot[1681,3]:= 2-7*t+13*t^2-15*t^3+15*t^4-15*t^5+13*t^6-7*t^7+2*t^8;
Knot[1682,1]:= "12a_0882";Knot[1682,2]:= [-1,2,-1,-2,-2,-2,3,4,-3,4,3,-2,-2,3] ;Knot[1682,3]:= 4-16*t+33*t^2-41*t^3+33*t^4-16*t^5+4*t^6;
Knot[1683,1]:= "12a_0883";Knot[1683,2]:= [-1,2,-1,-2,3,-2,3,-4,3,2,-3,-3,-4,3,-2,3] ;Knot[1683,3]:= -4+20*t-42*t^2+53*t^3-42*t^4+20*t^5-4*t^6;
Knot[1684,1]:= "12a_0884";Knot[1684,2]:= [-1,-2,3,-2,3,-2,1,1,2,-3,-4,2,3,-4,2,3] ;Knot[1684,3]:= -1+9*t-33*t^2+66*t^3-81*t^4+66*t^5-33*t^6+9*t^7-1*t^8;
Knot[1685,1]:= "12a_0885";Knot[1685,2]:= [-1,2,3,-4,-1,2,2,2,3,-4,3,-2,3,-4] ;Knot[1685,3]:= -1+9*t-32*t^2+63*t^3-77*t^4+63*t^5-32*t^6+9*t^7-1*t^8;
Knot[1686,1]:= "12a_0886";Knot[1686,2]:= [1,-2,-2,-3,4,2,1,4,4,3,-2,3,-2,4] ;Knot[1686,3]:= -1+7*t-24*t^2+45*t^3-53*t^4+45*t^5-24*t^6+7*t^7-1*t^8;
Knot[1687,1]:= "12a_0887";Knot[1687,2]:= [-1,2,-3,4,-1,-2,3,-2,3,-2,3,-2,3,4] ;Knot[1687,3]:= 1-9*t+32*t^2-63*t^3+79*t^4-63*t^5+32*t^6-9*t^7+1*t^8;
Knot[1688,1]:= "12a_0888";Knot[1688,2]:= [-1,2,3,-1,-2,3,-4,3,-4,3,2,2,3,-4] ;Knot[1688,3]:= -1+9*t-33*t^2+67*t^3-83*t^4+67*t^5-33*t^6+9*t^7-1*t^8;
Knot[1689,1]:= "12a_0889";Knot[1689,2]:= [-1,2,-1,-2,3,-2,3,-2,3,-2,3,3,3] ;Knot[1689,3]:= -2+10*t-22*t^2+32*t^3-35*t^4+32*t^5-22*t^6+10*t^7-2*t^8;
Knot[1690,1]:= "12a_0890";Knot[1690,2]:= [-1,2,-1,-2,3,-2,3,-2,3,-2,3,4,-3,4] ;Knot[1690,3]:= -4+21*t-47*t^2+61*t^3-47*t^4+21*t^5-4*t^6;
Knot[1691,1]:= "12a_0891";Knot[1691,2]:= [-1,2,3,3,2,-1,2,2,2,-3,2,-1,2] ;Knot[1691,3]:= 2-11*t+29*t^2-47*t^3+55*t^4-47*t^5+29*t^6-11*t^7+2*t^8;
Knot[1692,1]:= "12a_0892";Knot[1692,2]:= [-1,2,-1,-2,-3,-3,-4,-4,-3,2,-3,2,-3,4,2,3] ;Knot[1692,3]:= 4-22*t+53*t^2-69*t^3+53*t^4-22*t^5+4*t^6;
Knot[1693,1]:= "12a_0893";Knot[1693,2]:= [-1,2,3,-4,-1,2,2,3,-4,3,-2,3,-4,-4] ;Knot[1693,3]:= 1-9*t+33*t^2-68*t^3+87*t^4-68*t^5+33*t^6-9*t^7+1*t^8;
Knot[1694,1]:= "12a_0894";Knot[1694,2]:= [-1,2,3,-1,3,-1,2,-1,2,-3,2,-1,2] ;Knot[1694,3]:= 2-12*t+33*t^2-56*t^3+67*t^4-56*t^5+33*t^6-12*t^7+2*t^8;
Knot[1695,1]:= "12a_0895";Knot[1695,2]:= [-1,2,2,-1,-1,2,2,3,3,2,-1,2,-3] ;Knot[1695,3]:= -2+10*t-27*t^2+51*t^3-63*t^4+51*t^5-27*t^6+10*t^7-2*t^8;
Knot[1696,1]:= "12a_0896";Knot[1696,2]:= [-1,2,-1,-1,-1,2,-1,-3,2,-1,2,3,3] ;Knot[1696,3]:= -2+11*t-26*t^2+40*t^3-45*t^4+40*t^5-26*t^6+11*t^7-2*t^8;
Knot[1697,1]:= "12a_0897";Knot[1697,2]:= [-1,2,-1,-2,3,4,-2,4,3,-2,3,-4,-2,3] ;Knot[1697,3]:= -4+22*t-50*t^2+65*t^3-50*t^4+22*t^5-4*t^6;
Knot[1698,1]:= "12a_0898";Knot[1698,2]:= [-1,2,2,-1,-1,2,2,-1,-1,2,2,2] ;Knot[1698,3]:= 1-4*t+11*t^2-21*t^3+30*t^4-33*t^5+30*t^6-21*t^7+11*t^8-4*t^9+1*t^10;
Knot[1699,1]:= "12a_0899";Knot[1699,2]:= [-1,2,-1,-2,3,3,-2,-2,3,3,-2,-2,3] ;Knot[1699,3]:= 2-8*t+20*t^2-35*t^3+43*t^4-35*t^5+20*t^6-8*t^7+2*t^8;
Knot[1700,1]:= "12a_0900";Knot[1700,2]:= [-1,2,2,-3,4,2,2,3,1,3,1,2,-3,2,3,4] ;Knot[1700,3]:= 8-29*t+54*t^2-65*t^3+54*t^4-29*t^5+8*t^6;
Knot[1701,1]:= "12a_0901";Knot[1701,2]:= [-1,2,3,-1,3,-2,3,3,3,4,-2,-2,-3,4] ;Knot[1701,3]:= -1+9*t-27*t^2+47*t^3-55*t^4+47*t^5-27*t^6+9*t^7-1*t^8;
Knot[1702,1]:= "12a_0902";Knot[1702,2]:= [-1,-1,-2,1,-2,3,-2,3,2,-4,3,2,-4,-3,5,-4,5];Knot[1702,3]:= -2+18*t-51*t^2+71*t^3-51*t^4+18*t^5-2*t^6;
Knot[1703,1]:= "12a_0903";Knot[1703,2]:= [-1,2,3,3,-4,2,1,1,-2,3,-2,3,3,-4,3,2] ;Knot[1703,3]:= -5+26*t-57*t^2+73*t^3-57*t^4+26*t^5-5*t^6;
Knot[1704,1]:= "12a_0904";Knot[1704,2]:= [-1,2,-1,-2,3,-2,3,-2,-2,-2,3,-2,3] ;Knot[1704,3]:= -2+10*t-23*t^2+36*t^3-41*t^4+36*t^5-23*t^6+10*t^7-2*t^8;
Knot[1705,1]:= "12a_0905";Knot[1705,2]:= [-1,2,-1,-2,3,3,2,2,-3,-4,3,-4,-3,-2,-2,3] ;Knot[1705,3]:= -4+20*t-43*t^2+55*t^3-43*t^4+20*t^5-4*t^6;
Knot[1706,1]:= "12a_0906";Knot[1706,2]:= [-1,2,3,-1,-2,3,3,-2,-2,3,-2,4,-3,4] ;Knot[1706,3]:= 1-8*t+26*t^2-53*t^3+69*t^4-53*t^5+26*t^6-8*t^7+1*t^8;
Knot[1707,1]:= "12a_0907";Knot[1707,2]:= [-1,2,3,3,2,-1,2,-3,2,-1,2,2,2] ;Knot[1707,3]:= 2-11*t+29*t^2-45*t^3+51*t^4-45*t^5+29*t^6-11*t^7+2*t^8;
Knot[1708,1]:= "12a_0908";Knot[1708,2]:= [-1,2,-1,-2,3,-4,3,-2,-2,-3,4,-3,4,-2,-2,3] ;Knot[1708,3]:= 4-22*t+55*t^2-73*t^3+55*t^4-22*t^5+4*t^6;
Knot[1709,1]:= "12a_0909";Knot[1709,2]:= [-1,-1,2,2,-1,2,-1,-1,-1,-1,-1,2] ;Knot[1709,3]:= -1+4*t-9*t^2+14*t^3-16*t^4+17*t^5-16*t^6+14*t^7-9*t^8+4*t^9-1*t^10;
Knot[1710,1]:= "12a_0910";Knot[1710,2]:= [-1,2,-1,-2,-2,3,-2,-2,3,3,-2,3,-2] ;Knot[1710,3]:= -2+9*t-22*t^2+36*t^3-41*t^4+36*t^5-22*t^6+9*t^7-2*t^8;
Knot[1711,1]:= "12a_0911";Knot[1711,2]:= [-1,2,2,-1,-1,2,3,-1,3,2,2,2,-3] ;Knot[1711,3]:= -2+9*t-23*t^2+39*t^3-45*t^4+39*t^5-23*t^6+9*t^7-2*t^8;
Knot[1712,1]:= "12a_0912";Knot[1712,2]:= [-1,2,-3,4,-1,-3,4,4,-3,-3,4,-2,3,-2] ;Knot[1712,3]:= -3+12*t-26*t^2+35*t^3-26*t^4+12*t^5-3*t^6;
Knot[1713,1]:= "12a_0913";Knot[1713,2]:= [-1,2,-3,4,-3,2,1,-3,2,-3,4,-3,-3,2] ;Knot[1713,3]:= -1+7*t-24*t^2+48*t^3-59*t^4+48*t^5-24*t^6+7*t^7-1*t^8;
Knot[1714,1]:= "12a_0914";Knot[1714,2]:= [-1,2,3,4,4,3,-2,3,-4,1,1,-2,3,3,-2,-2] ;Knot[1714,3]:= 5-25*t+59*t^2-77*t^3+59*t^4-25*t^5+5*t^6;
Knot[1715,1]:= "12a_0915";Knot[1715,2]:= [-1,-2,-2,-3,4,-3,-3,-2,3,-1,2,4,5,4,-3,4,-5] ;Knot[1715,3]:= 3-23*t+65*t^2-89*t^3+65*t^4-23*t^5+3*t^6;
Knot[1716,1]:= "12a_0916";Knot[1716,2]:= [-1,2,2,-1,-1,2,2,2,2,-1,-1,2] ;Knot[1716,3]:= 1-4*t+10*t^2-18*t^3+26*t^4-29*t^5+26*t^6-18*t^7+10*t^8-4*t^9+1*t^10;
Knot[1717,1]:= "12a_0917";Knot[1717,2]:= [-1,2,-1,2,2,3,-1,3,-1,2,-3,2,-1] ;Knot[1717,3]:= 2-9*t+23*t^2-39*t^3+47*t^4-39*t^5+23*t^6-9*t^7+2*t^8;
Knot[1718,1]:= "12a_0918";Knot[1718,2]:= [-1,2,3,-1,3,-2,3,4,-2,-2,-3,4,4,4] ;Knot[1718,3]:= -1+9*t-29*t^2+53*t^3-63*t^4+53*t^5-29*t^6+9*t^7-1*t^8;
Knot[1719,1]:= "12a_0919";Knot[1719,2]:= [-1,2,3,-1,3,-2,3,4,5,-2,-2,-3,-4,5,4] ;Knot[1719,3]:= -2+16*t-45*t^2+63*t^3-45*t^4+16*t^5-2*t^6;
Knot[1720,1]:= "12a_0920";Knot[1720,2]:= [-1,2,-1,-1,-1,2,2,-1,-1,-1,-1,2] ;Knot[1720,3]:= -1+4*t-9*t^2+16*t^3-21*t^4+23*t^5-21*t^6+16*t^7-9*t^8+4*t^9-1*t^10;
Knot[1721,1]:= "12a_0921";Knot[1721,2]:= [-1,2,2,2,3,-1,3,-1,2,-3,2,-1,2] ;Knot[1721,3]:= -2+9*t-21*t^2+35*t^3-41*t^4+35*t^5-21*t^6+9*t^7-2*t^8;
Knot[1722,1]:= "12a_0922";Knot[1722,2]:= [-1,2,3,3,2,2,-1,-1,2,-3,2,-1,2] ;Knot[1722,3]:= -2+11*t-32*t^2+60*t^3-73*t^4+60*t^5-32*t^6+11*t^7-2*t^8;
Knot[1723,1]:= "12a_0923";Knot[1723,2]:= [-1,2,2,-3,2,-1,2,2,2,2,3,3,2] ;Knot[1723,3]:= -2+9*t-18*t^2+25*t^3-27*t^4+25*t^5-18*t^6+9*t^7-2*t^8;
Knot[1724,1]:= "12a_0924";Knot[1724,2]:= [-1,2,-3,4,2,-3,-4,3,2,-3,1,4,1,2,4,4] ;Knot[1724,3]:= -4+20*t-43*t^2+55*t^3-43*t^4+20*t^5-4*t^6;
Knot[1725,1]:= "12a_0925";Knot[1725,2]:= [-1,2,3,-1,3,2,2,-1,-1,2,-3,2,-1] ;Knot[1725,3]:= 2-10*t+28*t^2-51*t^3+63*t^4-51*t^5+28*t^6-10*t^7+2*t^8;
Knot[1726,1]:= "12a_0926";Knot[1726,2]:= [-1,2,3,-1,-2,3,-2,-2,-2,-2,3,3,-2] ;Knot[1726,3]:= -2+8*t-16*t^2+24*t^3-27*t^4+24*t^5-16*t^6+8*t^7-2*t^8;
Knot[1727,1]:= "12a_0927";Knot[1727,2]:= [-1,2,-1,-2,-3,-2,-3,4,-3,2,4,-3,-2,4,4,3] ;Knot[1727,3]:= -4+18*t-37*t^2+47*t^3-37*t^4+18*t^5-4*t^6;
Knot[1728,1]:= "12a_0928";Knot[1728,2]:= [-1,2,-1,2,-3,4,-3,2,-1,2,-3,2,-4,-3] ;Knot[1728,3]:= 1-8*t+31*t^2-69*t^3+91*t^4-69*t^5+31*t^6-8*t^7+1*t^8;
Knot[1729,1]:= "12a_0929";Knot[1729,2]:= [-1,2,3,3,2,-1,-1,-1,2,-3,-1,2,-1] ;Knot[1729,3]:= -2+10*t-25*t^2+41*t^3-47*t^4+41*t^5-25*t^6+10*t^7-2*t^8;
Knot[1730,1]:= "12a_0930";Knot[1730,2]:= [-1,2,2,-3,2,-1,2,2,3,3,2,2,2] ;Knot[1730,3]:= -2+9*t-19*t^2+28*t^3-31*t^4+28*t^5-19*t^6+9*t^7-2*t^8;
Knot[1731,1]:= "12a_0931";Knot[1731,2]:= [-1,2,-1,-2,3,-4,2,-4,-3,-3,2,-3,4,-3,-3,-3] ;Knot[1731,3]:= -4+19*t-40*t^2+51*t^3-40*t^4+19*t^5-4*t^6;
Knot[1732,1]:= "12a_0932";Knot[1732,2]:= [-1,2,2,-3,4,2,-3,2,-4,-1,2,-3,2,-4] ;Knot[1732,3]:= -1+7*t-24*t^2+46*t^3-55*t^4+46*t^5-24*t^6+7*t^7-1*t^8;
Knot[1733,1]:= "12a_0933";Knot[1733,2]:= [-1,2,3,-4,-1,2,-4,2,3,-4,-2,3,-4,-4] ;Knot[1733,3]:= -1+8*t-26*t^2+49*t^3-59*t^4+49*t^5-26*t^6+8*t^7-1*t^8;
Knot[1734,1]:= "12a_0934";Knot[1734,2]:= [-1,-1,2,-3,-1,2,-1,2,2,3,3,2,2] ;Knot[1734,3]:= -2+10*t-27*t^2+49*t^3-59*t^4+49*t^5-27*t^6+10*t^7-2*t^8;
Knot[1735,1]:= "12a_0935";Knot[1735,2]:= [-1,2,2,-3,4,-3,2,-1,-3,2,-4,-3,2,-4] ;Knot[1735,3]:= 1-8*t+29*t^2-59*t^3+75*t^4-59*t^5+29*t^6-8*t^7+1*t^8;
Knot[1736,1]:= "12a_0936";Knot[1736,2]:= [-1,2,-3,-3,2,1,1,2,-3,-4,3,-4,2,-3] ;Knot[1736,3]:= -4+20*t-46*t^2+61*t^3-46*t^4+20*t^5-4*t^6;
Knot[1737,1]:= "12a_0937";Knot[1737,2]:= [-1,2,-1,-2,-2,3,-2,-2,-2,-2,-2,3,-2] ;Knot[1737,3]:= -2+7*t-11*t^2+13*t^3-13*t^4+13*t^5-11*t^6+7*t^7-2*t^8;
Knot[1738,1]:= "12a_0938";Knot[1738,2]:= [-1,2,-3,-2,3,-2,3,1,3,1,3,3,4,-3,2,4] ;Knot[1738,3]:= -4+16*t-29*t^2+35*t^3-29*t^4+16*t^5-4*t^6;
Knot[1739,1]:= "12a_0939";Knot[1739,2]:= [-1,-1,-2,1,-2,-1,3,-2,1,-2,-3,4,-3,4,5,-4,5];Knot[1739,3]:= -1040*t-59*t^2+40*t^3-10*t^4;
Knot[1740,1]:= "12a_0940";Knot[1740,2]:= [-1,2,-3,4,-1,-3,4,-2,-5,4,4,3,-2,-4,-5] ;Knot[1740,3]:= -2+13*t-39*t^2+57*t^3-39*t^4+13*t^5-2*t^6;
Knot[1741,1]:= "12a_0941";Knot[1741,2]:= [-1,2,3,-1,-2,-2,-2,-2,3,3,-2,3,-2] ;Knot[1741,3]:= -2+8*t-17*t^2+26*t^3-29*t^4+26*t^5-17*t^6+8*t^7-2*t^8;
Knot[1742,1]:= "12a_0942";Knot[1742,2]:= [-1,2,-1,-2,-2,-2,-3,-4,3,-4,-3,2,2,3,3,3] ;Knot[1742,3]:= -4+18*t-39*t^2+51*t^3-39*t^4+18*t^5-4*t^6;
Knot[1743,1]:= "12a_0943";Knot[1743,2]:= [-1,2,-3,-3,2,1,1,2,-3,-4,2,3,-4,-3] ;Knot[1743,3]:= -4+21*t-51*t^2+69*t^3-51*t^4+21*t^5-4*t^6;
Knot[1744,1]:= "12a_0944";Knot[1744,2]:= [-1,-1,-1,2,3,3,2,2,-1,2,-3,2,-1] ;Knot[1744,3]:= 2-9*t+21*t^2-32*t^3+37*t^4-32*t^5+21*t^6-9*t^7+2*t^8;
Knot[1745,1]:= "12a_0945";Knot[1745,2]:= [-1,2,-3,-4,-4,-3,2,-3,4,-3,1,-3,1,2] ;Knot[1745,3]:= 4-20*t+46*t^2-59*t^3+46*t^4-20*t^5+4*t^6;
Knot[1746,1]:= "12a_0946";Knot[1746,2]:= [-1,2,2,3,3,2,-1,2,2,2,-3,2,2] ;Knot[1746,3]:= -2+9*t-19*t^2+29*t^3-33*t^4+29*t^5-19*t^6+9*t^7-2*t^8;
Knot[1747,1]:= "12a_0947";Knot[1747,2]:= [-1,2,-1,-2,3,-4,2,-4,-3,-3,2,-3,-3,4,-3,-3] ;Knot[1747,3]:= -4+18*t-35*t^2+43*t^3-35*t^4+18*t^5-4*t^6;
Knot[1748,1]:= "12a_0948";Knot[1748,2]:= [-1,2,-1,-2,-3,-3,4,-3,2,-3,2,3,4,-2,-3,4] ;Knot[1748,3]:= -1+9*t-29*t^2+54*t^3-65*t^4+54*t^5-29*t^6+9*t^7-1*t^8;
Knot[1749,1]:= "12a_0949";Knot[1749,2]:= [-1,2,3,3,2,2,2,-1,2,-3,-1,2,-1] ;Knot[1749,3]:= -2+10*t-25*t^2+42*t^3-49*t^4+42*t^5-25*t^6+10*t^7-2*t^8;
Knot[1750,1]:= "12a_0950";Knot[1750,2]:= [-1,2,-1,-2,3,-4,2,-4,-3,2,2,-3,2,4,-3,-3] ;Knot[1750,3]:= -4+20*t-45*t^2+59*t^3-45*t^4+20*t^5-4*t^6;
Knot[1751,1]:= "12a_0951";Knot[1751,2]:= [-1,2,3,-4,-1,2,2,3,3,-4,3,-2,3,-4] ;Knot[1751,3]:= -1+9*t-32*t^2+65*t^3-81*t^4+65*t^5-32*t^6+9*t^7-1*t^8;
Knot[1752,1]:= "12a_0952";Knot[1752,2]:= [-1,2,2,3,3,2,-1,2,-3,2,2,2,2] ;Knot[1752,3]:= -2+9*t-17*t^2+22*t^3-23*t^4+22*t^5-17*t^6+9*t^7-2*t^8;
Knot[1753,1]:= "12a_0953";Knot[1753,2]:= [-1,-2,3,3,-2,1,1,2,-3,2,3,3,4,-3,4,3] ;Knot[1753,3]:= -4+20*t-42*t^2+53*t^3-42*t^4+20*t^5-4*t^6;
Knot[1754,1]:= "12a_0954";Knot[1754,2]:= [-1,2,2,2,3,3,2,-1,2,-3,-1,2,-1] ;Knot[1754,3]:= -2+10*t-25*t^2+43*t^3-51*t^4+43*t^5-25*t^6+10*t^7-2*t^8;
Knot[1755,1]:= "12a_0955";Knot[1755,2]:= [-1,-2,-2,3,-2,-2,3,4,1,-3,1,4,3,2,-3,2] ;Knot[1755,3]:= -4+20*t-44*t^2+57*t^3-44*t^4+20*t^5-4*t^6;
Knot[1756,1]:= "12a_0956";Knot[1756,2]:= [-1,2,-1,2,2,2,-3,2,-1,2,2,3,3] ;Knot[1756,3]:= 2-10*t+26*t^2-42*t^3+49*t^4-42*t^5+26*t^6-10*t^7+2*t^8;
Knot[1757,1]:= "12a_0957";Knot[1757,2]:= [-1,2,3,-4,-2,-3,4,-3,2,-3,1,4,1,2,4,4] ;Knot[1757,3]:= 4-20*t+47*t^2-61*t^3+47*t^4-20*t^5+4*t^6;
Knot[1758,1]:= "12a_0958";Knot[1758,2]:= [-1,2,2,-3,-1,2,-1,2,3,3,2,2,2] ;Knot[1758,3]:= 2-10*t+25*t^2-39*t^3+45*t^4-39*t^5+25*t^6-10*t^7+2*t^8;
Knot[1759,1]:= "12a_0959";Knot[1759,2]:= [-1,2,-1,-2,3,-4,2,-4,-3,2,-3,4,2,-3,-3,-3] ;Knot[1759,3]:= 4-21*t+50*t^2-65*t^3+50*t^4-21*t^5+4*t^6;
Knot[1760,1]:= "12a_0960";Knot[1760,2]:= [-1,2,-3,-4,-4,-3,2,1,1,2,-3,4,2,-3] ;Knot[1760,3]:= -4+25*t-66*t^2+91*t^3-66*t^4+25*t^5-4*t^6;
Knot[1761,1]:= "12a_0961";Knot[1761,2]:= [-1,2,3,-4,-1,2,-4,2,3,-2,3,-4,3,-4] ;Knot[1761,3]:= 1-9*t+31*t^2-60*t^3+75*t^4-60*t^5+31*t^6-9*t^7+1*t^8;
Knot[1762,1]:= "12a_0962";Knot[1762,2]:= [-1,2,-3,4,-1,-2,-2,-2,3,-2,-2,3,3,4] ;Knot[1762,3]:= -1+9*t-28*t^2+51*t^3-61*t^4+51*t^5-28*t^6+9*t^7-1*t^8;
Knot[1763,1]:= "12a_0963";Knot[1763,2]:= [-1,2,3,-4,-2,-4,3,2,-4,1,1,2,-3,2,3,-4] ;Knot[1763,3]:= -5+24*t-50*t^2+63*t^3-50*t^4+24*t^5-5*t^6;
Knot[1764,1]:= "12a_0964";Knot[1764,2]:= [-1,2,-3,4,-1,-2,3,-2,3,3,-2,3,3,4] ;Knot[1764,3]:= -1+9*t-30*t^2+55*t^3-65*t^4+55*t^5-30*t^6+9*t^7-1*t^8;
Knot[1765,1]:= "12a_0965";Knot[1765,2]:= [-1,2,3,-1,-2,3,-4,-4,3,-4,2,2,3,-4] ;Knot[1765,3]:= 1-9*t+32*t^2-65*t^3+83*t^4-65*t^5+32*t^6-9*t^7+1*t^8;
Knot[1766,1]:= "12a_0966";Knot[1766,2]:= [-1,2,3,3,2,2,-1,2,-1,-3,-1,2,-1] ;Knot[1766,3]:= 2-10*t+26*t^2-44*t^3+53*t^4-44*t^5+26*t^6-10*t^7+2*t^8;
Knot[1767,1]:= "12a_0967";Knot[1767,2]:= [-1,2,3,-2,3,-4,3,3,2,1,1,2,-3,2,3,-4] ;Knot[1767,3]:= -5+27*t-58*t^2+73*t^3-58*t^4+27*t^5-5*t^6;
Knot[1768,1]:= "12a_0968";Knot[1768,2]:= [-1,2,3,-1,-2,3,2,-4,2,2,3,-4,-4,-4] ;Knot[1768,3]:= 1-8*t+23*t^2-40*t^3+49*t^4-40*t^5+23*t^6-8*t^7+1*t^8;
Knot[1769,1]:= "12a_0969";Knot[1769,2]:= [-1,2,3,-1,-2,3,2,-4,-5,2,2,3,4,-5,-4] ;Knot[1769,3]:= 2-14*t+33*t^2-41*t^3+33*t^4-14*t^5+2*t^6;
Knot[1770,1]:= "12a_0970";Knot[1770,2]:= [-1,2,-1,-2,3,-2,3,3,-2,3,3,3,3] ;Knot[1770,3]:= 2-8*t+15*t^2-18*t^3+19*t^4-18*t^5+15*t^6-8*t^7+2*t^8;
Knot[1771,1]:= "12a_0971";Knot[1771,2]:= [-1,2,-1,-2,3,-2,3,3,-2,3,3,4,-3,4] ;Knot[1771,3]:= 4-18*t+37*t^2-45*t^3+37*t^4-18*t^5+4*t^6;
Knot[1772,1]:= "12a_0972";Knot[1772,2]:= [-1,2,3,3,2,-1,2,-3,-1,-1,-1,2,-1] ;Knot[1772,3]:= -2+10*t-24*t^2+36*t^3-39*t^4+36*t^5-24*t^6+10*t^7-2*t^8;
Knot[1773,1]:= "12a_0973";Knot[1773,2]:= [-1,2,-3,-1,-2,-2,-3,4,-3,2,-3,-2,-4,-4,-4,-4] ;Knot[1773,3]:= 8-29*t+53*t^2-63*t^3+53*t^4-29*t^5+8*t^6;
Knot[1774,1]:= "12a_0974";Knot[1774,2]:= [-1,-1,-2,1,-2,-3,2,-4,-3,-3,-4,5,-4,3,-4,-5,-5];Knot[1774,3]:= 13-44*t+63*t^2-44*t^3+13*t^4;
Knot[1775,1]:= "12a_0975";Knot[1775,2]:= [-1,2,-3,4,-5,-1,-2,3,-2,3,3,-4,3,-4,-5] ;Knot[1775,3]:= -4+22*t-52*t^2+69*t^3-52*t^4+22*t^5-4*t^6;
Knot[1776,1]:= "12a_0976";Knot[1776,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,3,-5,-2,3,4,-5] ;Knot[1776,3]:= 4-25*t+66*t^2-89*t^3+66*t^4-25*t^5+4*t^6;
Knot[1777,1]:= "12a_0977";Knot[1777,2]:= [-1,2,2,-3,2,-1,2,3,3,3,3,2,2] ;Knot[1777,3]:= -2+10*t-22*t^2+34*t^3-39*t^4+34*t^5-22*t^6+10*t^7-2*t^8;
Knot[1778,1]:= "12a_0978";Knot[1778,2]:= [-1,2,3,3,-4,3,3,-2,3,1,-4,3,1,2] ;Knot[1778,3]:= -3+15*t-30*t^2+37*t^3-30*t^4+15*t^5-3*t^6;
Knot[1779,1]:= "12a_0979";Knot[1779,2]:= [-1,2,3,-1,3,-1,2,2,-1,2,-3,2,-1] ;Knot[1779,3]:= 2-10*t+27*t^2-46*t^3+55*t^4-46*t^5+27*t^6-10*t^7+2*t^8;
Knot[1780,1]:= "12a_0980";Knot[1780,2]:= [-1,2,3,3,2,2,-1,2,-3,2,-1,2,2] ;Knot[1780,3]:= 2-11*t+31*t^2-53*t^3+63*t^4-53*t^5+31*t^6-11*t^7+2*t^8;
Knot[1781,1]:= "12a_0981";Knot[1781,2]:= [-1,2,2,-1,-1,2,-1,-1,2,2,2,2] ;Knot[1781,3]:= 1-4*t+10*t^2-17*t^3+23*t^4-25*t^5+23*t^6-17*t^7+10*t^8-4*t^9+1*t^10;
Knot[1782,1]:= "12a_0982";Knot[1782,2]:= [-1,2,-1,-2,-2,3,3,-2,3,3,-2,-2,3] ;Knot[1782,3]:= 2-9*t+23*t^2-38*t^3+45*t^4-38*t^5+23*t^6-9*t^7+2*t^8;
Knot[1783,1]:= "12a_0983";Knot[1783,2]:= [-1,2,3,3,-4,2,1,1,-2,3,3,-2,3,-4,3,2] ;Knot[1783,3]:= -5+25*t-52*t^2+65*t^3-52*t^4+25*t^5-5*t^6;
Knot[1784,1]:= "12a_0984";Knot[1784,2]:= [-1,2,2,2,-1,2,2,-1,2,2,2,2] ;Knot[1784,3]:= 1-4*t+9*t^2-13*t^3+16*t^4-17*t^5+16*t^6-13*t^7+9*t^8-4*t^9+1*t^10;
Knot[1785,1]:= "12a_0985";Knot[1785,2]:= [-1,2,2,2,3,-1,3,2,-3,2,-1,2,2] ;Knot[1785,3]:= 2-9*t+21*t^2-30*t^3+33*t^4-30*t^5+21*t^6-9*t^7+2*t^8;
Knot[1786,1]:= "12a_0986";Knot[1786,2]:= [-1,2,-1,-1,2,-3,-1,2,-1,2,3,3,2] ;Knot[1786,3]:= 2-12*t+34*t^2-59*t^3+71*t^4-59*t^5+34*t^6-12*t^7+2*t^8;
Knot[1787,1]:= "12a_0987";Knot[1787,2]:= [-1,2,2,3,-1,3,2,-1,2,2,-3,2,2] ;Knot[1787,3]:= 2-10*t+27*t^2-46*t^3+55*t^4-46*t^5+27*t^6-10*t^7+2*t^8;
Knot[1788,1]:= "12a_0988";Knot[1788,2]:= [-1,2,-1,-2,3,-2,-2,-2,-2,3,-2,-2,3] ;Knot[1788,3]:= 2-8*t+17*t^2-23*t^3+25*t^4-23*t^5+17*t^6-8*t^7+2*t^8;
Knot[1789,1]:= "12a_0989";Knot[1789,2]:= [-1,2,3,-1,2,-3,4,-3,-2,-4,-2,-2,3,-4,3,-2] ;Knot[1789,3]:= 4-18*t+40*t^2-51*t^3+40*t^4-18*t^5+4*t^6;
Knot[1790,1]:= "12a_0990";Knot[1790,2]:= [-1,2,3,-4,-1,2,-4,2,2,3,-2,-4,3,-4] ;Knot[1790,3]:= 1-8*t+26*t^2-48*t^3+59*t^4-48*t^5+26*t^6-8*t^7+1*t^8;
Knot[1791,1]:= "12a_0991";Knot[1791,2]:= [-1,2,3,-1,2,2,2,3,-4,3,3,-2,3,-4] ;Knot[1791,3]:= 1-8*t+25*t^2-44*t^3+53*t^4-44*t^5+25*t^6-8*t^7+1*t^8;
Knot[1792,1]:= "12a_0992";Knot[1792,2]:= [-1,2,3,-1,-2,3,-2,3,3,4,-2,-2,-3,4] ;Knot[1792,3]:= 1-9*t+30*t^2-57*t^3+71*t^4-57*t^5+30*t^6-9*t^7+1*t^8;
Knot[1793,1]:= "12a_0993";Knot[1793,2]:= [-1,2,-1,-2,3,-2,3,-2,-2,3,-2,3,3] ;Knot[1793,3]:= 2-10*t+24*t^2-38*t^3+45*t^4-38*t^5+24*t^6-10*t^7+2*t^8;
Knot[1794,1]:= "12a_0994";Knot[1794,2]:= [-1,2,3,3,2,-1,2,-3,-1,2,-1,2,2] ;Knot[1794,3]:= -2+12*t-34*t^2+60*t^3-71*t^4+60*t^5-34*t^6+12*t^7-2*t^8;
Knot[1795,1]:= "12a_0995";Knot[1795,2]:= [-1,2,-3,-1,-2,-2,-2,-2,-3,4,-3,2,-3,-2,-4,-4] ;Knot[1795,3]:= 8-28*t+49*t^2-57*t^3+49*t^4-28*t^5+8*t^6;
Knot[1796,1]:= "12a_0996";Knot[1796,2]:= [-1,-1,-2,1,-2,-3,2,4,3,-2,-5,-4,-3,-3,-4,-4,-5];Knot[1796,3]:= 14-48*t+69*t^2-48*t^3+14*t^4;
Knot[1797,1]:= "12a_0997";Knot[1797,2]:= [-1,2,3,3,2,-1,2,2,2,-3,-1,2,-1] ;Knot[1797,3]:= -2+10*t-26*t^2+44*t^3-51*t^4+44*t^5-26*t^6+10*t^7-2*t^8;
Knot[1798,1]:= "12a_0998";Knot[1798,2]:= [-1,2,3,3,2,-1,2,-3,2,2,-1,2,-1] ;Knot[1798,3]:= -2+11*t-30*t^2+52*t^3-61*t^4+52*t^5-30*t^6+11*t^7-2*t^8;
Knot[1799,1]:= "12a_0999";Knot[1799,2]:= [-1,2,2,-1,-1,2,2,2,-1,-1,2,2] ;Knot[1799,3]:= 1-4*t+11*t^2-21*t^3+31*t^4-35*t^5+31*t^6-21*t^7+11*t^8-4*t^9+1*t^10;
Knot[1800,1]:= "12a_1000";Knot[1800,2]:= [-1,2,-1,-2,3,3,-2,-2,3,-2,-2,3,3] ;Knot[1800,3]:= 2-8*t+19*t^2-30*t^3+35*t^4-30*t^5+19*t^6-8*t^7+2*t^8;
Knot[1801,1]:= "12a_1001";Knot[1801,2]:= [-1,2,-1,-2,-3,-4,-4,-3,2,2,-3,4,-3,2,2,3] ;Knot[1801,3]:= -4+19*t-43*t^2+57*t^3-43*t^4+19*t^5-4*t^6;
Knot[1802,1]:= "12a_1002";Knot[1802,2]:= [-1,2,2,2,-1,2,-1,-1,2,-1,2,2] ;Knot[1802,3]:= 1-5*t+13*t^2-23*t^3+32*t^4-35*t^5+32*t^6-23*t^7+13*t^8-5*t^9+1*t^10;
Knot[1803,1]:= "12a_1003";Knot[1803,2]:= [-1,2,2,-1,2,-3,2,2,-1,2,2,3,3] ;Knot[1803,3]:= 2-10*t+28*t^2-48*t^3+57*t^4-48*t^5+28*t^6-10*t^7+2*t^8;
Knot[1804,1]:= "12a_1004";Knot[1804,2]:= [-1,2,-3,-1,-3,-4,-2,-4,-2,-4,-3,2,-3,-2,4,-3] ;Knot[1804,3]:= 8-30*t+57*t^2-69*t^3+57*t^4-30*t^5+8*t^6;
Knot[1805,1]:= "12a_1005";Knot[1805,2]:= [-1,2,3,-1,3,2,-1,2,2,-3,-1,2,-1] ;Knot[1805,3]:= 2-11*t+29*t^2-49*t^3+59*t^4-49*t^5+29*t^6-11*t^7+2*t^8;
Knot[1806,1]:= "12a_1006";Knot[1806,2]:= [-1,2,-1,-2,3,-2,3,3,-2,3,-2,-2,3] ;Knot[1806,3]:= 2-10*t+25*t^2-41*t^3+49*t^4-41*t^5+25*t^6-10*t^7+2*t^8;
Knot[1807,1]:= "12a_1007";Knot[1807,2]:= [-1,2,3,-1,3,-1,-1,-1,2,-3,2,-1,2] ;Knot[1807,3]:= -2+9*t-19*t^2+27*t^3-29*t^4+27*t^5-19*t^6+9*t^7-2*t^8;
Knot[1808,1]:= "12a_1008";Knot[1808,2]:= [-1,2,-3,2,-3,2,-3,1,-3,-4,3,1,2,-4] ;Knot[1808,3]:= -4+20*t-45*t^2+59*t^3-45*t^4+20*t^5-4*t^6;
Knot[1809,1]:= "12a_1009";Knot[1809,2]:= [-1,2,3,-1,3,2,-3,2,-1,2,2,2,2] ;Knot[1809,3]:= 2-9*t+19*t^2-25*t^3+27*t^4-25*t^5+19*t^6-9*t^7+2*t^8;
Knot[1810,1]:= "12a_1010";Knot[1810,2]:= [-1,2,-1,-2,3,2,-3,2,-3,2,-3,-3,-3,-4,3,-4] ;Knot[1810,3]:= 4-20*t+45*t^2-57*t^3+45*t^4-20*t^5+4*t^6;
Knot[1811,1]:= "12a_1011";Knot[1811,2]:= [-1,2,-1,-1,-1,2,-1,2,2,2,2,-1] ;Knot[1811,3]:= -1+4*t-9*t^2+15*t^3-20*t^4+23*t^5-20*t^6+15*t^7-9*t^8+4*t^9-1*t^10;
Knot[1812,1]:= "12a_1012";Knot[1812,2]:= [-1,-1,-1,2,3,-1,3,-1,2,-3,2,-1,2] ;Knot[1812,3]:= -2+9*t-21*t^2+32*t^3-35*t^4+32*t^5-21*t^6+9*t^7-2*t^8;
Knot[1813,1]:= "12a_1013";Knot[1813,2]:= [-1,2,2,2,-1,2,-1,-1,-1,-1,2,-1] ;Knot[1813,3]:= 1-4*t+9*t^2-15*t^3+20*t^4-21*t^5+20*t^6-15*t^7+9*t^8-4*t^9+1*t^10;
Knot[1814,1]:= "12a_1014";Knot[1814,2]:= [-1,-1,-1,2,3,-1,3,2,-3,2,-1,2,2] ;Knot[1814,3]:= 2-9*t+21*t^2-34*t^3+41*t^4-34*t^5+21*t^6-9*t^7+2*t^8;
Knot[1815,1]:= "12a_1015";Knot[1815,2]:= [-1,2,3,-1,-2,-2,3,3,3,3,-2,3,-2] ;Knot[1815,3]:= -2+8*t-17*t^2+25*t^3-27*t^4+25*t^5-17*t^6+8*t^7-2*t^8;
Knot[1816,1]:= "12a_1016";Knot[1816,2]:= [-1,2,-3,-4,2,3,-4,-3,2,-3,1,-3,1,2] ;Knot[1816,3]:= -4+18*t-40*t^2+53*t^3-40*t^4+18*t^5-4*t^6;
Knot[1817,1]:= "12a_1017";Knot[1817,2]:= [-1,2,-1,-2,3,-2,3,3,3,3,-2,3,3] ;Knot[1817,3]:= 2-8*t+15*t^2-19*t^3+21*t^4-19*t^5+15*t^6-8*t^7+2*t^8;
Knot[1818,1]:= "12a_1018";Knot[1818,2]:= [-1,2,-1,-2,3,-2,3,4,4,3,-2,-4,3,3] ;Knot[1818,3]:= 4-18*t+36*t^2-43*t^3+36*t^4-18*t^5+4*t^6;
Knot[1819,1]:= "12a_1019";Knot[1819,2]:= [-1,2,-3,4,-1,2,-3,-1,2,4,-3,4] ;Knot[1819,3]:= 1-10*t+39*t^2-80*t^3+101*t^4-80*t^5+39*t^6-10*t^7+1*t^8;
Knot[1820,1]:= "12a_1020";Knot[1820,2]:= [-1,2,-3,4,-1,-3,2,-1,-3,2,4,-3] ;Knot[1820,3]:= -1+9*t-34*t^2+71*t^3-89*t^4+71*t^5-34*t^6+9*t^7-1*t^8;
Knot[1821,1]:= "12a_1021";Knot[1821,2]:= [1,2,2,-3,4,2,-3,1,2,4,-3,4,-3,-2] ;Knot[1821,3]:= -1+9*t-35*t^2+76*t^3-97*t^4+76*t^5-35*t^6+9*t^7-1*t^8;
Knot[1822,1]:= "12a_1022";Knot[1822,2]:= [1,2,-3,4,2,-3,4,-3,1,5,4,-2,-3,4,3,-5,4] ;Knot[1822,3]:= 3-21*t+58*t^2-79*t^3+58*t^4-21*t^5+3*t^6;
Knot[1823,1]:= "12a_1023";Knot[1823,2]:= [-1,-1,-1,2,2,2,2,3,3,2,-1,2,-3] ;Knot[1823,3]:= -2+8*t-16*t^2+24*t^3-27*t^4+24*t^5-16*t^6+8*t^7-2*t^8;
Knot[1824,1]:= "12a_1024";Knot[1824,2]:= [-1,2,3,-4,-2,-4,-4,3,-4,3,2,1,1,2] ;Knot[1824,3]:= -4+17*t-33*t^2+41*t^3-33*t^4+17*t^5-4*t^6;
Knot[1825,1]:= "12a_1025";Knot[1825,2]:= [1,1,1,2,-3,2,-3,-1,2,-3,2,1,-3] ;Knot[1825,3]:= -2+12*t-31*t^2+52*t^3-61*t^4+52*t^5-31*t^6+12*t^7-2*t^8;
Knot[1826,1]:= "12a_1026";Knot[1826,2]:= [-1,2,3,-4,3,-4,-2,3,1,-4,3,1,2,-4] ;Knot[1826,3]:= -3+17*t-38*t^2+49*t^3-38*t^4+17*t^5-3*t^6;
Knot[1827,1]:= "12a_1027";Knot[1827,2]:= [-1,2,2,2,2,-1,-1,-1,-1,2,2,2] ;Knot[1827,3]:= 1-3*t+6*t^2-10*t^3+14*t^4-15*t^5+14*t^6-10*t^7+6*t^8-3*t^9+1*t^10;
Knot[1828,1]:= "12a_1028";Knot[1828,2]:= [-1,-1,-1,2,2,2,3,-1,3,2,-3,2,-1] ;Knot[1828,3]:= 2-7*t+14*t^2-21*t^3+25*t^4-21*t^5+14*t^6-7*t^7+2*t^8;
Knot[1829,1]:= "12a_1029";Knot[1829,2]:= [-1,2,-1,-2,3,3,3,3,-2,-2,-2,-2,3] ;Knot[1829,3]:= 2-6*t+10*t^2-14*t^3+17*t^4-14*t^5+10*t^6-6*t^7+2*t^8;
Knot[1830,1]:= "12a_1030";Knot[1830,2]:= [-1,2,3,-4,-4,-4,-4,3,2,-3,-4,1,1,2] ;Knot[1830,3]:= 4-13*t+19*t^2-19*t^3+19*t^4-13*t^5+4*t^6;
Knot[1831,1]:= "12a_1031";Knot[1831,2]:= [-1,-1,-1,2,3,-1,3,-1,-1,2,-3,2,-1] ;Knot[1831,3]:= 2-7*t+13*t^2-17*t^3+19*t^4-17*t^5+13*t^6-7*t^7+2*t^8;
Knot[1832,1]:= "12a_1032";Knot[1832,2]:= [-1,2,-3,-4,3,-4,-3,2,-3,1,-3,1,-3,2] ;Knot[1832,3]:= 4-16*t+31*t^2-37*t^3+31*t^4-16*t^5+4*t^6;
Knot[1833,1]:= "12a_1033";Knot[1833,2]:= [-1,2,-1,-2,3,4,-3,4,3,-2,-2,-2,-2,3] ;Knot[1833,3]:= 4-14*t+23*t^2-25*t^3+23*t^4-14*t^5+4*t^6;
Knot[1834,1]:= "12a_1034";Knot[1834,2]:= [-1,2,-1,-2,3,-2,-3,4,5,5,4,-3,-2,4,-5] ;Knot[1834,3]:= 8-30*t+45*t^2-30*t^3+8*t^4;
Knot[1835,1]:= "12a_1035";Knot[1835,2]:= [-1,2,-3,4,2,3,1,1,2,2,3,3,3,3,-2,4] ;Knot[1835,3]:= 7-21*t+32*t^2-35*t^3+32*t^4-21*t^5+7*t^6;
Knot[1836,1]:= "12a_1036";Knot[1836,2]:= [-1,2,-3,2,2,1,1,1,1,1,2,-3,2] ;Knot[1836,3]:= -2+10*t-21*t^2+30*t^3-33*t^4+30*t^5-21*t^6+10*t^7-2*t^8;
Knot[1837,1]:= "12a_1037";Knot[1837,2]:= [-1,-1,-2,1,-2,-2,-3,2,-4,3,-2,-4,-3,-3,-5,4,-5];Knot[1837,3]:= 14-46*t+65*t^2-46*t^3+14*t^4;
Knot[1838,1]:= "12a_1038";Knot[1838,2]:= [-1,2,-1,-2,-2,-3,4,-3,2,-3,-3,4,-3,-2] ;Knot[1838,3]:= -4+21*t-45*t^2+57*t^3-45*t^4+21*t^5-4*t^6;
Knot[1839,1]:= "12a_1039";Knot[1839,2]:= [-1,-1,-1,2,-3,4,-1,2,-3,4,4,4] ;Knot[1839,3]:= 1-7*t+17*t^2-27*t^3+33*t^4-27*t^5+17*t^6-7*t^7+1*t^8;
Knot[1840,1]:= "12a_1040";Knot[1840,2]:= [-1,2,3,-4,5,-1,-2,3,-2,5,5,-4,5] ;Knot[1840,3]:= 2-13*t+27*t^2-31*t^3+27*t^4-13*t^5+2*t^6;
Knot[1841,1]:= "12a_1041";Knot[1841,2]:= [-1,2,3,3,3,3,2,-1,2,-3,2,-1,2] ;Knot[1841,3]:= 2-12*t+33*t^2-54*t^3+63*t^4-54*t^5+33*t^6-12*t^7+2*t^8;
Knot[1842,1]:= "12a_1042";Knot[1842,2]:= [-1,2,3,3,2,-1,-1,-1,2,-3,2,-1,2] ;Knot[1842,3]:= 2-11*t+30*t^2-52*t^3+63*t^4-52*t^5+30*t^6-11*t^7+2*t^8;
Knot[1843,1]:= "12a_1043";Knot[1843,2]:= [-1,2,-3,2,-3,2,1,1,2,-3,-4,3,2,-4] ;Knot[1843,3]:= 4-21*t+48*t^2-61*t^3+48*t^4-21*t^5+4*t^6;
Knot[1844,1]:= "12a_1044";Knot[1844,2]:= [-1,2,3,-4,3,-4,3,-2,3,1,-4,3,1,2] ;Knot[1844,3]:= 3-18*t+46*t^2-61*t^3+46*t^4-18*t^5+3*t^6;
Knot[1845,1]:= "12a_1045";Knot[1845,2]:= [-1,2,3,-4,-1,2,-3,2,2,2,2,3,3,-4] ;Knot[1845,3]:= 1-8*t+22*t^2-32*t^3+35*t^4-32*t^5+22*t^6-8*t^7+1*t^8;
Knot[1846,1]:= "12a_1046";Knot[1846,2]:= [-1,2,-3,4,5,-1,-2,-4,5,4,3,-2,3,3,4] ;Knot[1846,3]:= 2-17*t+49*t^2-67*t^3+49*t^4-17*t^5+2*t^6;
Knot[1847,1]:= "12a_1047";Knot[1847,2]:= [-1,2,2,2,2,-1,-1,2,2,-1,-1,2] ;Knot[1847,3]:= 1-4*t+10*t^2-18*t^3+25*t^4-27*t^5+25*t^6-18*t^7+10*t^8-4*t^9+1*t^10;
Knot[1848,1]:= "12a_1048";Knot[1848,2]:= [-1,2,2,-1,-1,2,3,-1,3,2,-3,2,-1] ;Knot[1848,3]:= 2-9*t+23*t^2-40*t^3+49*t^4-40*t^5+23*t^6-9*t^7+2*t^8;
Knot[1849,1]:= "12a_1049";Knot[1849,2]:= [-1,2,3,-1,3,-2,3,4,-2,-2,-2,-2,-3,4] ;Knot[1849,3]:= -1+9*t-27*t^2+45*t^3-51*t^4+45*t^5-27*t^6+9*t^7-1*t^8;
Knot[1850,1]:= "12a_1050";Knot[1850,2]:= [-1,2,3,-4,3,-2,3,-2,-4,-3,-1,2,-3,2] ;Knot[1850,3]:= 1-8*t+29*t^2-63*t^3+83*t^4-63*t^5+29*t^6-8*t^7+1*t^8;
Knot[1851,1]:= "12a_1051";Knot[1851,2]:= [-1,2,-1,-1,-1,-1,-1,2,2,-1,-1,2] ;Knot[1851,3]:= -1+4*t-9*t^2+15*t^3-18*t^4+19*t^5-18*t^6+15*t^7-9*t^8+4*t^9-1*t^10;
Knot[1852,1]:= "12a_1052";Knot[1852,2]:= [-1,2,-1,-2,-2,3,3,-2,-2,3,-2,3,-2] ;Knot[1852,3]:= -2+9*t-22*t^2+38*t^3-45*t^4+38*t^5-22*t^6+9*t^7-2*t^8;
Knot[1853,1]:= "12a_1053";Knot[1853,2]:= [-1,-1,2,2,-1,-1,2,-3,2,-1,2,3,3] ;Knot[1853,3]:= 2-10*t+27*t^2-48*t^3+59*t^4-48*t^5+27*t^6-10*t^7+2*t^8;
Knot[1854,1]:= "12a_1054";Knot[1854,2]:= [-1,2,-1,-2,-3,-3,4,-3,2,-3,2,-3,2,3,4,-3] ;Knot[1854,3]:= -1+9*t-28*t^2+48*t^3-55*t^4+48*t^5-28*t^6+9*t^7-1*t^8;
Knot[1855,1]:= "12a_1055";Knot[1855,2]:= [1,2,-3,2,-3,-3,-4,5,3,4,2,1,-2,-3,4,-5,-4] ;Knot[1855,3]:= -2+17*t-50*t^2+71*t^3-50*t^4+17*t^5-2*t^6;
Knot[1856,1]:= "12a_1056";Knot[1856,2]:= [-1,-1,2,2,-3,-1,2,-1,2,2,3,3,2] ;Knot[1856,3]:= -2+10*t-28*t^2+52*t^3-63*t^4+52*t^5-28*t^6+10*t^7-2*t^8;
Knot[1857,1]:= "12a_1057";Knot[1857,2]:= [-1,-2,3,-2,-3,4,-3,-2,4,5,-1,4,2,-3,4,-5,4] ;Knot[1857,3]:= -3+22*t-59*t^2+81*t^3-59*t^4+22*t^5-3*t^6;
Knot[1858,1]:= "12a_1058";Knot[1858,2]:= [1,2,-3,-3,-4,5,3,4,2,-3,2,4,1,-5,-4,-2,-3] ;Knot[1858,3]:= -2+18*t-53*t^2+75*t^3-53*t^4+18*t^5-2*t^6;
Knot[1859,1]:= "12a_1059";Knot[1859,2]:= [-1,2,3,3,3,3,2,2,-1,2,-3,2,2] ;Knot[1859,3]:= -2+10*t-23*t^2+36*t^3-41*t^4+36*t^5-23*t^6+10*t^7-2*t^8;
Knot[1860,1]:= "12a_1060";Knot[1860,2]:= [-1,-1,2,2,2,-3,-1,2,-1,2,2,3,3] ;Knot[1860,3]:= -2+9*t-22*t^2+37*t^3-43*t^4+37*t^5-22*t^6+9*t^7-2*t^8;
Knot[1861,1]:= "12a_1061";Knot[1861,2]:= [-1,2,-1,-1,2,-3,2,-1,2,2,3,3,2] ;Knot[1861,3]:= -2+11*t-31*t^2+56*t^3-67*t^4+56*t^5-31*t^6+11*t^7-2*t^8;
Knot[1862,1]:= "12a_1062";Knot[1862,2]:= [-1,2,3,-4,3,3,-2,3,-4,3,1,3,1,2] ;Knot[1862,3]:= -3+15*t-32*t^2+41*t^3-32*t^4+15*t^5-3*t^6;
Knot[1863,1]:= "12a_1063";Knot[1863,2]:= [-1,2,-3,4,-1,-3,4,-3,-3,-2,4,4,3,-2] ;Knot[1863,3]:= -3+12*t-24*t^2+31*t^3-24*t^4+12*t^5-3*t^6;
Knot[1864,1]:= "12a_1064";Knot[1864,2]:= [-1,2,3,-1,3,-1,2,-3,2,-1,2,2,2] ;Knot[1864,3]:= -2+9*t-21*t^2+33*t^3-37*t^4+33*t^5-21*t^6+9*t^7-2*t^8;
Knot[1865,1]:= "12a_1065";Knot[1865,2]:= [-1,2,-3,2,-3,4,-3,2,-4,-1,2,-3,2,-4] ;Knot[1865,3]:= 1-8*t+31*t^2-67*t^3+87*t^4-67*t^5+31*t^6-8*t^7+1*t^8;
Knot[1866,1]:= "12a_1066";Knot[1866,2]:= [-1,2,3,-1,-2,-2,3,3,-2,-2,-2,3,-2] ;Knot[1866,3]:= -2+8*t-19*t^2+33*t^3-39*t^4+33*t^5-19*t^6+8*t^7-2*t^8;
Knot[1867,1]:= "12a_1067";Knot[1867,2]:= [-1,2,-3,-3,4,-3,2,-4,-1,2,-3,2,-4,-3] ;Knot[1867,3]:= -1+8*t-30*t^2+61*t^3-75*t^4+61*t^5-30*t^6+8*t^7-1*t^8;
Knot[1868,1]:= "12a_1068";Knot[1868,2]:= [-1,2,-1,-2,-3,-4,3,-4,-3,2,2,-3,-3,2,2,3] ;Knot[1868,3]:= -4+16*t-32*t^2+41*t^3-32*t^4+16*t^5-4*t^6;
Knot[1869,1]:= "12a_1069";Knot[1869,2]:= [-1,-1,-2,1,-2,-2,3,2,-1,-4,3,2,-4,-3,5,-4,5];Knot[1869,3]:= 2-19*t+57*t^2-79*t^3+57*t^4-19*t^5+2*t^6;
Knot[1870,1]:= "12a_1070";Knot[1870,2]:= [-1,2,3,-4,-1,-2,3,-4,3,2,2,2,3,-4] ;Knot[1870,3]:= -1+8*t-29*t^2+58*t^3-71*t^4+58*t^5-29*t^6+8*t^7-1*t^8;
Knot[1871,1]:= "12a_1071";Knot[1871,2]:= [-1,2,3,3,2,-1,2,-3,-1,2,2,2,-1] ;Knot[1871,3]:= -2+10*t-26*t^2+46*t^3-55*t^4+46*t^5-26*t^6+10*t^7-2*t^8;
Knot[1872,1]:= "12a_1072";Knot[1872,2]:= [1,1,1,2,2,-3,2,-1,2,-3,2,1,-3] ;Knot[1872,3]:= 2-11*t+30*t^2-49*t^3+57*t^4-49*t^5+30*t^6-11*t^7+2*t^8;
Knot[1873,1]:= "12a_1073";Knot[1873,2]:= [-1,-2,3,3,-4,-2,1,1,2,-3,2,3,3,4,4,3] ;Knot[1873,3]:= -4+22*t-49*t^2+63*t^3-49*t^4+22*t^5-4*t^6;
Knot[1874,1]:= "12a_1074";Knot[1874,2]:= [-1,2,3,-4,-1,3,-2,3,-4,3,2,2,2,3] ;Knot[1874,3]:= 1-8*t+24*t^2-40*t^3+47*t^4-40*t^5+24*t^6-8*t^7+1*t^8;
Knot[1875,1]:= "12a_1075";Knot[1875,2]:= [-1,-2,-2,-3,4,3,-2,-2,3,1,3,1,2,-3,2,4] ;Knot[1875,3]:= -4+19*t-41*t^2+53*t^3-41*t^4+19*t^5-4*t^6;
Knot[1876,1]:= "12a_1076";Knot[1876,2]:= [-1,2,3,-4,-1,-2,3,-4,-4,3,2,2,3,-4] ;Knot[1876,3]:= 1-8*t+29*t^2-60*t^3+77*t^4-60*t^5+29*t^6-8*t^7+1*t^8;
Knot[1877,1]:= "12a_1077";Knot[1877,2]:= [-1,2,3,-4,3,-4,-2,3,1,3,-4,1,3,2] ;Knot[1877,3]:= 3-16*t+40*t^2-53*t^3+40*t^4-16*t^5+3*t^6;
Knot[1878,1]:= "12a_1078";Knot[1878,2]:= [-1,2,3,3,2,-1,-1,2,-1,2,-3,2,-1] ;Knot[1878,3]:= 2-11*t+32*t^2-58*t^3+71*t^4-58*t^5+32*t^6-11*t^7+2*t^8;
Knot[1879,1]:= "12a_1079";Knot[1879,2]:= [-1,2,3,3,2,-1,2,-1,2,2,-3,2,-1] ;Knot[1879,3]:= -2+11*t-31*t^2+56*t^3-67*t^4+56*t^5-31*t^6+11*t^7-2*t^8;
Knot[1880,1]:= "12a_1080";Knot[1880,2]:= [-1,2,3,-1,3,-2,3,-4,3,3,2,2,3,-4] ;Knot[1880,3]:= 1-8*t+24*t^2-42*t^3+51*t^4-42*t^5+24*t^6-8*t^7+1*t^8;
Knot[1881,1]:= "12a_1081";Knot[1881,2]:= [-1,2,3,-4,-1,2,-4,-3,2,3,-4,3,-4,3] ;Knot[1881,3]:= 1-8*t+25*t^2-46*t^3+57*t^4-46*t^5+25*t^6-8*t^7+1*t^8;
Knot[1882,1]:= "12a_1082";Knot[1882,2]:= [-1,2,3,-1,3,3,2,2,2,-3,2,-4,3,-4] ;Knot[1882,3]:= 1-8*t+23*t^2-38*t^3+45*t^4-38*t^5+23*t^6-8*t^7+1*t^8;
Knot[1883,1]:= "12a_1083";Knot[1883,2]:= [-1,2,3,-1,3,2,2,2,-1,-3,-1,2,-1] ;Knot[1883,3]:= 2-9*t+21*t^2-33*t^3+39*t^4-33*t^5+21*t^6-9*t^7+2*t^8;
Knot[1884,1]:= "12a_1084";Knot[1884,2]:= [-1,2,3,-1,-2,-2,-2,3,-2,4,-2,-2,-3,4] ;Knot[1884,3]:= 1-8*t+20*t^2-28*t^3+31*t^4-28*t^5+20*t^6-8*t^7+1*t^8;
Knot[1885,1]:= "12a_1085";Knot[1885,2]:= [-1,-1,-2,1,-2,3,-2,-2,4,4,3,2,-5,4,-3,-5,-4];Knot[1885,3]:= 2-17*t+45*t^2-59*t^3+45*t^4-17*t^5+2*t^6;
Knot[1886,1]:= "12a_1086";Knot[1886,2]:= [-1,2,-1,-2,3,4,-2,4,3,3,-2,3,-4,3] ;Knot[1886,3]:= 4-20*t+46*t^2-59*t^3+46*t^4-20*t^5+4*t^6;
Knot[1887,1]:= "12a_1087";Knot[1887,2]:= [-1,2,3,-1,-2,-2,3,3,-2,3,-2,4,-3,4] ;Knot[1887,3]:= 1-8*t+25*t^2-48*t^3+61*t^4-48*t^5+25*t^6-8*t^7+1*t^8;
Knot[1888,1]:= "12a_1088";Knot[1888,2]:= [-1,2,-1,-2,-3,4,4,-3,2,2,3,4,-2,-2,-3,4] ;Knot[1888,3]:= 1-9*t+29*t^2-54*t^3+67*t^4-54*t^5+29*t^6-9*t^7+1*t^8;
Knot[1889,1]:= "12a_1089";Knot[1889,2]:= [-1,2,3,-1,3,3,2,-3,2,-4,2,2,3,-4] ;Knot[1889,3]:= 1-8*t+21*t^2-31*t^3+35*t^4-31*t^5+21*t^6-8*t^7+1*t^8;
Knot[1890,1]:= "12a_1090";Knot[1890,2]:= [1,2,2,3,-4,-3,2,-3,2,-4,5,1,-2,4,-3,4,-5] ;Knot[1890,3]:= 2-16*t+42*t^2-55*t^3+42*t^4-16*t^5+2*t^6;
Knot[1891,1]:= "12a_1091";Knot[1891,2]:= [-1,2,3,-1,3,2,-1,-1,2,2,-3,2,-1] ;Knot[1891,3]:= 2-10*t+27*t^2-49*t^3+61*t^4-49*t^5+27*t^6-10*t^7+2*t^8;
Knot[1892,1]:= "12a_1092";Knot[1892,2]:= [-1,2,-1,-2,-3,4,-3,4,-3,2,2,3,-2,4,-2,-3] ;Knot[1892,3]:= -1+9*t-29*t^2+52*t^3-61*t^4+52*t^5-29*t^6+9*t^7-1*t^8;
Knot[1893,1]:= "12a_1093";Knot[1893,2]:= [-1,2,3,-4,-1,2,-4,-3,2,3,-4,-4,3,-4] ;Knot[1893,3]:= -1+8*t-25*t^2+44*t^3-51*t^4+44*t^5-25*t^6+8*t^7-1*t^8;
Knot[1894,1]:= "12a_1094";Knot[1894,2]:= [-1,2,3,-1,3,3,-2,3,-2,4,5,-3,-4,5,4] ;Knot[1894,3]:= 2-14*t+35*t^2-45*t^3+35*t^4-14*t^5+2*t^6;
Knot[1895,1]:= "12a_1095";Knot[1895,2]:= [-1,2,-3,4,-1,4,-3,4,-3,-2,3,-2,4,4] ;Knot[1895,3]:= 3-12*t+22*t^2-25*t^3+22*t^4-12*t^5+3*t^6;
Knot[1896,1]:= "12a_1096";Knot[1896,2]:= [-1,2,3,-1,3,-4,-2,3,-4,3,2,2,3,-4] ;Knot[1896,3]:= -1+8*t-29*t^2+60*t^3-75*t^4+60*t^5-29*t^6+8*t^7-1*t^8;
Knot[1897,1]:= "12a_1097";Knot[1897,2]:= [-1,-1,-2,1,-2,3,2,-1,-4,3,-4,-3,-2,-2,-3,-4,-5,4,-5];Knot[1897,3]:= 16-54*t+77*t^2-54*t^3+16*t^4;
Knot[1898,1]:= "12a_1098";Knot[1898,2]:= [-1,2,3,-4,3,-2,3,-4,3,2,1,1,2,-3,2,3] ;Knot[1898,3]:= -5+29*t-68*t^2+89*t^3-68*t^4+29*t^5-5*t^6;
Knot[1899,1]:= "12a_1099";Knot[1899,2]:= [-1,2,2,2,-1,2,-3,2,-1,2,2,3,3] ;Knot[1899,3]:= 2-10*t+27*t^2-44*t^3+51*t^4-44*t^5+27*t^6-10*t^7+2*t^8;
Knot[1900,1]:= "12a_1100";Knot[1900,2]:= [-1,-1,2,-1,-1,2,-3,2,-1,2,3,3,2] ;Knot[1900,3]:= 2-11*t+31*t^2-54*t^3+65*t^4-54*t^5+31*t^6-11*t^7+2*t^8;
Knot[1901,1]:= "12a_1101";Knot[1901,2]:= [-1,2,2,-1,2,2,-3,2,-1,2,3,3,2] ;Knot[1901,3]:= 2-11*t+30*t^2-48*t^3+55*t^4-48*t^5+30*t^6-11*t^7+2*t^8;
Knot[1902,1]:= "12a_1102";Knot[1902,2]:= [-1,2,-3,4,-3,2,-1,2,-3,2,4,-3] ;Knot[1902,3]:= 1-8*t+30*t^2-68*t^3+91*t^4-68*t^5+30*t^6-8*t^7+1*t^8;
Knot[1903,1]:= "12a_1103";Knot[1903,2]:= [-1,2,-1,-2,-3,4,-2,-3,2,-3,4,-3,-3,-2,4,3] ;Knot[1903,3]:= 4-19*t+45*t^2-59*t^3+45*t^4-19*t^5+4*t^6;
Knot[1904,1]:= "12a_1104";Knot[1904,2]:= [-1,2,-3,4,-1,-2,3,3,-2,3,3,-2,3,4] ;Knot[1904,3]:= -1+8*t-25*t^2+46*t^3-55*t^4+46*t^5-25*t^6+8*t^7-1*t^8;
Knot[1905,1]:= "12a_1105";Knot[1905,2]:= [-1,2,-3,4,2,-1,2,-3,2,-3,4,-3] ;Knot[1905,3]:= 1-8*t+30*t^2-64*t^3+83*t^4-64*t^5+30*t^6-8*t^7+1*t^8;
Knot[1906,1]:= "12a_1106";Knot[1906,2]:= [1,2,-3,4,-3,2,1,-3,4,-3,5,4,-2,-3,4,3,-5] ;Knot[1906,3]:= -3+18*t-48*t^2+67*t^3-48*t^4+18*t^5-3*t^6;
Knot[1907,1]:= "12a_1107";Knot[1907,2]:= [-1,2,-1,-2,3,3,3,-2,3,3,-2,3,3] ;Knot[1907,3]:= 2-8*t+16*t^2-20*t^3+21*t^4-20*t^5+16*t^6-8*t^7+2*t^8;
Knot[1908,1]:= "12a_1108";Knot[1908,2]:= [-1,2,-1,-2,3,4,-3,-2,4,3,3,-2,3,3] ;Knot[1908,3]:= 4-17*t+35*t^2-43*t^3+35*t^4-17*t^5+4*t^6;
Knot[1909,1]:= "12a_1109";Knot[1909,2]:= [-1,2,2,-1,2,2,3,-1,3,2,-1,2,-3] ;Knot[1909,3]:= -2+11*t-29*t^2+51*t^3-61*t^4+51*t^5-29*t^6+11*t^7-2*t^8;
Knot[1910,1]:= "12a_1110";Knot[1910,2]:= [-1,2,3,-4,3,-4,-2,3,2,-4,1,1,2,-3,2,3] ;Knot[1910,3]:= 5-27*t+66*t^2-87*t^3+66*t^4-27*t^5+5*t^6;
Knot[1911,1]:= "12a_1111";Knot[1911,2]:= [-1,2,3,-1,3,-1,2,-1,2,-3,-1,2,-1] ;Knot[1911,3]:= -2+11*t-27*t^2+41*t^3-45*t^4+41*t^5-27*t^6+11*t^7-2*t^8;
Knot[1912,1]:= "12a_1112";Knot[1912,2]:= [-1,2,-3,4,2,3,1,3,1,3,3,2,-3,2,3,4] ;Knot[1912,3]:= 8-27*t+46*t^2-53*t^3+46*t^4-27*t^5+8*t^6;
Knot[1913,1]:= "12a_1113";Knot[1913,2]:= [-1,-1,-2,1,3,2,4,-3,-2,-2,-5,-4,-4,-3,-3,-4,-5];Knot[1913,3]:= 15-51*t+73*t^2-51*t^3+15*t^4;
Knot[1914,1]:= "12a_1114";Knot[1914,2]:= [-1,2,2,2,2,2,-1,2,2,-1,2,2] ;Knot[1914,3]:= 1-4*t+9*t^2-12*t^3+14*t^4-15*t^5+14*t^6-12*t^7+9*t^8-4*t^9+1*t^10;
Knot[1915,1]:= "12a_1115";Knot[1915,2]:= [-1,2,-1,-2,-2,-2,3,-2,-2,3,-2,-2,3] ;Knot[1915,3]:= 2-9*t+22*t^2-32*t^3+35*t^4-32*t^5+22*t^6-9*t^7+2*t^8;
Knot[1916,1]:= "12a_1116";Knot[1916,2]:= [-1,2,2,3,-1,3,2,2,2,-3,-1,2,2] ;Knot[1916,3]:= 2-9*t+23*t^2-37*t^3+43*t^4-37*t^5+23*t^6-9*t^7+2*t^8;
Knot[1917,1]:= "12a_1117";Knot[1917,2]:= [-1,2,-3,-4,-1,-2,-4,-2,3,-4,-5,-2,3,4,-5] ;Knot[1917,3]:= -4+26*t-64*t^2+85*t^3-64*t^4+26*t^5-4*t^6;
Knot[1918,1]:= "12a_1118";Knot[1918,2]:= [-1,2,-3,-1,-3,4,-3,-3,4,-3,-2,3,-2,4] ;Knot[1918,3]:= 3-12*t+26*t^2-33*t^3+26*t^4-12*t^5+3*t^6;
Knot[1919,1]:= "12a_1119";Knot[1919,2]:= [-1,2,3,-1,3,-1,-1,2,-3,2,-1,2,2] ;Knot[1919,3]:= 2-9*t+21*t^2-33*t^3+39*t^4-33*t^5+21*t^6-9*t^7+2*t^8;
Knot[1920,1]:= "12a_1120";Knot[1920,2]:= [-1,2,2,2,2,2,-1,2,-1,-1,2,-1] ;Knot[1920,3]:= 1-4*t+9*t^2-14*t^3+18*t^4-19*t^5+18*t^6-14*t^7+9*t^8-4*t^9+1*t^10;
Knot[1921,1]:= "12a_1121";Knot[1921,2]:= [-1,2,-1,-2,-2,-2,3,-2,3,3,-2,3,3] ;Knot[1921,3]:= 2-9*t+22*t^2-36*t^3+43*t^4-36*t^5+22*t^6-9*t^7+2*t^8;
Knot[1922,1]:= "12a_1122";Knot[1922,2]:= [1,2,-1,2,-3,4,2,-3,1,-3,2,-3,4,-3] ;Knot[1922,3]:= 1-8*t+30*t^2-63*t^3+81*t^4-63*t^5+30*t^6-8*t^7+1*t^8;
Knot[1923,1]:= "12a_1123";Knot[1923,2]:= [-1,2,-1,-2,-3,4,-2,4,3,2,-3,2,-3,4,-3,4] ;Knot[1923,3]:= 1-9*t+30*t^2-56*t^3+69*t^4-56*t^5+30*t^6-9*t^7+1*t^8;
Knot[1924,1]:= "12a_1124";Knot[1924,2]:= [-1,2,3,-4,5,6,-1,-2,3,-4,-5,-2,-3,4,6,5] ;Knot[1924,3]:= -1+13*t-50*t^2+77*t^3-50*t^4+13*t^5-1*t^6;
Knot[1925,1]:= "12a_1125";Knot[1925,2]:= [-1,2,2,2,2,1,1,2,-3,-4,2,3,-4,-3] ;Knot[1925,3]:= -4+14*t-21*t^2+23*t^3-21*t^4+14*t^5-4*t^6;
Knot[1926,1]:= "12a_1126";Knot[1926,2]:= [-1,-2,3,4,5,5,4,-5,4,3,-4,-2,-1,2,3] ;Knot[1926,3]:= -8+30*t-43*t^2+30*t^3-8*t^4;
Knot[1927,1]:= "12a_1127";Knot[1927,2]:= [-1,2,3,-4,5,6,-1,-2,3,-2,-5,6,-4,5] ;Knot[1927,3]:= 4-24*t+41*t^2-24*t^3+4*t^4;
Knot[1928,1]:= "12a_1128";Knot[1928,2]:= [-1,2,2,2,2,2,2,-1,-1,-1,-1,2] ;Knot[1928,3]:= 1-3*t+5*t^2-7*t^3+9*t^4-9*t^5+9*t^6-7*t^7+5*t^8-3*t^9+1*t^10;
Knot[1929,1]:= "12a_1129";Knot[1929,2]:= [-1,-1,-1,2,3,-1,3,2,-3,2,2,2,-1] ;Knot[1929,3]:= 2-7*t+13*t^2-19*t^3+23*t^4-19*t^5+13*t^6-7*t^7+2*t^8;
Knot[1930,1]:= "12a_1130";Knot[1930,2]:= [-1,-1,-1,2,3,-1,3,2,2,2,-3,2,-1] ;Knot[1930,3]:= 2-8*t+16*t^2-23*t^3+27*t^4-23*t^5+16*t^6-8*t^7+2*t^8;
Knot[1931,1]:= "12a_1131";Knot[1931,2]:= [-1,-1,-1,-1,-1,2,3,-1,3,2,-3,2,-1] ;Knot[1931,3]:= 2-7*t+11*t^2-11*t^3+11*t^4-11*t^5+11*t^6-7*t^7+2*t^8;
Knot[1932,1]:= "12a_1132";Knot[1932,2]:= [-1,2,-1,-2,3,-2,3,3,3,4,4,3,-2,-4] ;Knot[1932,3]:= 4-16*t+29*t^2-33*t^3+29*t^4-16*t^5+4*t^6;
Knot[1933,1]:= "12a_1133";Knot[1933,2]:= [-1,2,-3,-4,3,-4,-3,2,-3,1,1,2,2,2] ;Knot[1933,3]:= 4-18*t+36*t^2-43*t^3+36*t^4-18*t^5+4*t^6;
Knot[1934,1]:= "12a_1134";Knot[1934,2]:= [-1,2,-1,-1,-1,-1,-1,-1,-1,2,2,2] ;Knot[1934,3]:= -1+3*t-5*t^2+7*t^3-7*t^4+7*t^5-7*t^6+7*t^7-5*t^8+3*t^9-1*t^10;
Knot[1935,1]:= "12a_1135";Knot[1935,2]:= [-1,-1,-1,2,3,3,2,-3,2,2,2,-1,2] ;Knot[1935,3]:= -2+7*t-13*t^2+19*t^3-21*t^4+19*t^5-13*t^6+7*t^7-2*t^8;
Knot[1936,1]:= "12a_1136";Knot[1936,2]:= [-1,-1,-1,2,3,3,2,2,2,-3,2,-1,2] ;Knot[1936,3]:= -2+8*t-18*t^2+29*t^3-33*t^4+29*t^5-18*t^6+8*t^7-2*t^8;
Knot[1937,1]:= "12a_1137";Knot[1937,2]:= [-1,2,3,-4,2,-4,-4,3,-4,3,2,-3,1,-3,1,2] ;Knot[1937,3]:= -4+16*t-31*t^2+39*t^3-31*t^4+16*t^5-4*t^6;
Knot[1938,1]:= "12a_1138";Knot[1938,2]:= [-1,2,3,-4,-4,-4,-4,3,-2,3,-4,1,1,2] ;Knot[1938,3]:= 3-11*t+17*t^2-17*t^3+17*t^4-11*t^5+3*t^6;
Knot[1939,1]:= "12a_1139";Knot[1939,2]:= [-1,-2,-3,4,5,-3,5,4,-5,4,-3,-2,-1,2,3] ;Knot[1939,3]:= 6-25*t+39*t^2-25*t^3+6*t^4;
Knot[1940,1]:= "12a_1140";Knot[1940,2]:= [-1,2,3,-4,-4,-4,3,-4,3,-2,3,1,1,2] ;Knot[1940,3]:= -3+11*t-21*t^2+27*t^3-21*t^4+11*t^5-3*t^6;
Knot[1941,1]:= "12a_1141";Knot[1941,2]:= [-1,2,-3,4,-1,-2,3,-2,-2,-2,-2,3,3,4] ;Knot[1941,3]:= -1+8*t-22*t^2+34*t^3-37*t^4+34*t^5-22*t^6+8*t^7-1*t^8;
Knot[1942,1]:= "12a_1142";Knot[1942,2]:= [-1,2,3,-4,-2,-3,4,-3,-3,-3,2,-3,1,4,1,2] ;Knot[1942,3]:= 4-14*t+21*t^2-21*t^3+21*t^4-14*t^5+4*t^6;
Knot[1943,1]:= "12a_1143";Knot[1943,2]:= [-1,2,3,-4,-5,-1,2,4,-5,-4,-3,2,3,3,-4] ;Knot[1943,3]:= -2+17*t-49*t^2+69*t^3-49*t^4+17*t^5-2*t^6;
Knot[1944,1]:= "12a_1144";Knot[1944,2]:= [-1,2,-1,-2,3,-2,3,4,-3,4,-5,4,-3,4,3,5,-2] ;Knot[1944,3]:= 8-32*t+49*t^2-32*t^3+8*t^4;
Knot[1945,1]:= "12a_1145";Knot[1945,2]:= [-1,2,3,-1,3,3,-2,-2,-2,-2,-2,3,-2] ;Knot[1945,3]:= -2+6*t-10*t^2+14*t^3-15*t^4+14*t^5-10*t^6+6*t^7-2*t^8;
Knot[1946,1]:= "12a_1146";Knot[1946,2]:= [-1,2,-3,-4,2,-4,-4,3,-4,3,2,1,1,2] ;Knot[1946,3]:= -4+14*t-25*t^2+31*t^3-25*t^4+14*t^5-4*t^6;
Knot[1947,1]:= "12a_1147";Knot[1947,2]:= [-1,-1,-1,2,2,2,3,-1,3,2,2,2,-3] ;Knot[1947,3]:= -2+7*t-15*t^2+24*t^3-27*t^4+24*t^5-15*t^6+7*t^7-2*t^8;
Knot[1948,1]:= "12a_1148";Knot[1948,2]:= [-1,2,-3,4,-1,-3,-3,-3,4,-2,4,4,3,-2] ;Knot[1948,3]:= -3+9*t-15*t^2+19*t^3-15*t^4+9*t^5-3*t^6;
Knot[1949,1]:= "12a_1149";Knot[1949,2]:= [-1,2,-3,4,5,-1,-3,5,-2,5,-4,5,-4,3,-2] ;Knot[1949,3]:= -4+9*t-9*t^2+9*t^3-4*t^4;
Knot[1950,1]:= "12a_1150";Knot[1950,2]:= [-1,2,3,-1,3,3,-2,-2,-2,3,-2,4,-3,4] ;Knot[1950,3]:= 1-8*t+23*t^2-41*t^3+51*t^4-41*t^5+23*t^6-8*t^7+1*t^8;
Knot[1951,1]:= "12a_1151";Knot[1951,2]:= [-1,2,3,-1,3,3,2,-3,2,-4,-5,3,4,-5,-4] ;Knot[1951,3]:= 2-14*t+32*t^2-39*t^3+32*t^4-14*t^5+2*t^6;
Knot[1952,1]:= "12a_1152";Knot[1952,2]:= [-1,2,-3,4,2,-3,-1,2,-3,2,4,-3] ;Knot[1952,3]:= 1-9*t+34*t^2-72*t^3+93*t^4-72*t^5+34*t^6-9*t^7+1*t^8;
Knot[1953,1]:= "12a_1153";Knot[1953,2]:= [-1,2,3,-1,-2,3,2,-4,2,2,2,2,3,-4] ;Knot[1953,3]:= 1-8*t+20*t^2-26*t^3+27*t^4-26*t^5+20*t^6-8*t^7+1*t^8;
Knot[1954,1]:= "12a_1154";Knot[1954,2]:= [1,2,3,-4,-3,2,-3,2,-4,5,4,-3,4,-5,2,1,-2] ;Knot[1954,3]:= 2-17*t+47*t^2-63*t^3+47*t^4-17*t^5+2*t^6;
Knot[1955,1]:= "12a_1155";Knot[1955,2]:= [-1,-2,3,3,-4,-2,3,1,1,-2,3,4,4,3,2,2] ;Knot[1955,3]:= -5+28*t-63*t^2+81*t^3-63*t^4+28*t^5-5*t^6;
Knot[1956,1]:= "12a_1156";Knot[1956,2]:= [-1,2,3,-1,2,2,2,3,-4,3,-2,3,3,-4] ;Knot[1956,3]:= 1-8*t+25*t^2-43*t^3+51*t^4-43*t^5+25*t^6-8*t^7+1*t^8;
Knot[1957,1]:= "12a_1157";Knot[1957,2]:= [-1,2,3,-1,3,3,3,3,3,3,-2,3,-2] ;Knot[1957,3]:= -2+5*t-5*t^2+5*t^3-5*t^4+5*t^5-5*t^6+5*t^7-2*t^8;
Knot[1958,1]:= "12a_1158";Knot[1958,2]:= [-1,2,2,2,-3,-4,2,3,-4,-3,2,1,1,2] ;Knot[1958,3]:= -4+12*t-15*t^2+15*t^3-15*t^4+12*t^5-4*t^6;
Knot[1959,1]:= "12a_1159";Knot[1959,2]:= [-1,2,-3,-4,2,3,-4,-3,2,1,1,2,2,2] ;Knot[1959,3]:= -4+14*t-24*t^2+29*t^3-24*t^4+14*t^5-4*t^6;
Knot[1960,1]:= "12a_1160";Knot[1960,2]:= [-1,-1,-2,1,-2,-2,-3,2,2,4,-3,-2,4,5,-4,-3,5];Knot[1960,3]:= -8+28*t-39*t^2+28*t^3-8*t^4;
Knot[1961,1]:= "12a_1161";Knot[1961,2]:= [-1,-2,3,-4,5,3,5,4,-5,4,3,-2,-1,2,3] ;Knot[1961,3]:= -6+19*t-25*t^2+19*t^3-6*t^4;
Knot[1962,1]:= "12a_1162";Knot[1962,2]:= [-1,2,3,4,-1,-3,4,-2,-2,-2,-2,-2,3,-2] ;Knot[1962,3]:= -4+11*t-13*t^2+13*t^3-13*t^4+11*t^5-4*t^6;
Knot[1963,1]:= "12a_1163";Knot[1963,2]:= [-1,-2,3,4,5,5,4,-5,4,-3,4,-2,-1,2,3] ;Knot[1963,3]:= -8+26*t-35*t^2+26*t^3-8*t^4;
Knot[1964,1]:= "12a_1164";Knot[1964,2]:= [-1,2,3,4,-1,4,4,-3,4,-2,4,4,3,-2] ;Knot[1964,3]:= -4+13*t-22*t^2+27*t^3-22*t^4+13*t^5-4*t^6;
Knot[1965,1]:= "12a_1165";Knot[1965,2]:= [-1,2,-3,4,5,-1,-3,-3,-3,-4,5,4,-2,3,-2] ;Knot[1965,3]:= -6+17*t-21*t^2+17*t^3-6*t^4;
Knot[1966,1]:= "12a_1166";Knot[1966,2]:= [-1,2,-3,4,5,6,-1,-3,-5,6,-2,-4,5,-4,3,-2] ;Knot[1966,3]:= -8+17*t-8*t^2;#Altered;
Knot[1967,1]:= "12a_1167";Knot[1967,2]:= [-1,2,-3,4,-1,-2,-2,3,-2,3,-2,3,3,4] ;Knot[1967,3]:= 1-10*t+35*t^2-68*t^3+85*t^4-68*t^5+35*t^6-10*t^7+1*t^8;
Knot[1968,1]:= "12a_1168";Knot[1968,2]:= [-1,2,-1,-1,2,2,2,-1,-1,2,2,2] ;Knot[1968,3]:= 1-4*t+10*t^2-19*t^3+28*t^4-31*t^5+28*t^6-19*t^7+10*t^8-4*t^9+1*t^10;
Knot[1969,1]:= "12a_1169";Knot[1969,2]:= [-1,2,3,-1,3,-2,3,-2,-2,-2,3,3,-2] ;Knot[1969,3]:= 2-8*t+17*t^2-26*t^3+31*t^4-26*t^5+17*t^6-8*t^7+2*t^8;
Knot[1970,1]:= "12a_1170";Knot[1970,2]:= [-1,2,-1,-2,3,-2,3,3,-2,-2,-2,3,3] ;Knot[1970,3]:= 2-8*t+18*t^2-30*t^3+37*t^4-30*t^5+18*t^6-8*t^7+2*t^8;
Knot[1971,1]:= "12a_1171";Knot[1971,2]:= [-1,2,-1,-2,3,-2,3,-4,-3,4,-3,-2,3,4,3,3] ;Knot[1971,3]:= 4-15*t+25*t^2-27*t^3+25*t^4-15*t^5+4*t^6;
Knot[1972,1]:= "12a_1172";Knot[1972,2]:= [-1,-1,2,-1,-1,2,2,-3,2,-1,2,3,3] ;Knot[1972,3]:= 2-10*t+26*t^2-45*t^3+55*t^4-45*t^5+26*t^6-10*t^7+2*t^8;
Knot[1973,1]:= "12a_1173";Knot[1973,2]:= [-1,-2,3,-2,-3,-3,4,5,-3,4,-2,-1,2,-3,4,-5,4] ;Knot[1973,3]:= 3-21*t+55*t^2-73*t^3+55*t^4-21*t^5+3*t^6;
Knot[1974,1]:= "12a_1174";Knot[1974,2]:= [-1,2,-1,-2,3,-2,-2,3,-2,-2,3,3,3] ;Knot[1974,3]:= 2-8*t+18*t^2-28*t^3+33*t^4-28*t^5+18*t^6-8*t^7+2*t^8;
Knot[1975,1]:= "12a_1175";Knot[1975,2]:= [-1,2,2,3,-1,3,-1,2,-1,2,-3,2,2] ;Knot[1975,3]:= -2+10*t-26*t^2+46*t^3-55*t^4+46*t^5-26*t^6+10*t^7-2*t^8;
Knot[1976,1]:= "12a_1176";Knot[1976,2]:= [-1,2,-1,-1,2,2,2,2,2,-1,-1,2] ;Knot[1976,3]:= 1-4*t+9*t^2-15*t^3+20*t^4-21*t^5+20*t^6-15*t^7+9*t^8-4*t^9+1*t^10;
Knot[1977,1]:= "12a_1177";Knot[1977,2]:= [-1,2,-1,-2,-2,3,3,-2,3,-2,3,3,-2] ;Knot[1977,3]:= 2-9*t+22*t^2-38*t^3+47*t^4-38*t^5+22*t^6-9*t^7+2*t^8;
Knot[1978,1]:= "12a_1178";Knot[1978,2]:= [-1,-1,2,2,2,-3,-1,-1,2,-1,2,3,3] ;Knot[1978,3]:= 2-9*t+20*t^2-31*t^3+37*t^4-31*t^5+20*t^6-9*t^7+2*t^8;
Knot[1979,1]:= "12a_1179";Knot[1979,2]:= [-1,2,-3,4,-1,4,-3,4,-3,-2,4,4,3,-2] ;Knot[1979,3]:= 3-12*t+20*t^2-21*t^3+20*t^4-12*t^5+3*t^6;
Knot[1980,1]:= "12a_1180";Knot[1980,2]:= [-1,2,-1,-2,3,-2,-2,3,3,3,-2,-2,3] ;Knot[1980,3]:= 2-8*t+19*t^2-33*t^3+41*t^4-33*t^5+19*t^6-8*t^7+2*t^8;
Knot[1981,1]:= "12a_1181";Knot[1981,2]:= [-1,2,-1,-2,3,4,-2,-2,-3,4,3,-2,-2,3] ;Knot[1981,3]:= 4-16*t+30*t^2-35*t^3+30*t^4-16*t^5+4*t^6;
Knot[1982,1]:= "12a_1182";Knot[1982,2]:= [-1,-1,-1,2,2,3,3,2,-1,2,-3,2,2] ;Knot[1982,3]:= -2+9*t-22*t^2+38*t^3-45*t^4+38*t^5-22*t^6+9*t^7-2*t^8;
Knot[1983,1]:= "12a_1183";Knot[1983,2]:= [-1,2,2,3,-4,-3,2,2,1,1,2,-3,2,-4] ;Knot[1983,3]:= -4+15*t-26*t^2+31*t^3-26*t^4+15*t^5-4*t^6;
Knot[1984,1]:= "12a_1184";Knot[1984,2]:= [-1,2,-1,2,-3,2,-1,2,2,2,2,3,3] ;Knot[1984,3]:= 2-10*t+24*t^2-34*t^3+37*t^4-34*t^5+24*t^6-10*t^7+2*t^8;
Knot[1985,1]:= "12a_1185";Knot[1985,2]:= [-1,2,3,-4,-1,3,-4,-2,-2,-3,4,-3,2,3,-2,-4] ;Knot[1985,3]:= 4-22*t+55*t^2-73*t^3+55*t^4-22*t^5+4*t^6;
Knot[1986,1]:= "12a_1186";Knot[1986,2]:= [-1,2,-1,2,-3,2,-1,2,2,3,3,2,2] ;Knot[1986,3]:= 2-11*t+30*t^2-50*t^3+59*t^4-50*t^5+30*t^6-11*t^7+2*t^8;
Knot[1987,1]:= "12a_1187";Knot[1987,2]:= [-1,2,3,-1,3,2,2,-1,2,-3,2,-1,2] ;Knot[1987,3]:= -2+12*t-35*t^2+64*t^3-77*t^4+64*t^5-35*t^6+12*t^7-2*t^8;
Knot[1988,1]:= "12a_1188";Knot[1988,2]:= [1,2,-3,4,-3,4,-2,1,-2,1,-3,-2,4,-3] ;Knot[1988,3]:= 1-9*t+36*t^2-79*t^3+103*t^4-79*t^5+36*t^6-9*t^7+1*t^8;
Knot[1989,1]:= "12a_1189";Knot[1989,2]:= [-1,-2,3,-2,3,-2,-4,3,1,3,1,2,-3,2,4,4] ;Knot[1989,3]:= 4-24*t+63*t^2-85*t^3+63*t^4-24*t^5+4*t^6;
Knot[1990,1]:= "12a_1190";Knot[1990,2]:= [-1,2,3,-4,-1,2,2,3,-4,3,-2,3,-4,3] ;Knot[1990,3]:= -1+9*t-31*t^2+61*t^3-75*t^4+61*t^5-31*t^6+9*t^7-1*t^8;
Knot[1991,1]:= "12a_1191";Knot[1991,2]:= [-1,2,2,-1,2,-1,2,-1,2,2,2,2] ;Knot[1991,3]:= -1+5*t-12*t^2+20*t^3-25*t^4+27*t^5-25*t^6+20*t^7-12*t^8+5*t^9-1*t^10;
Knot[1992,1]:= "12a_1192";Knot[1992,2]:= [-1,2,-1,2,2,3,-1,3,2,-3,2,-1,2] ;Knot[1992,3]:= -2+11*t-28*t^2+46*t^3-53*t^4+46*t^5-28*t^6+11*t^7-2*t^8;
Knot[1993,1]:= "12a_1193";Knot[1993,2]:= [-1,2,-1,2,-1,2,-3,2,-1,2,3,3,2] ;Knot[1993,3]:= -2+13*t-38*t^2+68*t^3-81*t^4+68*t^5-38*t^6+13*t^7-2*t^8;
Knot[1994,1]:= "12a_1194";Knot[1994,2]:= [-1,2,-1,-2,3,3,-2,3,-2,3,-2,3,3] ;Knot[1994,3]:= -2+10*t-23*t^2+34*t^3-37*t^4+34*t^5-23*t^6+10*t^7-2*t^8;
Knot[1995,1]:= "12a_1195";Knot[1995,2]:= [-1,2,3,-1,-2,-2,3,-2,3,4,-2,-2,-3,4] ;Knot[1995,3]:= -1+9*t-29*t^2+51*t^3-59*t^4+51*t^5-29*t^6+9*t^7-1*t^8;
Knot[1996,1]:= "12a_1196";Knot[1996,2]:= [-1,2,3,-1,3,2,-1,2,-3,-1,2,-1,2] ;Knot[1996,3]:= 2-13*t+36*t^2-61*t^3+73*t^4-61*t^5+36*t^6-13*t^7+2*t^8;
Knot[1997,1]:= "12a_1197";Knot[1997,2]:= [-1,-1,-1,2,3,3,2,-1,2,-3,2,-1,2] ;Knot[1997,3]:= 2-11*t+29*t^2-48*t^3+57*t^4-48*t^5+29*t^6-11*t^7+2*t^8;
Knot[1998,1]:= "12a_1198";Knot[1998,2]:= [-1,2,-1,-2,3,-2,3,4,4,3,-2,3,-4,3] ;Knot[1998,3]:= 4-22*t+52*t^2-67*t^3+52*t^4-22*t^5+4*t^6;
Knot[1999,1]:= "12a_1199";Knot[1999,2]:= [-1,2,2,-1,2,-1,-1,-1,2,-1,2,2] ;Knot[1999,3]:= -1+5*t-13*t^2+23*t^3-32*t^4+37*t^5-32*t^6+23*t^7-13*t^8+5*t^9-1*t^10;
Knot[2000,1]:= "12a_1200";Knot[2000,2]:= [-1,2,3,-1,-2,3,3,-2,3,3,-2,3,-2] ;Knot[2000,3]:= -2+10*t-25*t^2+39*t^3-43*t^4+39*t^5-25*t^6+10*t^7-2*t^8;
Knot[2001,1]:= "12a_1201";Knot[2001,2]:= [-1,2,-1,-1,-1,2,-3,2,-1,2,2,3,3] ;Knot[2001,3]:= 2-10*t+26*t^2-43*t^3+51*t^4-43*t^5+26*t^6-10*t^7+2*t^8;
Knot[2002,1]:= "12a_1202";Knot[2002,2]:= [-1,2,-1,2,-3,-2,4,-3,-2,5,4,-3,4,-5,6,-5,4,6];Knot[2002,3]:= 9-42*t+67*t^2-42*t^3+9*t^4;
Knot[2003,1]:= "12a_1203";Knot[2003,2]:= [-1,2,2,2,-1,-1,2,-1,-1,2,2,2] ;Knot[2003,3]:= 1-4*t+10*t^2-18*t^3+25*t^4-27*t^5+25*t^6-18*t^7+10*t^8-4*t^9+1*t^10;
Knot[2004,1]:= "12a_1204";Knot[2004,2]:= [-1,2,-1,-2,3,-2,-2,-2,3,3,-2,3,3] ;Knot[2004,3]:= 2-8*t+18*t^2-29*t^3+35*t^4-29*t^5+18*t^6-8*t^7+2*t^8;
Knot[2005,1]:= "12a_1205";Knot[2005,2]:= [-1,2,-1,-2,3,-2,3,-4,2,3,-4,-2,3,-2,3,3] ;Knot[2005,3]:= 4-15*t+26*t^2-29*t^3+26*t^4-15*t^5+4*t^6;
Knot[2006,1]:= "12a_1206";Knot[2006,2]:= [-1,2,2,3,-4,3,2,-4,2,1,1,2,-3,4,2,-3] ;Knot[2006,3]:= -4+24*t-57*t^2+75*t^3-57*t^4+24*t^5-4*t^6;
Knot[2007,1]:= "12a_1207";Knot[2007,2]:= [-1,2,3,3,2,-1,2,-3,2,2,2,-1,2] ;Knot[2007,3]:= 2-11*t+28*t^2-42*t^3+47*t^4-42*t^5+28*t^6-11*t^7+2*t^8;
Knot[2008,1]:= "12a_1208";Knot[2008,2]:= [-1,-2,3,-2,3,-2,3,4,1,-3,1,4,3,2,-3,2] ;Knot[2008,3]:= 4-23*t+58*t^2-77*t^3+58*t^4-23*t^5+4*t^6;
Knot[2009,1]:= "12a_1209";Knot[2009,2]:= [-1,-1,-1,2,-1,2,-1,2,-1,2,2,2] ;Knot[2009,3]:= -1+5*t-12*t^2+22*t^3-32*t^4+37*t^5-32*t^6+22*t^7-12*t^8+5*t^9-1*t^10;
Knot[2010,1]:= "12a_1210";Knot[2010,2]:= [-1,2,-1,2,2,2,-1,2,-1,2,2,2] ;Knot[2010,3]:= -1+5*t-12*t^2+21*t^3-28*t^4+31*t^5-28*t^6+21*t^7-12*t^8+5*t^9-1*t^10;
Knot[2011,1]:= "12a_1211";Knot[2011,2]:= [-1,2,-1,2,-1,2,-1,2,2,-1,-1,2] ;Knot[2011,3]:= -1+6*t-17*t^2+33*t^3-48*t^4+55*t^5-48*t^6+33*t^7-17*t^8+6*t^9-1*t^10;
Knot[2012,1]:= "12a_1212";Knot[2012,2]:= [-1,2,-1,2,-1,2,-1,2,-1,-1,-1,2] ;Knot[2012,3]:= 1-6*t+16*t^2-29*t^3+41*t^4-45*t^5+41*t^6-29*t^7+16*t^8-6*t^9+1*t^10;
Knot[2013,1]:= "12a_1213";Knot[2013,2]:= [-1,2,3,-1,-2,3,-2,3,-2,3,-2,3,-2] ;Knot[2013,3]:= 2-12*t+31*t^2-51*t^3+61*t^4-51*t^5+31*t^6-12*t^7+2*t^8;
Knot[2014,1]:= "12a_1214";Knot[2014,2]:= [-1,-1,-1,-1,-1,2,-1,-1,-1,-1,-1,2] ;Knot[2014,3]:= -1+3*t-4*t^2+5*t^3-6*t^4+7*t^5-6*t^6+5*t^7-4*t^8+3*t^9-1*t^10;
Knot[2015,1]:= "12a_1215";Knot[2015,2]:= [-1,-1,-1,2,-1,2,2,-1,-1,-1,-1,2] ;Knot[2015,3]:= -1+4*t-9*t^2+15*t^3-19*t^4+21*t^5-19*t^6+15*t^7-9*t^8+4*t^9-1*t^10;
Knot[2016,1]:= "12a_1216";Knot[2016,2]:= [-1,-1,-1,2,-1,2,-1,-3,2,-1,2,3,3] ;Knot[2016,3]:= -2+11*t-25*t^2+35*t^3-37*t^4+35*t^5-25*t^6+11*t^7-2*t^8;
Knot[2017,1]:= "12a_1217";Knot[2017,2]:= [-1,2,-1,-2,3,-2,3,4,-2,4,3,-2,3,-4] ;Knot[2017,3]:= -4+23*t-55*t^2+73*t^3-55*t^4+23*t^5-4*t^6;
Knot[2018,1]:= "12a_1218";Knot[2018,2]:= [-1,2,-1,2,2,2,2,-1,-1,-1,-1,2] ;Knot[2018,3]:= -1+4*t-8*t^2+13*t^3-18*t^4+21*t^5-18*t^6+13*t^7-8*t^8+4*t^9-1*t^10;
Knot[2019,1]:= "12a_1219";Knot[2019,2]:= [-1,-1,-1,2,-1,2,2,-1,2,2,2,2] ;Knot[2019,3]:= 1-4*t+9*t^2-15*t^3+21*t^4-23*t^5+21*t^6-15*t^7+9*t^8-4*t^9+1*t^10;
Knot[2020,1]:= "12a_1220";Knot[2020,2]:= [-1,2,-1,2,2,2,2,-1,2,2,2,2] ;Knot[2020,3]:= 1-4*t+8*t^2-11*t^3+14*t^4-15*t^5+14*t^6-11*t^7+8*t^8-4*t^9+1*t^10;
Knot[2021,1]:= "12a_1221";Knot[2021,2]:= [-1,-1,-1,2,-1,2,-1,-1,2,-1,2,2] ;Knot[2021,3]:= 1-5*t+13*t^2-24*t^3+35*t^4-39*t^5+35*t^6-24*t^7+13*t^8-5*t^9+1*t^10;
Knot[2022,1]:= "12a_1222";Knot[2022,2]:= [-1,2,-1,2,-1,2,-1,-1,2,2,2,-1] ;Knot[2022,3]:= -1+5*t-13*t^2+25*t^3-37*t^4+43*t^5-37*t^6+25*t^7-13*t^8+5*t^9-1*t^10;
Knot[2023,1]:= "12a_1223";Knot[2023,2]:= [-1,-1,-1,2,-1,-1,-1,2,2,-1,-1,2] ;Knot[2023,3]:= -1+4*t-10*t^2+18*t^3-23*t^4+25*t^5-23*t^6+18*t^7-10*t^8+4*t^9-1*t^10;
Knot[2024,1]:= "12a_1224";Knot[2024,2]:= [-1,2,3,-1,3,-2,-2,3,-2,-2,-2,3,-2] ;Knot[2024,3]:= -2+8*t-18*t^2+29*t^3-33*t^4+29*t^5-18*t^6+8*t^7-2*t^8;
Knot[2025,1]:= "12a_1225";Knot[2025,2]:= [-1,2,-1,2,2,-1,-1,2,2,-1,-1,2] ;Knot[2025,3]:= -1+5*t-14*t^2+28*t^3-41*t^4+47*t^5-41*t^6+28*t^7-14*t^8+5*t^9-1*t^10;
Knot[2026,1]:= "12a_1226";Knot[2026,2]:= [-1,-1,-1,2,2,2,-1,2,2,-1,2,2] ;Knot[2026,3]:= 1-4*t+10*t^2-18*t^3+26*t^4-29*t^5+26*t^6-18*t^7+10*t^8-4*t^9+1*t^10;
Knot[2027,1]:= "12a_1227";Knot[2027,2]:= [-1,2,-1,2,-1,-1,2,2,2,-1,2,2] ;Knot[2027,3]:= 1-5*t+13*t^2-24*t^3+34*t^4-37*t^5+34*t^6-24*t^7+13*t^8-5*t^9+1*t^10;
Knot[2028,1]:= "12a_1228";Knot[2028,2]:= [-1,2,3,-1,3,-2,3,-2,3,-2,-2,3,-2] ;Knot[2028,3]:= 2-10*t+24*t^2-39*t^3+47*t^4-39*t^5+24*t^6-10*t^7+2*t^8;
Knot[2029,1]:= "12a_1229";Knot[2029,2]:= [-1,2,-1,2,2,-1,-1,2,-1,2,2,-1] ;Knot[2029,3]:= -1+5*t-14*t^2+27*t^3-40*t^4+47*t^5-40*t^6+27*t^7-14*t^8+5*t^9-1*t^10;
Knot[2030,1]:= "12a_1230";Knot[2030,2]:= [-1,2,-1,2,-1,-1,2,2,-1,-1,2,-1] ;Knot[2030,3]:= 1-5*t+14*t^2-27*t^3+39*t^4-43*t^5+39*t^6-27*t^7+14*t^8-5*t^9+1*t^10;
Knot[2031,1]:= "12a_1231";Knot[2031,2]:= [-1,2,-1,2,-1,2,2,2,-1,-1,2,-1] ;Knot[2031,3]:= -1+5*t-13*t^2+24*t^3-34*t^4+39*t^5-34*t^6+24*t^7-13*t^8+5*t^9-1*t^10;
Knot[2032,1]:= "12a_1232";Knot[2032,2]:= [-1,2,3,-1,3,-2,3,3,-2,3,-2,3,-2] ;Knot[2032,3]:= -2+10*t-24*t^2+37*t^3-41*t^4+37*t^5-24*t^6+10*t^7-2*t^8;
Knot[2033,1]:= "12a_1233";Knot[2033,2]:= [-1,-1,-1,2,-1,-1,-1,-1,-1,2,2,2] ;Knot[2033,3]:= -1+3*t-6*t^2+10*t^3-12*t^4+13*t^5-12*t^6+10*t^7-6*t^8+3*t^9-1*t^10;
Knot[2034,1]:= "12a_1234";Knot[2034,2]:= [-1,2,-1,-2,-2,3,3,3,-2,-2,-2,3,-2] ;Knot[2034,3]:= -2+7*t-15*t^2+25*t^3-29*t^4+25*t^5-15*t^6+7*t^7-2*t^8;
Knot[2035,1]:= "12a_1235";Knot[2035,2]:= [-1,2,-1,2,2,-1,-1,-1,-1,2,2,2] ;Knot[2035,3]:= -1+4*t-9*t^2+16*t^3-23*t^4+27*t^5-23*t^6+16*t^7-9*t^8+4*t^9-1*t^10;
Knot[2036,1]:= "12a_1236";Knot[2036,2]:= [-1,2,-1,-2,-2,3,3,3,-2,3,-2,3,3] ;Knot[2036,3]:= -2+9*t-21*t^2+33*t^3-37*t^4+33*t^5-21*t^6+9*t^7-2*t^8;
Knot[2037,1]:= "12a_1237";Knot[2037,2]:= [-1,2,-1,2,-1,-3,-1,2,-1,2,2,3,3] ;Knot[2037,3]:= 2-11*t+28*t^2-45*t^3+53*t^4-45*t^5+28*t^6-11*t^7+2*t^8;
Knot[2038,1]:= "12a_1238";Knot[2038,2]:= [-1,2,-1,2,-1,-1,-1,-1,2,2,2,-1] ;Knot[2038,3]:= 1-4*t+9*t^2-16*t^3+23*t^4-25*t^5+23*t^6-16*t^7+9*t^8-4*t^9+1*t^10;
Knot[2039,1]:= "12a_1239";Knot[2039,2]:= [-1,-1,2,2,-1,2,3,-1,3,2,-3,2,-1] ;Knot[2039,3]:= 2-9*t+21*t^2-35*t^3+43*t^4-35*t^5+21*t^6-9*t^7+2*t^8;
Knot[2040,1]:= "12a_1240";Knot[2040,2]:= [-1,2,3,-1,3,3,3,-2,3,-2,3,3,-2] ;Knot[2040,3]:= 2-8*t+14*t^2-16*t^3+17*t^4-16*t^5+14*t^6-8*t^7+2*t^8;
Knot[2041,1]:= "12a_1241";Knot[2041,2]:= [-1,2,-3,-4,3,-4,2,2,-3,2,-3,1,1,2] ;Knot[2041,3]:= 4-18*t+35*t^2-41*t^3+35*t^4-18*t^5+4*t^6;
Knot[2042,1]:= "12a_1242";Knot[2042,2]:= [-1,2,3,-1,3,3,3,3,-2,3,3,3,-2] ;Knot[2042,3]:= -2+5*t-6*t^2+7*t^3-7*t^4+7*t^5-6*t^6+5*t^7-2*t^8;
Knot[2043,1]:= "12a_1243";Knot[2043,2]:= [-1,2,-1,-2,-2,3,4,-3,4,-2,-2,-2,3,-2] ;Knot[2043,3]:= -4+12*t-17*t^2+19*t^3-17*t^4+12*t^5-4*t^6;
Knot[2044,1]:= "12a_1244";Knot[2044,2]:= [-1,2,3,-1,3,3,3,-2,-2,3,-2,3,-2] ;Knot[2044,3]:= -2+8*t-16*t^2+22*t^3-23*t^4+22*t^5-16*t^6+8*t^7-2*t^8;
Knot[2045,1]:= "12a_1245";Knot[2045,2]:= [-1,2,-1,-2,-2,3,4,-3,4,-2,3,-2,3,3] ;Knot[2045,3]:= -4+18*t-39*t^2+51*t^3-39*t^4+18*t^5-4*t^6;
Knot[2046,1]:= "12a_1246";Knot[2046,2]:= [-1,-1,-1,2,-1,-1,2,2,2,-1,-1,2] ;Knot[2046,3]:= 1-4*t+10*t^2-18*t^3+25*t^4-27*t^5+25*t^6-18*t^7+10*t^8-4*t^9+1*t^10;
Knot[2047,1]:= "12a_1247";Knot[2047,2]:= [-1,2,3,-1,3,-2,3,3,3,-2,3,3,-2] ;Knot[2047,3]:= 2-8*t+16*t^2-21*t^3+23*t^4-21*t^5+16*t^6-8*t^7+2*t^8;
Knot[2048,1]:= "12a_1248";Knot[2048,2]:= [-1,2,-1,2,-1,2,2,-1,2,-1,2,2] ;Knot[2048,3]:= 1-6*t+17*t^2-32*t^3+46*t^4-51*t^5+46*t^6-32*t^7+17*t^8-6*t^9+1*t^10;
Knot[2049,1]:= "12a_1249";Knot[2049,2]:= [-1,2,-1,2,-1,2,2,-1,2,-1,-1,2] ;Knot[2049,3]:= -1+6*t-17*t^2+32*t^3-46*t^4+53*t^5-46*t^6+32*t^7-17*t^8+6*t^9-1*t^10;
Knot[2050,1]:= "12a_1250";Knot[2050,2]:= [-1,-1,2,2,-1,2,-1,2,2,-1,-1,2] ;Knot[2050,3]:= -1+5*t-14*t^2+27*t^3-39*t^4+45*t^5-39*t^6+27*t^7-14*t^8+5*t^9-1*t^10;
Knot[2051,1]:= "12a_1251";Knot[2051,2]:= [-1,2,-3,2,-3,1,4,1,2,-3,2,-3,-4,-4] ;Knot[2051,3]:= -4+25*t-62*t^2+83*t^3-62*t^4+25*t^5-4*t^6;
Knot[2052,1]:= "12a_1252";Knot[2052,2]:= [-1,2,2,-3,-1,-1,2,-1,2,2,3,3,2] ;Knot[2052,3]:= -2+10*t-27*t^2+48*t^3-57*t^4+48*t^5-27*t^6+10*t^7-2*t^8;
Knot[2053,1]:= "12a_1253";Knot[2053,2]:= [-1,2,2,-1,-1,2,-1,2,2,-1,2,2] ;Knot[2053,3]:= 1-5*t+14*t^2-26*t^3+37*t^4-41*t^5+37*t^6-26*t^7+14*t^8-5*t^9+1*t^10;
Knot[2054,1]:= "12a_1254";Knot[2054,2]:= [-1,2,-1,-1,-1,2,2,2,-1,2,2,-1] ;Knot[2054,3]:= -1+4*t-10*t^2+18*t^3-25*t^4+29*t^5-25*t^6+18*t^7-10*t^8+4*t^9-1*t^10;
Knot[2055,1]:= "12a_1255";Knot[2055,2]:= [-1,2,-1,-1,-1,2,-1,2,-1,-1,2,-1] ;Knot[2055,3]:= -1+5*t-13*t^2+23*t^3-30*t^4+33*t^5-30*t^6+23*t^7-13*t^8+5*t^9-1*t^10;
Knot[2056,1]:= "12a_1256";Knot[2056,2]:= [-1,2,3,-1,3,3,-2,3,3,-2,-2,3,-2] ;Knot[2056,3]:= -2+8*t-18*t^2+27*t^3-29*t^4+27*t^5-18*t^6+8*t^7-2*t^8;
Knot[2057,1]:= "12a_1257";Knot[2057,2]:= [-1,2,3,-1,-2,-2,3,-2,-2,3,-2,3,-2] ;Knot[2057,3]:= -2+10*t-25*t^2+41*t^3-47*t^4+41*t^5-25*t^6+10*t^7-2*t^8;
Knot[2058,1]:= "12a_1258";Knot[2058,2]:= [-1,-1,2,2,-1,2,-1,-1,-1,2,2,2] ;Knot[2058,3]:= -1+4*t-10*t^2+19*t^3-28*t^4+33*t^5-28*t^6+19*t^7-10*t^8+4*t^9-1*t^10;
Knot[2059,1]:= "12a_1259";Knot[2059,2]:= [-1,2,3,-1,3,3,-2,-2,3,3,-2,3,-2] ;Knot[2059,3]:= -2+8*t-18*t^2+28*t^3-31*t^4+28*t^5-18*t^6+8*t^7-2*t^8;
Knot[2060,1]:= "12a_1260";Knot[2060,2]:= [-1,2,-1,-1,-1,2,2,-1,-1,2,2,2] ;Knot[2060,3]:= -1+4*t-10*t^2+19*t^3-27*t^4+31*t^5-27*t^6+19*t^7-10*t^8+4*t^9-1*t^10;
Knot[2061,1]:= "12a_1261";Knot[2061,2]:= [-1,-1,-1,2,2,-3,2,-1,2,2,3,3,2] ;Knot[2061,3]:= -2+9*t-23*t^2+40*t^3-47*t^4+40*t^5-23*t^6+9*t^7-2*t^8;
Knot[2062,1]:= "12a_1262";Knot[2062,2]:= [-1,2,3,-1,3,-2,-2,3,3,3,-2,3,-2] ;Knot[2062,3]:= -2+8*t-18*t^2+29*t^3-33*t^4+29*t^5-18*t^6+8*t^7-2*t^8;
Knot[2063,1]:= "12a_1263";Knot[2063,2]:= [-1,2,-1,-2,3,-2,3,4,4,3,-2,3,3,-4] ;Knot[2063,3]:= 4-21*t+49*t^2-63*t^3+49*t^4-21*t^5+4*t^6;
Knot[2064,1]:= "12a_1264";Knot[2064,2]:= [-1,2,3,-1,3,3,-2,3,-2,-2,3,3,-2] ;Knot[2064,3]:= -2+8*t-17*t^2+24*t^3-25*t^4+24*t^5-17*t^6+8*t^7-2*t^8;
Knot[2065,1]:= "12a_1265";Knot[2065,2]:= [-1,2,3,4,-1,-3,4,-2,-2,3,3,-2,3,-2] ;Knot[2065,3]:= -4+17*t-37*t^2+49*t^3-37*t^4+17*t^5-4*t^6;
Knot[2066,1]:= "12a_1266";Knot[2066,2]:= [-1,2,3,-1,3,-4,3,-2,3,3,4,4,3,-2] ;Knot[2066,3]:= -4+15*t-28*t^2+35*t^3-28*t^4+15*t^5-4*t^6;
Knot[2067,1]:= "12a_1267";Knot[2067,2]:= [-1,2,3,-1,3,-2,-2,3,4,-3,4,-2,3,-2] ;Knot[2067,3]:= -4+16*t-32*t^2+41*t^3-32*t^4+16*t^5-4*t^6;
Knot[2068,1]:= "12a_1268";Knot[2068,2]:= [-1,-1,2,2,3,-1,3,2,-1,2,-3,2,-1] ;Knot[2068,3]:= 2-10*t+26*t^2-45*t^3+55*t^4-45*t^5+26*t^6-10*t^7+2*t^8;
Knot[2069,1]:= "12a_1269";Knot[2069,2]:= [-1,2,3,4,-1,-3,4,-2,3,3,-2,-2,3,-2] ;Knot[2069,3]:= -4+17*t-38*t^2+51*t^3-38*t^4+17*t^5-4*t^6;
Knot[2070,1]:= "12a_1270";Knot[2070,2]:= [-1,2,2,-1,2,-3,-1,2,-1,2,2,3,3] ;Knot[2070,3]:= -2+11*t-30*t^2+53*t^3-63*t^4+53*t^5-30*t^6+11*t^7-2*t^8;
Knot[2071,1]:= "12a_1271";Knot[2071,2]:= [-1,2,3,-1,3,-4,-2,3,-2,3,4,4,3,-2] ;Knot[2071,3]:= 4-20*t+44*t^2-55*t^3+44*t^4-20*t^5+4*t^6;
Knot[2072,1]:= "12a_1272";Knot[2072,2]:= [-1,-1,-1,2,-1,2,-3,2,-1,2,2,3,3] ;Knot[2072,3]:= 2-10*t+25*t^2-40*t^3+47*t^4-40*t^5+25*t^6-10*t^7+2*t^8;
Knot[2073,1]:= "12a_1273";Knot[2073,2]:= [-1,2,-1,-1,-1,-1,-1,2,2,2,2,2] ;Knot[2073,3]:= -1+3*t-5*t^2+7*t^3-9*t^4+11*t^5-9*t^6+7*t^7-5*t^8+3*t^9-1*t^10;
Knot[2074,1]:= "12a_1274";Knot[2074,2]:= [-1,-1,-1,-1,-1,2,3,3,2,-3,2,-1,2] ;Knot[2074,3]:= -2+7*t-13*t^2+17*t^3-17*t^4+17*t^5-13*t^6+7*t^7-2*t^8;
Knot[2075,1]:= "12a_1275";Knot[2075,2]:= [-1,2,-3,2,-3,-3,-4,3,-4,-3,2,1,1,2] ;Knot[2075,3]:= -4+16*t-33*t^2+43*t^3-33*t^4+16*t^5-4*t^6;
Knot[2076,1]:= "12a_1276";Knot[2076,2]:= [-1,2,3,-1,3,3,3,3,-2,-2,-2,3,-2] ;Knot[2076,3]:= -2+6*t-10*t^2+13*t^3-13*t^4+13*t^5-10*t^6+6*t^7-2*t^8;
Knot[2077,1]:= "12a_1277";Knot[2077,2]:= [-1,2,3,-1,3,3,4,-3,4,-2,-2,-2,3,-2] ;Knot[2077,3]:= -4+14*t-26*t^2+33*t^3-26*t^4+14*t^5-4*t^6;
Knot[2078,1]:= "12a_1278";Knot[2078,2]:= [-1,2,-3,4,-1,-3,4,-2,4,4,4,4,3,-2] ;Knot[2078,3]:= -3+7*t-7*t^2+7*t^3-7*t^4+7*t^5-3*t^6;
Knot[2079,1]:= "12a_1279";Knot[2079,2]:= [-1,-2,-3,4,5,5,4,-5,4,-3,4,-2,-1,2,3] ;Knot[2079,3]:= -6+17*t-21*t^2+17*t^3-6*t^4;
Knot[2080,1]:= "12a_1280";Knot[2080,2]:= [-1,2,3,-1,3,3,-2,3,-2,4,-2,-2,-3,4] ;Knot[2080,3]:= 1-9*t+28*t^2-51*t^3+63*t^4-51*t^5+28*t^6-9*t^7+1*t^8;
Knot[2081,1]:= "12a_1281";Knot[2081,2]:= [-1,2,3,4,-1,-3,4,-2,4,-2,4,-2,3,-2] ;Knot[2081,3]:= -4+13*t-23*t^2+29*t^3-23*t^4+13*t^5-4*t^6;
Knot[2082,1]:= "12a_1282";Knot[2082,2]:= [-1,2,3,4,5,-1,-3,-4,5,4,-2,-2,-2,3,-2] ;Knot[2082,3]:= -6+16*t-19*t^2+16*t^3-6*t^4;
Knot[2083,1]:= "12a_1283";Knot[2083,2]:= [-1,2,2,2,-1,-1,-1,-1,-1,2,2,2] ;Knot[2083,3]:= -1+3*t-6*t^2+10*t^3-13*t^4+15*t^5-13*t^6+10*t^7-6*t^8+3*t^9-1*t^10;
Knot[2084,1]:= "12a_1284";Knot[2084,2]:= [-1,2,-1,-2,-2,3,3,3,-2,3,3,3,-2] ;Knot[2084,3]:= -2+7*t-15*t^2+24*t^3-27*t^4+24*t^5-15*t^6+7*t^7-2*t^8;
Knot[2085,1]:= "12a_1285";Knot[2085,2]:= [-1,2,3,-1,3,3,-2,-2,-2,3,3,3,-2] ;Knot[2085,3]:= -2+6*t-11*t^2+16*t^3-17*t^4+16*t^5-11*t^6+6*t^7-2*t^8;
Knot[2086,1]:= "12a_1286";Knot[2086,2]:= [-1,2,-3,4,-1,4,4,-3,4,-2,4,4,3,-2] ;Knot[2086,3]:= -3+7*t-8*t^2+9*t^3-8*t^4+7*t^5-3*t^6;
Knot[2087,1]:= "12a_1287";Knot[2087,2]:= [-1,2,-3,4,5,6,-1,-3,-5,6,-2,-4,5,4,3,-2] ;Knot[2087,3]:= -9+19*t-9*t^2;#Altered;
Knot[2088,1]:= "12a_1288";Knot[2088,2]:= [-1,-1,-1,2,2,2,-1,-1,-1,2,2,2] ;Knot[2088,3]:= -1+3*t-7*t^2+14*t^3-21*t^4+25*t^5-21*t^6+14*t^7-7*t^8+3*t^9-1*t^10;
Knot[2089,1]:= "12n_0001";Knot[2089,2]:= [-1,2,2,-3,4,-1,-1,-2,-2,-3,2,4] ;Knot[2089,3]:= -1+5*t-13*t^2+19*t^3-13*t^4+5*t^5-1*t^6;
Knot[2090,1]:= "12n_0002";Knot[2090,2]:= [-1,2,-1,2,3,3,-4,2,2,3,-4,-4] ;Knot[2090,3]:= -1+5*t-11*t^2+16*t^3-17*t^4+16*t^5-11*t^6+5*t^7-1*t^8;
Knot[2091,1]:= "12n_0003";Knot[2091,2]:= [-1,2,-1,2,-3,-3,4,-2,-2,-3,4,4] ;Knot[2091,3]:= -1+7*t-17*t^2+23*t^3-17*t^4+7*t^5-1*t^6;
Knot[2092,1]:= "12n_0004";Knot[2092,2]:= [-1,2,3,-4,-1,3,3,-4,2,-3,2,-4] ;Knot[2092,3]:= -1+7*t-19*t^2+27*t^3-19*t^4+7*t^5-1*t^6;
Knot[2093,1]:= "12n_0005";Knot[2093,2]:= [-1,2,-1,2,3,-4,-3,4,-3,-4,-2,-4,-2,-3] ;Knot[2093,3]:= 1-7*t+21*t^2-29*t^3+21*t^4-7*t^5+1*t^6;
Knot[2094,1]:= "12n_0006";Knot[2094,2]:= [-1,2,-1,2,3,4,3,4,3,4,-2,4,-2,-3] ;Knot[2094,3]:= 1-5*t+9*t^2-6*t^3+3*t^4-6*t^5+9*t^6-5*t^7+1*t^8;
Knot[2095,1]:= "12n_0007";Knot[2095,2]:= [-1,2,3,-1,3,2,-3,4,-3,-3,-3,4] ;Knot[2095,3]:= 1-5*t+9*t^2-9*t^3+9*t^4-5*t^5+1*t^6;
Knot[2096,1]:= "12n_0008";Knot[2096,2]:= [-1,2,-1,2,3,-4,2,2,3,3,3,-4] ;Knot[2096,3]:= 1-5*t+9*t^2-10*t^3+11*t^4-10*t^5+9*t^6-5*t^7+1*t^8;
Knot[2097,1]:= "12n_0009";Knot[2097,2]:= [-1,2,-1,2,-3,4,-2,-2,-3,-3,-3,4] ;Knot[2097,3]:= 1-7*t+17*t^2-21*t^3+17*t^4-7*t^5+1*t^6;
Knot[2098,1]:= "12n_0010";Knot[2098,2]:= [-1,2,3,-4,-1,3,-4,2,-3,2,-4,-4] ;Knot[2098,3]:= 1-5*t+9*t^2-9*t^3+9*t^4-5*t^5+1*t^6;
Knot[2099,1]:= "12n_0011";Knot[2099,2]:= [-1,2,3,-1,-2,3,2,4,5,-3,-4,5,-4] ;Knot[2099,3]:= 3-15*t+25*t^2-15*t^3+3*t^4;
Knot[2100,1]:= "12n_0012";Knot[2100,2]:= [-1,2,-1,2,3,4,-5,-3,4,2,-5,2,3] ;Knot[2100,3]:= 2-10*t+18*t^2-19*t^3+18*t^4-10*t^5+2*t^6;
Knot[2101,1]:= "12n_0013";Knot[2101,2]:= [-1,2,-1,2,-3,-4,5,3,-4,-2,5,-2,-3] ;Knot[2101,3]:= 1-7*t+13*t^2-7*t^3+1*t^4;
Knot[2102,1]:= "12n_0014";Knot[2102,2]:= [-1,2,-1,2,-3,-3,2,2,3,-4,3,-4] ;Knot[2102,3]:= -1+7*t-21*t^2+31*t^3-21*t^4+7*t^5-1*t^6;
Knot[2103,1]:= "12n_0015";Knot[2103,2]:= [-1,2,-1,2,3,3,2,2,-3,4,-3,4] ;Knot[2103,3]:= 1-9*t+27*t^2-37*t^3+27*t^4-9*t^5+1*t^6;
Knot[2104,1]:= "12n_0016";Knot[2104,2]:= [-1,2,-1,2,3,3,2,2,3,-4,3,-4] ;Knot[2104,3]:= 1-5*t+7*t^2+0*t^3-5*t^4+0*t^5+7*t^6-5*t^7+1*t^8;
Knot[2105,1]:= "12n_0017";Knot[2105,2]:= [-1,2,-1,2,-3,4,4,-3,2,2,3,-4,3,-4];
#,[-1,2,-1,2,3,-2,-2,-4,-3,-3,5,-4,5]];
Knot[2105,3]:= 1-8*t+22*t^2-29*t^3+22*t^4-8*t^5+1*t^6;
Knot[2106,1]:= "12n_0018";Knot[2106,2]:= [-1,2,-1,2,3,3,4,-5,-2,-2,-3,4,-5] ;Knot[2106,3]:= -1+8*t-26*t^2+39*t^3-26*t^4+8*t^5-1*t^6;
Knot[2107,1]:= "12n_0019";Knot[2107,2]:= [-1,2,-1,2,-3,-3,-4,5,2,2,3,-4,5] ;Knot[2107,3]:= 1-3*t-1*t^2+7*t^3-1*t^4-3*t^5+1*t^6;
Knot[2108,1]:= "12n_0020";Knot[2108,2]:= [1,-2,3,-1,3,2,2,-1,2,-3,-2,1,-2];
#,[-1,-1,2,-1,2,3,-2,3,-2,-4,3,-4]];
Knot[2108,3]:= 1-5*t+11*t^2-13*t^3+11*t^4-5*t^5+1*t^6;
Knot[2109,1]:= "12n_0021";Knot[2109,2]:= [-1,2,3,-1,3,4,2,4,-3,4,-3,4] ;Knot[2109,3]:= 2-12*t+28*t^2-35*t^3+28*t^4-12*t^5+2*t^6;
Knot[2110,1]:= "12n_0022";Knot[2110,2]:= [-1,2,3,-1,3,-4,2,-4,3,-4,3,-4] ;Knot[2110,3]:= 1-6*t+16*t^2-29*t^3+37*t^4-29*t^5+16*t^6-6*t^7+1*t^8;
Knot[2111,1]:= "12n_0023";Knot[2111,2]:= [-1,2,-1,2,-3,4,-3,4,3,-2,-2,-3,4,4] ;Knot[2111,3]:= -2+5*t-2*t^2;#Altered;
Knot[2112,1]:= "12n_0024";Knot[2112,2]:= [1,-2,3,3,2,-1,2,-3,-1,-2,1,-2,-2];
#,[-1,2,-1,2,3,-2,-2,-4,3,3,3,-4]];
Knot[2112,3]:= -1+5*t-11*t^2+15*t^3-11*t^4+5*t^5-1*t^6;
Knot[2113,1]:= "12n_0025";Knot[2113,2]:= [-1,2,3,-4,-1,-2,3,4,-3,2,-3,4] ;Knot[2113,3]:= -1+3*t-3*t^2+3*t^3-1*t^4;
Knot[2114,1]:= "12n_0026";Knot[2114,2]:= [-1,2,-1,2,-3,4,-3,-3,4,-3,4,2,2,3] ;Knot[2114,3]:= -2+10*t-22*t^2+29*t^3-22*t^4+10*t^5-2*t^6;
Knot[2115,1]:= "12n_0027";Knot[2115,2]:= [-1,2,-1,2,-3,-3,2,2,3,4,-3,-3,4,4] ;Knot[2115,3]:= -1+6*t-16*t^2+25*t^3-27*t^4+25*t^5-16*t^6+6*t^7-1*t^8;
Knot[2116,1]:= "12n_0028";Knot[2116,2]:= [-1,-1,2,2,-1,3,-2,3,-2,-4,3,-4];Knot[2116,3]:= 2-8*t+13*t^2-8*t^3+2*t^4;
Knot[2117,1]:= "12n_0029";Knot[2117,2]:= [-1,2,-1,2,-3,4,-3,4,-3,4,2,4,2,3] ;Knot[2117,3]:= 2-12*t+28*t^2-35*t^3+28*t^4-12*t^5+2*t^6;
Knot[2118,1]:= "12n_0030";Knot[2118,2]:= [-1,2,-1,2,-3,-3,2,2,3,4,-3,-3,-3,4] ;Knot[2118,3]:= 1-6*t+16*t^2-29*t^3+37*t^4-29*t^5+16*t^6-6*t^7+1*t^8;
Knot[2119,1]:= "12n_0031";Knot[2119,2]:= [-1,2,-1,-3,2,-3,2,-4,3,3,3,-4];Knot[2119,3]:= -2+5*t-2*t^2;#Altered;
Knot[2120,1]:= "12n_0032";Knot[2120,2]:= [-1,2,3,-1,3,4,2,-3,4,-3,-3,4] ;Knot[2120,3]:= -2+10*t-22*t^2+29*t^3-22*t^4+10*t^5-2*t^6;
Knot[2121,1]:= "12n_0033";Knot[2121,2]:= [-1,2,3,-1,3,-4,2,3,-4,3,3,-4] ;Knot[2121,3]:= -1+6*t-16*t^2+25*t^3-27*t^4+25*t^5-16*t^6+6*t^7-1*t^8;
Knot[2122,1]:= "12n_0034";Knot[2122,2]:= [-1,2,-1,2,3,3,-4,-2,-4,-2,3,3,-4,-3] ;Knot[2122,3]:= 2-8*t+13*t^2-8*t^3+2*t^4;
Knot[2123,1]:= "12n_0035";Knot[2123,2]:= [-1,2,-1,2,3,-4,3,-4,3,-2,-2,3] ;Knot[2123,3]:= -1+6*t-16*t^2+23*t^3-16*t^4+6*t^5-1*t^6;
Knot[2124,1]:= "12n_0036";Knot[2124,2]:= [-1,2,-1,2,-3,4,-3,4,-3,-2,-2,-3] ;Knot[2124,3]:= 1-8*t+22*t^2-29*t^3+22*t^4-8*t^5+1*t^6;
Knot[2125,1]:= "12n_0037";Knot[2125,2]:= [-1,2,-1,2,3,-4,3,-4,3,2,2,3] ;Knot[2125,3]:= 1-5*t+8*t^2-5*t^3+3*t^4-5*t^5+8*t^6-5*t^7+1*t^8;
Knot[2126,1]:= "12n_0038";Knot[2126,2]:= [-1,2,-1,2,3,-4,-4,3,-4,-2,-2,3] ;Knot[2126,3]:= 1-6*t+16*t^2-21*t^3+16*t^4-6*t^5+1*t^6;
Knot[2127,1]:= "12n_0039";Knot[2127,2]:= [-1,2,-1,2,-3,4,4,-3,4,-2,-2,-3] ;Knot[2127,3]:= -1+8*t-22*t^2+31*t^3-22*t^4+8*t^5-1*t^6;
Knot[2128,1]:= "12n_0040";Knot[2128,2]:= [-1,2,-1,2,3,-4,-4,3,-4,2,2,3] ;Knot[2128,3]:= -1+5*t-10*t^2+11*t^3-9*t^4+11*t^5-10*t^6+5*t^7-1*t^8;
Knot[2129,1]:= "12n_0041";Knot[2129,2]:= [-1,2,3,-1,-2,-2,-2,3,2,4,-3,4] ;Knot[2129,3]:= 1-4*t+4*t^2-1*t^3+4*t^4-4*t^5+1*t^6;
Knot[2130,1]:= "12n_0042";Knot[2130,2]:= [-1,2,3,-1,-2,3,2,4,-3,4,4,4] ;Knot[2130,3]:= 1-6*t+14*t^2-17*t^3+14*t^4-6*t^5+1*t^6;
Knot[2131,1]:= "12n_0043";Knot[2131,2]:= [-1,2,-1,2,3,-4,2,2,3,-4,-4,-4] ;Knot[2131,3]:= 1-5*t+10*t^2-15*t^3+19*t^4-15*t^5+10*t^6-5*t^7+1*t^8;
Knot[2132,1]:= "12n_0044";Knot[2132,2]:= [-1,2,-1,2,-3,4,-2,-2,-3,4,4,4] ;Knot[2132,3]:= 1-6*t+12*t^2-13*t^3+12*t^4-6*t^5+1*t^6;
Knot[2133,1]:= "12n_0045";Knot[2133,2]:= [-1,2,3,-1,-2,3,2,4,4,-3,4,-3] ;Knot[2133,3]:= -1+4*t-8*t^2+11*t^3-8*t^4+4*t^5-1*t^6;
Knot[2134,1]:= "12n_0046";Knot[2134,2]:= [-1,2,3,-1,-2,3,2,4,5,-3,-4,5,4] ;Knot[2134,3]:= 2-10*t+17*t^2-10*t^3+2*t^4;
Knot[2135,1]:= "12n_0047";Knot[2135,2]:= [-1,2,-1,2,3,-4,-5,2,2,3,4,-5,-4] ;Knot[2135,3]:= 2-9*t+13*t^2-11*t^3+13*t^4-9*t^5+2*t^6;
Knot[2136,1]:= "12n_0048";Knot[2136,2]:= [-1,2,-1,2,-3,4,5,-2,-2,-3,-4,5,4] ;Knot[2136,3]:= 2-12*t+21*t^2-12*t^3+2*t^4;
Knot[2137,1]:= "12n_0049";Knot[2137,2]:= [-1,2,-3,-4,5,-1,2,-3,-4,2,3,-4,5] ;Knot[2137,3]:= 4-20*t+33*t^2-20*t^3+4*t^4;
Knot[2138,1]:= "12n_0050";Knot[2138,2]:= [-1,2,-1,2,-3,-4,5,-3,2,2,3,4,-3,4,5] ;Knot[2138,3]:= 2-11*t+23*t^2-27*t^3+23*t^4-11*t^5+2*t^6;
Knot[2139,1]:= "12n_0051";Knot[2139,2]:= [-1,2,-1,2,-3,-4,5,-3,-2,-2,3,-4,-3,4,5] ;Knot[2139,3]:= -2+5*t-2*t^2;#Altered;
Knot[2140,1]:= "12n_0052";Knot[2140,2]:= [-1,2,-1,2,-3,-4,-4,-3,-2,-2,3,-4,3,4] ;Knot[2140,3]:= 1-9*t+30*t^2-43*t^3+30*t^4-9*t^5+1*t^6;
Knot[2141,1]:= "12n_0053";Knot[2141,2]:= [-1,2,-1,2,-3,4,3,3,-2,-2,-3,4,3,3] ;Knot[2141,3]:= 3-14*t+23*t^2-14*t^3+3*t^4;
Knot[2142,1]:= "12n_0054";Knot[2142,2]:= [1,-2,3,3,2,-1,2,2,2,-3,-1,-2,1] ;Knot[2142,3]:= -1+4*t-6*t^2+7*t^3-6*t^4+4*t^5-1*t^6;
Knot[2143,1]:= "12n_0055";Knot[2143,2]:= [-1,2,2,-3,4,-1,-1,-2,-2,-2,-3,4] ;Knot[2143,3]:= 2-11*t+26*t^2-33*t^3+26*t^4-11*t^5+2*t^6;
Knot[2144,1]:= "12n_0056";Knot[2144,2]:= [-1,-2,-2,3,-4,-1,-1,2,2,2,3,-4] ;Knot[2144,3]:= 1-2*t+3*t^2-2*t^3+1*t^4;
Knot[2145,1]:= "12n_0057";Knot[2145,2]:= [-1,2,-1,2,3,-4,-4,3,-2,-2,3,-4,-3,4] ;Knot[2145,3]:= 1-2*t+3*t^2-2*t^3+1*t^4;
Knot[2146,1]:= "12n_0058";Knot[2146,2]:= [-1,2,-1,2,-3,-4,-4,-3,-2,-2,-3,4,-3,-4] ;Knot[2146,3]:= -2+13*t-30*t^2+39*t^3-30*t^4+13*t^5-2*t^6;
Knot[2147,1]:= "12n_0059";Knot[2147,2]:= [-1,-2,-2,-3,4,-1,-1,-2,-2,-2,-3,4] ;Knot[2147,3]:= -1+3*t+0*t^2-8*t^3+13*t^4-8*t^5+0*t^6+3*t^7-1*t^8;
Knot[2148,1]:= "12n_0060";Knot[2148,2]:= [-1,2,2,3,-4,-1,-1,2,2,2,3,-4] ;Knot[2148,3]:= -1+5*t-12*t^2+20*t^3-23*t^4+20*t^5-12*t^6+5*t^7-1*t^8;
Knot[2149,1]:= "12n_0061";Knot[2149,2]:= [-1,2,-1,2,3,-4,-4,3,2,2,3,-4,-3,4] ;Knot[2149,3]:= -1+5*t-12*t^2+20*t^3-23*t^4+20*t^5-12*t^6+5*t^7-1*t^8;
Knot[2150,1]:= "12n_0062";Knot[2150,2]:= [-1,2,-1,2,-3,4,4,-3,-3,-3,4,2,2,3] ;Knot[2150,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2151,1]:= "12n_0063";Knot[2151,2]:= [-1,2,2,3,-4,-1,-1,-2,-2,-2,3,-4] ;Knot[2151,3]:= -3+10*t-13*t^2+10*t^3-3*t^4;
Knot[2152,1]:= "12n_0064";Knot[2152,2]:= [-1,2,-1,2,3,4,4,3,3,3,4,-2,-2,-3] ;Knot[2152,3]:= 1-5*t+10*t^2-12*t^3+13*t^4-12*t^5+10*t^6-5*t^7+1*t^8;
Knot[2153,1]:= "12n_0065";Knot[2153,2]:= [-1,2,-1,-2,3,-4,-2,-4,3,-2,3,4,-2,3];
#,[-1,-1,-2,1,3,-2,3,4,-3,-3,-5,4,-5]];
Knot[2153,3]:= -2+8*t-11*t^2+8*t^3-2*t^4;
Knot[2154,1]:= "12n_0066";Knot[2154,2]:= [-1,-2,-2,-3,4,-1,-1,2,2,2,-3,4] ;Knot[2154,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2155,1]:= "12n_0067";Knot[2155,2]:= [-1,-2,-2,3,-4,-1,-1,-2,-2,-2,3,-4] ;Knot[2155,3]:= -1+5*t-8*t^2+8*t^3-7*t^4+8*t^5-8*t^6+5*t^7-1*t^8;
Knot[2156,1]:= "12n_0068";Knot[2156,2]:= [-1,-2,-2,3,-4,-1,-1,-2,-2,3,-2,-4] ;Knot[2156,3]:= -1+5*t-7*t^2+4*t^3-1*t^4+4*t^5-7*t^6+5*t^7-1*t^8;
Knot[2157,1]:= "12n_0069";Knot[2157,2]:= [-1,-2,-2,-3,4,-1,-1,2,2,-3,2,4] ;Knot[2157,3]:= -1+7*t-17*t^2+23*t^3-17*t^4+7*t^5-1*t^6;
Knot[2158,1]:= "12n_0070";Knot[2158,2]:= [-1,2,2,3,-4,-1,-1,-2,-2,3,-2,-4] ;Knot[2158,3]:= 1-7*t+19*t^2-25*t^3+19*t^4-7*t^5+1*t^6;
Knot[2159,1]:= "12n_0071";Knot[2159,2]:= [-1,-2,-2,-3,4,-1,4,-1,-3,2,2,3,4,-2] ;Knot[2159,3]:= -1+5*t-9*t^2+10*t^3-9*t^4+10*t^5-9*t^6+5*t^7-1*t^8;
Knot[2160,1]:= "12n_0072";Knot[2160,2]:= [-1,-2,-2,3,-4,-1,-4,-1,3,-2,-2,-3,-4,2] ;Knot[2160,3]:= -1+9*t-23*t^2+31*t^3-23*t^4+9*t^5-1*t^6;
Knot[2161,1]:= "12n_0073";Knot[2161,2]:= [-1,2,-3,-4,-1,2,-4,-3,2,3,-4,3] ;Knot[2161,3]:= 1-5*t+13*t^2-17*t^3+13*t^4-5*t^5+1*t^6;
Knot[2162,1]:= "12n_0074";Knot[2162,2]:= [-1,-1,-1,-2,-2,1,-2,-3,-2,-2,-1,-3,-3] ;Knot[2162,3]:= 2-5*t+7*t^2-7*t^3+7*t^4-7*t^5+7*t^6-5*t^7+2*t^8;
Knot[2163,1]:= "12n_0075";Knot[2163,2]:= [1,1,1,2,2,-1,2,-3,-2,-2,1,-3,-3] ;Knot[2163,3]:= 3-10*t+18*t^2-21*t^3+18*t^4-10*t^5+3*t^6;
Knot[2164,1]:= "12n_0076";Knot[2164,2]:= [-1,-1,-1,-2,-2,1,-2,-3,2,2,-1,-3,-3] ;Knot[2164,3]:= -1+6*t-12*t^2+15*t^3-12*t^4+6*t^5-1*t^6;
Knot[2165,1]:= "12n_0077";Knot[2165,2]:= [-1,2,-1,-2,-3,-4,-3,-4,-3,-4,-2,-4,-2,3] ;Knot[2165,3]:= 3-7*t+8*t^2-7*t^3+8*t^4-7*t^5+3*t^6;
Knot[2166,1]:= "12n_0078";Knot[2166,2]:= [-1,2,-1,-2,-3,4,3,-4,3,4,-2,4,-2,3] ;Knot[2166,3]:= 5-16*t+23*t^2-16*t^3+5*t^4;
Knot[2167,1]:= "12n_0079";Knot[2167,2]:= [-1,2,-1,-2,-3,4,-3,4,-3,-4,-2,-4,-2,3] ;Knot[2167,3]:= -1+6*t-9*t^2+6*t^3-1*t^4;
Knot[2168,1]:= "12n_0080";Knot[2168,2]:= [1,2,2,-1,-1,-1,2,-3,2,2,1,3,3] ;Knot[2168,3]:= 2-7*t+15*t^2-19*t^3+15*t^4-7*t^5+2*t^6;
Knot[2169,1]:= "12n_0081";Knot[2169,2]:= [-1,2,2,1,1,1,2,-3,2,2,-1,3,3] ;Knot[2169,3]:= -2+11*t-23*t^2+29*t^3-23*t^4+11*t^5-2*t^6;
Knot[2170,1]:= "12n_0082";Knot[2170,2]:= [-1,2,-1,-2,-3,-3,4,-2,4,-2,3,3,4,-3] ;Knot[2170,3]:= 2-5*t+7*t^2-7*t^3+7*t^4-5*t^5+2*t^6;
Knot[2171,1]:= "12n_0083";Knot[2171,2]:= [-1,2,2,3,1,3,4,1,-2,-2,-3,2,4,4] ;Knot[2171,3]:= -2+11*t-24*t^2+31*t^3-24*t^4+11*t^5-2*t^6;
Knot[2172,1]:= "12n_0084";Knot[2172,2]:= [-1,2,-3,-3,2,2,1,1,2,-3,-2,1,-2] ;Knot[2172,3]:= 2-7*t+14*t^2-17*t^3+14*t^4-7*t^5+2*t^6;
Knot[2173,1]:= "12n_0085";Knot[2173,2]:= [-1,-2,-2,-3,-4,3,-1,3,-1,3,2,-4,3,3] ;Knot[2173,3]:= -2+8*t-14*t^2+17*t^3-14*t^4+8*t^5-2*t^6;
Knot[2174,1]:= "12n_0086";Knot[2174,2]:= [-1,2,2,-3,-1,-3,-4,-1,2,2,3,-2,-4,-4] ;Knot[2174,3]:= 2-10*t+24*t^2-31*t^3+24*t^4-10*t^5+2*t^6;
Knot[2175,1]:= "12n_0087";Knot[2175,2]:= [-1,-2,-2,3,-1,3,4,-1,-2,-2,-3,2,4,4] ;Knot[2175,3]:= 4-12*t+17*t^2-12*t^3+4*t^4;
Knot[2176,1]:= "12n_0088";Knot[2176,2]:= [1,1,2,2,3,3,-2,-2,1,1,2,-3,2,2,1] ;Knot[2176,3]:= 4-14*t+26*t^2-31*t^3+26*t^4-14*t^5+4*t^6;
Knot[2177,1]:= "12n_0089";Knot[2177,2]:= [1,-2,3,3,2,2,1,1,1,2,-3,-2,1] ;Knot[2177,3]:= -1+4*t-6*t^2+7*t^3-7*t^4+7*t^5-6*t^6+4*t^7-1*t^8;
Knot[2178,1]:= "12n_0090";Knot[2178,2]:= [1,2,2,1,1,1,-2,-3,2,2,1,-3,-3] ;Knot[2178,3]:= 1-4*t+10*t^2-15*t^3+17*t^4-15*t^5+10*t^6-4*t^7+1*t^8;
Knot[2179,1]:= "12n_0091";Knot[2179,2]:= [-1,-2,-2,-1,-1,-1,2,-3,-2,-2,-1,-3,-3] ;Knot[2179,3]:= 1+0*t-6*t^2+15*t^3-19*t^4+15*t^5-6*t^6+0*t^7+1*t^8;
Knot[2180,1]:= "12n_0092";Knot[2180,2]:= [1,-2,-2,1,1,1,2,-3,-2,-2,1,-3,-3] ;Knot[2180,3]:= 1-4*t+12*t^2-23*t^3+29*t^4-23*t^5+12*t^6-4*t^7+1*t^8;
Knot[2181,1]:= "12n_0093";Knot[2181,2]:= [-1,-2,-2,-3,-1,-3,-4,-1,2,2,3,-2,-4,-4] ;Knot[2181,3]:= -1+4*t-4*t^2-1*t^3+5*t^4-1*t^5-4*t^6+4*t^7-1*t^8;
Knot[2182,1]:= "12n_0094";Knot[2182,2]:= [-1,2,-1,-2,-3,-3,-2,-2,3,4,-3,-3,-3,4] ;Knot[2182,3]:= -2+9*t-16*t^2+19*t^3-16*t^4+9*t^5-2*t^6;
Knot[2183,1]:= "12n_0095";Knot[2183,2]:= [-1,2,-1,-2,-3,-3,4,-2,4,-2,-3,-3,4,3] ;Knot[2183,3]:= 2-9*t+22*t^2-29*t^3+22*t^4-9*t^5+2*t^6;
Knot[2184,1]:= "12n_0096";Knot[2184,2]:= [-1,2,-1,-2,-3,-3,-4,-2,-4,-2,-3,-3,-4,3] ;Knot[2184,3]:= 2-3*t+0*t^2+3*t^3+0*t^4-3*t^5+2*t^6;
Knot[2185,1]:= "12n_0097";Knot[2185,2]:= [-1,2,-3,-1,-3,2,-3,-4,3,3,3,-4] ;Knot[2185,3]:= -1+5*t-9*t^2+11*t^3-9*t^4+5*t^5-1*t^6;
Knot[2186,1]:= "12n_0098";Knot[2186,2]:= [-1,-2,-2,3,-4,-1,-1,-2,3,-2,3,-4] ;Knot[2186,3]:= 1-6*t+14*t^2-17*t^3+17*t^4-17*t^5+14*t^6-6*t^7+1*t^8;
Knot[2187,1]:= "12n_0099";Knot[2187,2]:= [-1,-2,-2,-3,4,-1,-1,2,-3,2,-3,4] ;Knot[2187,3]:= 2-12*t+32*t^2-43*t^3+32*t^4-12*t^5+2*t^6;
Knot[2188,1]:= "12n_0100";Knot[2188,2]:= [-1,-2,-2,-3,-4,-1,-4,-1,-3,-2,-2,3,-4,3,-2,4] ;Knot[2188,3]:= 5-15*t+23*t^2-25*t^3+23*t^4-15*t^5+5*t^6;
Knot[2189,1]:= "12n_0101";Knot[2189,2]:= [-1,-2,-2,3,4,-1,4,-1,3,2,2,-3,4,-3,2,-4] ;Knot[2189,3]:= -1+12*t-34*t^2+47*t^3-34*t^4+12*t^5-1*t^6;
Knot[2190,1]:= "12n_0102";Knot[2190,2]:= [-1,2,2,-1,-1,-2,3,-4,3,-2,-2,-3,-4,-4,-3,4] ;Knot[2190,3]:= -1+4*t-4*t^2+3*t^3-4*t^4+4*t^5-1*t^6;
Knot[2191,1]:= "12n_0103";Knot[2191,2]:= [1,2,2,2,2,3,1,3,1,-2,1,-2,-3] ;Knot[2191,3]:= -1+4*t-6*t^2+8*t^3-9*t^4+8*t^5-6*t^6+4*t^7-1*t^8;
Knot[2192,1]:= "12n_0104";Knot[2192,2]:= [1,1,1,2,2,1,-2,-3,2,2,1,-3,-3] ;Knot[2192,3]:= 1-4*t+10*t^2-14*t^3+15*t^4-14*t^5+10*t^6-4*t^7+1*t^8;
Knot[2193,1]:= "12n_0105";Knot[2193,2]:= [-1,-1,-1,-2,-2,-1,2,-3,-2,-2,-1,-3,-3] ;Knot[2193,3]:= 1+0*t-4*t^2+8*t^3-9*t^4+8*t^5-4*t^6+0*t^7+1*t^8;
Knot[2194,1]:= "12n_0106";Knot[2194,2]:= [1,1,1,-2,-2,1,2,-3,-2,-2,1,-3,-3] ;Knot[2194,3]:= 1-4*t+10*t^2-16*t^3+19*t^4-16*t^5+10*t^6-4*t^7+1*t^8;
Knot[2195,1]:= "12n_0107";Knot[2195,2]:= [1,-2,-2,-3,-3,2,1,-2,-2,-2,-2,-2,-3] ;Knot[2195,3]:= -1+4*t-6*t^2+6*t^3-5*t^4+6*t^5-6*t^6+4*t^7-1*t^8;
Knot[2196,1]:= "12n_0108";Knot[2196,2]:= [-1,2,3,-2,3,2,-4,3,1,3,1,3,2,-4] ;Knot[2196,3]:= -2+9*t-15*t^2+17*t^3-15*t^4+9*t^5-2*t^6;
Knot[2197,1]:= "12n_0109";Knot[2197,2]:= [-1,2,2,3,4,-3,-1,4,3,-1,2,2,3,-2] ;Knot[2197,3]:= 2-9*t+23*t^2-31*t^3+23*t^4-9*t^5+2*t^6;
Knot[2198,1]:= "12n_0110";Knot[2198,2]:= [-1,-2,-2,-3,-4,3,-1,-4,-3,-1,-2,-2,-3,2] ;Knot[2198,3]:= 2-1*t-7*t^2+13*t^3-7*t^4-1*t^5+2*t^6;
Knot[2199,1]:= "12n_0111";Knot[2199,2]:= [-1,-2,-2,3,4,-3,-1,4,3,-1,-2,-2,3,2] ;Knot[2199,3]:= 2-9*t+21*t^2-27*t^3+21*t^4-9*t^5+2*t^6;
Knot[2200,1]:= "12n_0112";Knot[2200,2]:= [-1,-2,-2,3,-4,-1,-1,2,3,-2,-2,-2,3,-4] ;Knot[2200,3]:= -2+9*t-17*t^2+21*t^3-17*t^4+9*t^5-2*t^6;
Knot[2201,1]:= "12n_0113";Knot[2201,2]:= [-1,2,-1,2,-1,-2,1,-2,-2,-2,-2,-2] ;Knot[2201,3]:= 1-3*t+7*t^2-10*t^3+11*t^4-10*t^5+7*t^6-3*t^7+1*t^8;
Knot[2202,1]:= "12n_0114";Knot[2202,2]:= [-1,-1,-1,-2,-2,1,1,-2,-2,-2,-2,-2] ;Knot[2202,3]:= -1+5*t-9*t^2+12*t^3-13*t^4+12*t^5-9*t^6+5*t^7-1*t^8;
Knot[2203,1]:= "12n_0115";Knot[2203,2]:= [1,1,1,2,2,1,2,-3,-2,-2,1,-3,-3] ;Knot[2203,3]:= 1-1*t-1*t^2+4*t^3-5*t^4+4*t^5-1*t^6-1*t^7+1*t^8;
Knot[2204,1]:= "12n_0116";Knot[2204,2]:= [-1,2,-1,-2,-2,-2,-3,-3,-2,-2,3,3,3] ;Knot[2204,3]:= 2-7*t+16*t^2-21*t^3+16*t^4-7*t^5+2*t^6;
Knot[2205,1]:= "12n_0117";Knot[2205,2]:= [-1,2,-1,-2,-2,-2,3,3,-2,-2,-3,-3,-3] ;Knot[2205,3]:= -2+11*t-22*t^2+27*t^3-22*t^4+11*t^5-2*t^6;
Knot[2206,1]:= "12n_0118";Knot[2206,2]:= [-1,-2,-2,3,4,-3,-1,4,3,-1,2,2,3,2] ;Knot[2206,3]:= 2-3*t+0*t^2+3*t^3+0*t^4-3*t^5+2*t^6;
Knot[2207,1]:= "12n_0119";Knot[2207,2]:= [1,-2,3,1,3,1,-2,1,-2,-3,1,-2,1];
#,[-1,-1,2,-1,-1,2,-1,3,-2,-4,3,-4]];
Knot[2207,3]:= -1+3*t-3*t^2+3*t^3-3*t^4+3*t^5-1*t^6;
Knot[2208,1]:= "12n_0120";Knot[2208,2]:= [1,1,-2,-2,-3,1,2,2,3,3,2,1,-2] ;Knot[2208,3]:= 1-2*t+4*t^2-5*t^3+4*t^4-2*t^5+1*t^6;
Knot[2209,1]:= "12n_0121";Knot[2209,2]:= [-1,-2,1,1,-2,-3,2,-1,-2,-2,-3,-3,2] ;Knot[2209,3]:= 1+0*t-1*t^2+0*t^3+1*t^4;
Knot[2210,1]:= "12n_0122";Knot[2210,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,4,3,3,4,4] ;Knot[2210,3]:= -1+6*t-14*t^2+21*t^3-23*t^4+21*t^5-14*t^6+6*t^7-1*t^8;
Knot[2211,1]:= "12n_0123";Knot[2211,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,-4,-3,-3,-4,-4] ;Knot[2211,3]:= -2+14*t-34*t^2+45*t^3-34*t^4+14*t^5-2*t^6;
Knot[2212,1]:= "12n_0124";Knot[2212,2]:= [-1,2,-1,2,-3,-3,-2,-2,3,4,4,-3,-3,4] ;Knot[2212,3]:= 2-3*t+2*t^2;#Altered;
Knot[2213,1]:= "12n_0125";Knot[2213,2]:= [-1,2,-3,-1,2,-3,2,-4,-3,-3,-3,-4] ;Knot[2213,3]:= 1-6*t+14*t^2-17*t^3+17*t^4-17*t^5+14*t^6-6*t^7+1*t^8;
Knot[2214,1]:= "12n_0126";Knot[2214,2]:= [-1,2,-3,-1,2,-3,2,4,3,3,3,4] ;Knot[2214,3]:= 2-12*t+32*t^2-43*t^3+32*t^4-12*t^5+2*t^6;
Knot[2215,1]:= "12n_0127";Knot[2215,2]:= [-1,2,-1,2,-3,-3,4,-2,4,-2,3,3,4,3] ;Knot[2215,3]:= -1+6*t-14*t^2+21*t^3-23*t^4+21*t^5-14*t^6+6*t^7-1*t^8;
Knot[2216,1]:= "12n_0128";Knot[2216,2]:= [-1,2,-1,2,-3,-3,-4,-2,-4,-2,-3,-3,-4,3] ;Knot[2216,3]:= -2+14*t-34*t^2+45*t^3-34*t^4+14*t^5-2*t^6;
Knot[2217,1]:= "12n_0129";Knot[2217,2]:= [-1,2,-1,2,2,-1,3,-2,-2,-4,3,-4];Knot[2217,3]:= 2-3*t+2*t^2;#Altered;
Knot[2218,1]:= "12n_0130";Knot[2218,2]:= [-1,-2,-2,3,-1,3,-1,3,-4,2,3,-2,3,-4] ;Knot[2218,3]:= -2+8*t-14*t^2+17*t^3-14*t^4+8*t^5-2*t^6;
Knot[2219,1]:= "12n_0131";Knot[2219,2]:= [-1,2,2,3,-4,-1,-1,2,2,-3,-3,-2,-4,-4] ;Knot[2219,3]:= 2-10*t+24*t^2-31*t^3+24*t^4-10*t^5+2*t^6;
Knot[2220,1]:= "12n_0132";Knot[2220,2]:= [-1,-2,-2,-3,4,-1,-1,-2,-2,3,3,2,4,4] ;Knot[2220,3]:= 4-12*t+17*t^2-12*t^3+4*t^4;
Knot[2221,1]:= "12n_0133";Knot[2221,2]:= [-1,2,2,1,1,2,2,3,3,-2,1,2,2,2,-3] ;Knot[2221,3]:= 4-14*t+26*t^2-31*t^3+26*t^4-14*t^5+4*t^6;
Knot[2222,1]:= "12n_0134";Knot[2222,2]:= [-1,-1,-2,-2,-3,1,-3,1,2,-3,-1,-3,-3] ;Knot[2222,3]:= -1+4*t-6*t^2+7*t^3-7*t^4+7*t^5-6*t^6+4*t^7-1*t^8;
Knot[2223,1]:= "12n_0135";Knot[2223,2]:= [1,1,2,2,1,1,-2,-3,2,2,1,-3,-3] ;Knot[2223,3]:= 1-4*t+10*t^2-15*t^3+17*t^4-15*t^5+10*t^6-4*t^7+1*t^8;
Knot[2224,1]:= "12n_0136";Knot[2224,2]:= [-1,-1,-2,-2,-1,-1,2,-3,-2,-2,-1,-3,-3] ;Knot[2224,3]:= 1+0*t-6*t^2+15*t^3-19*t^4+15*t^5-6*t^6+0*t^7+1*t^8;
Knot[2225,1]:= "12n_0137";Knot[2225,2]:= [1,1,-2,-2,1,1,2,-3,-2,-2,1,-3,-3] ;Knot[2225,3]:= 1-4*t+12*t^2-23*t^3+29*t^4-23*t^5+12*t^6-4*t^7+1*t^8;
Knot[2226,1]:= "12n_0138";Knot[2226,2]:= [-1,-2,-2,3,-4,-1,-1,2,2,-3,-3,-2,-4,-4] ;Knot[2226,3]:= -1+4*t-4*t^2-1*t^3+5*t^4-1*t^5-4*t^6+4*t^7-1*t^8;
Knot[2227,1]:= "12n_0139";Knot[2227,2]:= [-1,-2,-2,3,4,-1,-1,2,-3,2,-3,4,-3,-3] ;Knot[2227,3]:= 1-5*t+11*t^2-12*t^3+11*t^4-12*t^5+11*t^6-5*t^7+1*t^8;
Knot[2228,1]:= "12n_0140";Knot[2228,2]:= [-1,-2,-2,-3,-4,-1,-1,-2,3,-2,3,-4,3,3] ;Knot[2228,3]:= 1-9*t+27*t^2-37*t^3+27*t^4-9*t^5+1*t^6;
Knot[2229,1]:= "12n_0141";Knot[2229,2]:= [-1,2,2,3,4,-1,-1,2,-3,2,-3,4,-3,-3] ;Knot[2229,3]:= -1+5*t-13*t^2+19*t^3-13*t^4+5*t^5-1*t^6;
Knot[2230,1]:= "12n_0142";Knot[2230,2]:= [-1,2,3,-4,-1,3,-4,-2,-2,-2,3,2] ;Knot[2230,3]:= 1-5*t+10*t^2-11*t^3+10*t^4-5*t^5+1*t^6;
Knot[2231,1]:= "12n_0143";Knot[2231,2]:= [-1,2,3,-4,-1,-2,-4,-2,-2,3,2,-4] ;Knot[2231,3]:= -1+3*t-2*t^2+1*t^3-2*t^4+3*t^5-1*t^6;
Knot[2232,1]:= "12n_0144";Knot[2232,2]:= [-1,2,3,-1,-2,-2,-2,3,-2,-4,3,-4] ;Knot[2232,3]:= 1-7*t+18*t^2-23*t^3+18*t^4-7*t^5+1*t^6;
Knot[2233,1]:= "12n_0145";Knot[2233,2]:= [-1,-2,-3,2,-3,-2,-4,1,1,-2,3,-2,3,-4] ;Knot[2233,3]:= 1-6*t+11*t^2-6*t^3+1*t^4;
Knot[2234,1]:= "12n_0146";Knot[2234,2]:= [-1,2,-1,2,-3,-3,-4,3,-2,-3,-3,-2,-4,3] ;Knot[2234,3]:= -2+12*t-19*t^2+12*t^3-2*t^4;
Knot[2235,1]:= "12n_0147";Knot[2235,2]:= [1,-2,3,1,3,-2,-2,1,1,-2,-3,-2,1] ;Knot[2235,3]:= 2-8*t+17*t^2-21*t^3+17*t^4-8*t^5+2*t^6;
Knot[2236,1]:= "12n_0148";Knot[2236,2]:= [-1,-2,-2,-3,2,-1,-2,-2,-2,-2,-3,-3,2] ;Knot[2236,3]:= 1+1*t-5*t^2+7*t^3-5*t^4+1*t^5+1*t^6;
Knot[2237,1]:= "12n_0149";Knot[2237,2]:= [-1,2,-1,-2,-3,-3,-4,3,-2,-3,-3,-2,-4,3] ;Knot[2237,3]:= 2-1*t-1*t^2-1*t^3+2*t^4;
Knot[2238,1]:= "12n_0150";Knot[2238,2]:= [-1,-2,-2,-1,-1,-2,3,-4,-2,3,-4,3] ;Knot[2238,3]:= 1-5*t+10*t^2-9*t^3+7*t^4-9*t^5+10*t^6-5*t^7+1*t^8;
Knot[2239,1]:= "12n_0151";Knot[2239,2]:= [-1,-2,-2,-1,-1,2,-3,4,2,-3,4,-3] ;Knot[2239,3]:= 1-8*t+24*t^2-33*t^3+24*t^4-8*t^5+1*t^6;
Knot[2240,1]:= "12n_0152";Knot[2240,2]:= [-1,2,2,-1,-1,-2,3,-4,-2,3,-4,3] ;Knot[2240,3]:= -1+6*t-16*t^2+23*t^3-16*t^4+6*t^5-1*t^6;
Knot[2241,1]:= "12n_0153";Knot[2241,2]:= [1,2,1,2,-3,2,2,3,1,3,2,1,2] ;Knot[2241,3]:= 2-4*t+3*t^2+1*t^3-3*t^4+1*t^5+3*t^6-4*t^7+2*t^8;
Knot[2242,1]:= "12n_0154";Knot[2242,2]:= [1,-2,-1,2,-3,2,2,3,-1,3,2,-1,-2] ;Knot[2242,3]:= 2-6*t+10*t^2-11*t^3+10*t^4-6*t^5+2*t^6;
Knot[2243,1]:= "12n_0155";Knot[2243,2]:= [-1,-2,-2,1,-2,-3,2,2,-3,-3,-2,-2,-1] ;Knot[2243,3]:= -2+10*t-20*t^2+25*t^3-20*t^4+10*t^5-2*t^6;
Knot[2244,1]:= "12n_0156";Knot[2244,2]:= [-1,2,3,-4,-1,2,3,2,3,-4,3,2] ;Knot[2244,3]:= 1-5*t+8*t^2-3*t^3-1*t^4-3*t^5+8*t^6-5*t^7+1*t^8;
Knot[2245,1]:= "12n_0157";Knot[2245,2]:= [-1,2,-3,-4,-1,-2,-2,3,-4,-2,-3,2] ;Knot[2245,3]:= 1-6*t+18*t^2-25*t^3+18*t^4-6*t^5+1*t^6;
Knot[2246,1]:= "12n_0158";Knot[2246,2]:= [-1,2,2,-1,-1,-2,3,-2,3,4,3,-2,3,-4] ;Knot[2246,3]:= -1+8*t-22*t^2+31*t^3-22*t^4+8*t^5-1*t^6;
Knot[2247,1]:= "12n_0159";Knot[2247,2]:= [1,2,-1,2,-3,2,2,3,-1,3,2,1,-2] ;Knot[2247,3]:= 2-6*t+12*t^2-15*t^3+12*t^4-6*t^5+2*t^6;
Knot[2248,1]:= "12n_0160";Knot[2248,2]:= [-1,2,-3,-4,-1,3,-4,-3,4,2,4,-3] ;Knot[2248,3]:= -1+6*t-12*t^2+15*t^3-12*t^4+6*t^5-1*t^6;
Knot[2249,1]:= "12n_0161";Knot[2249,2]:= [-1,2,2,-1,-1,-2,3,-4,-2,3,-2,-4] ;Knot[2249,3]:= 1-8*t+22*t^2-29*t^3+22*t^4-8*t^5+1*t^6;
Knot[2250,1]:= "12n_0162";Knot[2250,2]:= [-1,-2,-2,-1,-1,2,-3,4,2,-3,2,4] ;Knot[2250,3]:= -1+6*t-14*t^2+19*t^3-14*t^4+6*t^5-1*t^6;
Knot[2251,1]:= "12n_0163";Knot[2251,2]:= [-1,-2,-2,-1,-1,-2,3,-4,-2,-4,3,-4] ;Knot[2251,3]:= -1+5*t-8*t^2+7*t^3-5*t^4+7*t^5-8*t^6+5*t^7-1*t^8;
Knot[2252,1]:= "12n_0164";Knot[2252,2]:= [-1,-2,-2,-1,-1,2,-3,4,2,4,-3,4] ;Knot[2252,3]:= -1+8*t-20*t^2+27*t^3-20*t^4+8*t^5-1*t^6;
Knot[2253,1]:= "12n_0165";Knot[2253,2]:= [-1,2,2,-1,-1,-2,3,-4,-2,-4,3,-4] ;Knot[2253,3]:= 1-6*t+16*t^2-21*t^3+16*t^4-6*t^5+1*t^6;
Knot[2254,1]:= "12n_0166";Knot[2254,2]:= [-1,-2,-2,-2,-2,1,-2,-3,-2,-2,-1,-3,-3] ;Knot[2254,3]:= 2-4*t+5*t^2-6*t^3+7*t^4-6*t^5+5*t^6-4*t^7+2*t^8;
Knot[2255,1]:= "12n_0167";Knot[2255,2]:= [1,2,2,2,2,-1,2,-3,-2,-2,1,-3,-3] ;Knot[2255,3]:= 3-9*t+14*t^2-15*t^3+14*t^4-9*t^5+3*t^6;
Knot[2256,1]:= "12n_0168";Knot[2256,2]:= [-1,-2,-2,-2,-2,1,-2,-3,2,2,-1,-3,-3] ;Knot[2256,3]:= -1+5*t-8*t^2+9*t^3-8*t^4+5*t^5-1*t^6;
Knot[2257,1]:= "12n_0169";Knot[2257,2]:= [-1,-2,-2,-1,-1,-2,3,-2,-3,-3,-4,3,-4,-3] ;Knot[2257,3]:= 4-9*t+9*t^2-7*t^3+9*t^4-9*t^5+4*t^6;
Knot[2258,1]:= "12n_0170";Knot[2258,2]:= [-1,-2,-2,-1,-1,2,-3,2,3,3,4,-3,4,3] ;Knot[2258,3]:= 6-20*t+29*t^2-20*t^3+6*t^4;
Knot[2259,1]:= "12n_0171";Knot[2259,2]:= [-1,2,2,-1,-1,-2,3,-2,-3,-3,-4,3,-4,-3] ;Knot[2259,3]:= -2+10*t-15*t^2+10*t^3-2*t^4;
Knot[2260,1]:= "12n_0172";Knot[2260,2]:= [-1,-2,-2,-1,-1,-2,3,-4,-2,3,-2,-4] ;Knot[2260,3]:= -1+5*t-6*t^2+1*t^3+3*t^4+1*t^5-6*t^6+5*t^7-1*t^8;
Knot[2261,1]:= "12n_0173";Knot[2261,2]:= [-1,2,2,-1,-1,-2,-3,4,-3,2,-3,4,-3,4] ;Knot[2261,3]:= -1+6*t-16*t^2+25*t^3-27*t^4+25*t^5-16*t^6+6*t^7-1*t^8;
Knot[2262,1]:= "12n_0174";Knot[2262,2]:= [-1,2,2,-1,-1,-2,3,-4,2,3,2,-4,3,-4] ;Knot[2262,3]:= 1-6*t+18*t^2-35*t^3+45*t^4-35*t^5+18*t^6-6*t^7+1*t^8;
Knot[2263,1]:= "12n_0175";Knot[2263,2]:= [-1,-2,-2,-1,-1,2,-3,4,-2,-3,-2,4,-3,4] ;Knot[2263,3]:= 1-4*t+4*t^2+5*t^3-11*t^4+5*t^5+4*t^6-4*t^7+1*t^8;
Knot[2264,1]:= "12n_0176";Knot[2264,2]:= [-1,-2,-2,-1,-1,2,-3,2,-3,-4,3,-2,3,-4] ;Knot[2264,3]:= -4+16*t-23*t^2+16*t^3-4*t^4;
Knot[2265,1]:= "12n_0177";Knot[2265,2]:= [-1,2,-1,-2,-3,-4,-4,-3,-2,-2,-3,-3,4,-3] ;Knot[2265,3]:= 4-11*t+16*t^2-17*t^3+16*t^4-11*t^5+4*t^6;
Knot[2266,1]:= "12n_0178";Knot[2266,2]:= [-1,2,2,1,1,2,-3,4,-3,-2,-3,-2,4,-3] ;Knot[2266,3]:= -1+9*t-24*t^2+33*t^3-24*t^4+9*t^5-1*t^6;
Knot[2267,1]:= "12n_0179";Knot[2267,2]:= [-1,2,-1,-2,3,-4,-3,4,-3,4,-2,-2,-3,-3,4,-3] ;Knot[2267,3]:= -1+3*t-2*t^2+1*t^3-2*t^4+3*t^5-1*t^6;
Knot[2268,1]:= "12n_0180";Knot[2268,2]:= [-1,2,-3,-1,-3,2,2,-1,2,-3,-2,1,2] ;Knot[2268,3]:= -2+10*t-22*t^2+29*t^3-22*t^4+10*t^5-2*t^6;
Knot[2269,1]:= "12n_0181";Knot[2269,2]:= [1,-2,3,1,3,-2,1,1,-2,-2,-3,-2,1] ;Knot[2269,3]:= 2-9*t+19*t^2-23*t^3+19*t^4-9*t^5+2*t^6;
Knot[2270,1]:= "12n_0182";Knot[2270,2]:= [-1,2,3,-4,-1,2,-4,3,2,3,-4,3] ;Knot[2270,3]:= -1+5*t-10*t^2+13*t^3-13*t^4+13*t^5-10*t^6+5*t^7-1*t^8;
Knot[2271,1]:= "12n_0183";Knot[2271,2]:= [-1,2,-3,-4,-1,-2,-4,-2,3,-4,-2,-3] ;Knot[2271,3]:= -1+10*t-26*t^2+35*t^3-26*t^4+10*t^5-1*t^6;
Knot[2272,1]:= "12n_0184";Knot[2272,2]:= [-1,2,2,-3,-1,-3,4,-1,2,-3,2,4,4,3] ;Knot[2272,3]:= 1-4*t+10*t^2-13*t^3+10*t^4-4*t^5+1*t^6;
Knot[2273,1]:= "12n_0185";Knot[2273,2]:= [1,1,-2,-3,1,2,2,3,1,3,1,-2,1] ;Knot[2273,3]:= -1+4*t-7*t^2+10*t^3-11*t^4+10*t^5-7*t^6+4*t^7-1*t^8;
Knot[2274,1]:= "12n_0186";Knot[2274,2]:= [1,2,2,2,2,1,-2,-3,2,2,1,-3,-3] ;Knot[2274,3]:= 1-4*t+11*t^2-18*t^3+21*t^4-18*t^5+11*t^6-4*t^7+1*t^8;
Knot[2275,1]:= "12n_0187";Knot[2275,2]:= [-1,-2,-2,-2,-2,-1,2,-3,-2,-2,-1,-3,-3] ;Knot[2275,3]:= 1+0*t-5*t^2+12*t^3-15*t^4+12*t^5-5*t^6+0*t^7+1*t^8;
Knot[2276,1]:= "12n_0188";Knot[2276,2]:= [1,2,2,3,1,3,1,1,-2,1,-2,-2,-3] ;Knot[2276,3]:= 1-4*t+9*t^2-12*t^3+13*t^4-12*t^5+9*t^6-4*t^7+1*t^8;
Knot[2277,1]:= "12n_0189";Knot[2277,2]:= [1,2,2,3,1,3,1,-2,1,-2,-2,-2,-3] ;Knot[2277,3]:= -1+4*t-9*t^2+16*t^3-19*t^4+16*t^5-9*t^6+4*t^7-1*t^8;
Knot[2278,1]:= "12n_0190";Knot[2278,2]:= [-1,2,1,-2,1,1,1,2,-1,2,2,2] ;Knot[2278,3]:= 1-3*t+8*t^2-13*t^3+15*t^4-13*t^5+8*t^6-3*t^7+1*t^8;
Knot[2279,1]:= "12n_0191";Knot[2279,2]:= [-1,-1,-1,-2,-2,-2,-2,1,1,-2,-2,-2] ;Knot[2279,3]:= -1+5*t-10*t^2+15*t^3-17*t^4+15*t^5-10*t^6+5*t^7-1*t^8;
Knot[2280,1]:= "12n_0192";Knot[2280,2]:= [1,2,2,2,2,1,2,-3,-2,-2,1,-3,-3] ;Knot[2280,3]:= 1-1*t-2*t^2+7*t^3-9*t^4+7*t^5-2*t^6-1*t^7+1*t^8;
Knot[2281,1]:= "12n_0193";Knot[2281,2]:= [1,1,1,2,3,-1,3,-1,2,-3,2,1,-2] ;Knot[2281,3]:= 2-6*t+13*t^2-17*t^3+13*t^4-6*t^5+2*t^6;
Knot[2282,1]:= "12n_0194";Knot[2282,2]:= [1,1,1,-2,3,1,3,1,2,-3,2,-1,2] ;Knot[2282,3]:= -2+10*t-19*t^2+23*t^3-19*t^4+10*t^5-2*t^6;
Knot[2283,1]:= "12n_0195";Knot[2283,2]:= [-1,-2,-2,-1,-1,2,3,4,2,2,2,-3,4,3] ;Knot[2283,3]:= 2-4*t+3*t^2-1*t^3+3*t^4-4*t^5+2*t^6;
Knot[2284,1]:= "12n_0196";Knot[2284,2]:= [-1,-2,-2,-1,-1,2,3,4,-2,-2,-2,-3,4,3] ;Knot[2284,3]:= -2+6*t-7*t^2+7*t^3-7*t^4+6*t^5-2*t^6;
Knot[2285,1]:= "12n_0197";Knot[2285,2]:= [-1,2,2,3,4,-3,1,4,1,-2,3,-2,-2,3] ;Knot[2285,3]:= 2-10*t+25*t^2-33*t^3+25*t^4-10*t^5+2*t^6;
Knot[2286,1]:= "12n_0198";Knot[2286,2]:= [-1,2,-3,-4,-1,3,3,3,-4,2,-3,2] ;Knot[2286,3]:= 1-4*t+6*t^2-5*t^3+6*t^4-4*t^5+1*t^6;
Knot[2287,1]:= "12n_0199";Knot[2287,2]:= [-1,2,-1,-2,-3,-3,-2,-2,-2,-2,3,3,3] ;Knot[2287,3]:= 1-1*t+2*t^2-3*t^3+2*t^4-1*t^5+1*t^6;
Knot[2288,1]:= "12n_0200";Knot[2288,2]:= [-1,2,3,4,-2,-3,4,3,2,-3,1,-4,1,2] ;Knot[2288,3]:= 2-2*t+1*t^2-2*t^3+2*t^4;
Knot[2289,1]:= "12n_0201";Knot[2289,2]:= [-1,2,3,-1,-2,-3,-3,4,-2,-2,-3,-3,-3,4] ;Knot[2289,3]:= -3+13*t-23*t^2+27*t^3-23*t^4+13*t^5-3*t^6;
Knot[2290,1]:= "12n_0202";Knot[2290,2]:= [-1,2,2,3,-1,3,-1,2,-3,4,2,-3,4,3] ;Knot[2290,3]:= 3-13*t+31*t^2-41*t^3+31*t^4-13*t^5+3*t^6;
Knot[2291,1]:= "12n_0203";Knot[2291,2]:= [-1,-2,-2,-3,-1,-3,-1,-2,3,-4,-2,3,-4,-3] ;Knot[2291,3]:= 3-5*t+1*t^2+3*t^3+1*t^4-5*t^5+3*t^6;
Knot[2292,1]:= "12n_0204";Knot[2292,2]:= [-1,-2,-2,3,-4,3,-1,4,-1,2,-3,-4,-4,-3] ;Knot[2292,3]:= -1+9*t-22*t^2+29*t^3-22*t^4+9*t^5-1*t^6;
Knot[2293,1]:= "12n_0205";Knot[2293,2]:= [-1,2,2,-1,-1,-2,-3,4,-3,2,-3,-3,4,-3] ;Knot[2293,3]:= 1-5*t+11*t^2-14*t^3+15*t^4-14*t^5+11*t^6-5*t^7+1*t^8;
Knot[2294,1]:= "12n_0206";Knot[2294,2]:= [-1,2,2,3,-1,3,-4,-1,2,3,2,-4,3,-2] ;Knot[2294,3]:= -1+5*t-13*t^2+24*t^3-29*t^4+24*t^5-13*t^6+5*t^7-1*t^8;
Knot[2295,1]:= "12n_0207";Knot[2295,2]:= [-1,-2,-2,-3,-1,-3,4,-1,-2,-3,-2,4,-3,2] ;Knot[2295,3]:= -1+3*t+1*t^2-12*t^3+19*t^4-12*t^5+1*t^6+3*t^7-1*t^8;
Knot[2296,1]:= "12n_0208";Knot[2296,2]:= [1,2,3,3,2,-1,-1,-1,2,-3,2,2,1] ;Knot[2296,3]:= 3-11*t+23*t^2-29*t^3+23*t^4-11*t^5+3*t^6;
Knot[2297,1]:= "12n_0209";Knot[2297,2]:= [-1,2,3,3,2,1,1,1,2,-3,2,2,-1] ;Knot[2297,3]:= -3+15*t-31*t^2+39*t^3-31*t^4+15*t^5-3*t^6;
Knot[2298,1]:= "12n_0210";Knot[2298,2]:= [-1,-2,-2,3,-1,3,4,-1,2,-3,2,4,3,2] ;Knot[2298,3]:= 1-1*t-1*t^2+3*t^3-1*t^4-1*t^5+1*t^6;
Knot[2299,1]:= "12n_0211";Knot[2299,2]:= [-1,2,-3,-1,2,-3,-4,3,-2,-2,-2,3,2,4] ;Knot[2299,3]:= 1-6*t+12*t^2-13*t^3+12*t^4-6*t^5+1*t^6;
Knot[2300,1]:= "12n_0212";Knot[2300,2]:= [1,2,3,3,2,2,-1,-1,-1,2,-3,2,1] ;Knot[2300,3]:= 3-11*t+23*t^2-29*t^3+23*t^4-11*t^5+3*t^6;
Knot[2301,1]:= "12n_0213";Knot[2301,2]:= [-1,2,3,3,2,2,1,1,1,2,-3,2,-1] ;Knot[2301,3]:= -3+15*t-31*t^2+39*t^3-31*t^4+15*t^5-3*t^6;
Knot[2302,1]:= "12n_0214";Knot[2302,2]:= [-1,-2,-2,-1,-1,2,3,4,2,-3,2,4,2,3] ;Knot[2302,3]:= 1-1*t-1*t^2+3*t^3-1*t^4-1*t^5+1*t^6;
Knot[2303,1]:= "12n_0215";Knot[2303,2]:= [-1,2,2,3,1,3,1,-2,3,4,-3,4,-2,3] ;Knot[2303,3]:= -2+8*t-13*t^2+15*t^3-13*t^4+8*t^5-2*t^6;
Knot[2304,1]:= "12n_0216";Knot[2304,2]:= [-1,2,2,-1,-1,-2,3,4,2,2,2,-3,4,3] ;Knot[2304,3]:= 2-8*t+19*t^2-25*t^3+19*t^4-8*t^5+2*t^6;
Knot[2305,1]:= "12n_0217";Knot[2305,2]:= [-1,-2,-2,-1,-1,2,-3,-4,-2,-2,-2,3,-4,-3] ;Knot[2305,3]:= 2-2*t-3*t^2+7*t^3-3*t^4-2*t^5+2*t^6;
Knot[2306,1]:= "12n_0218";Knot[2306,2]:= [-1,2,-3,-4,-1,-1,2,3,3,3,-4,-3] ;Knot[2306,3]:= -1+4*t-6*t^2+7*t^3-6*t^4+4*t^5-1*t^6;
Knot[2307,1]:= "12n_0219";Knot[2307,2]:= [-1,2,2,3,-1,-1,-2,3,3,-2,4,-3,2,4] ;Knot[2307,3]:= -1+5*t-12*t^2+20*t^3-23*t^4+20*t^5-12*t^6+5*t^7-1*t^8;
Knot[2308,1]:= "12n_0220";Knot[2308,2]:= [-1,2,3,-1,3,3,4,2,3,3,3,4] ;Knot[2308,3]:= -1+3*t+0*t^2-8*t^3+13*t^4-8*t^5+0*t^6+3*t^7-1*t^8;
Knot[2309,1]:= "12n_0221";Knot[2309,2]:= [-1,2,-3,-1,-3,-3,-4,2,3,3,3,-4] ;Knot[2309,3]:= 1-2*t+3*t^2-2*t^3+1*t^4;
Knot[2310,1]:= "12n_0222";Knot[2310,2]:= [-1,-2,-2,-3,-1,-3,-4,-1,-2,3,-2,-4,3,2] ;Knot[2310,3]:= -2+13*t-30*t^2+39*t^3-30*t^4+13*t^5-2*t^6;
Knot[2311,1]:= "12n_0223";Knot[2311,2]:= [-1,2,2,-3,-1,-1,2,-3,-3,2,-4,3,-2,-4] ;Knot[2311,3]:= 2-11*t+26*t^2-33*t^3+26*t^4-11*t^5+2*t^6;
Knot[2312,1]:= "12n_0224";Knot[2312,2]:= [-1,2,-3,-1,-3,-3,4,2,3,3,3,4] ;Knot[2312,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2313,1]:= "12n_0225";Knot[2313,2]:= [-1,2,2,-3,-1,-1,2,3,-4,-2,-2,3,-2,-4] ;Knot[2313,3]:= -3+10*t-13*t^2+10*t^3-3*t^4;
Knot[2314,1]:= "12n_0226";Knot[2314,2]:= [-1,2,2,-1,-1,-2,-3,4,-3,-3,2,-3,4,-3] ;Knot[2314,3]:= 1-5*t+11*t^2-14*t^3+15*t^4-14*t^5+11*t^6-5*t^7+1*t^8;
Knot[2315,1]:= "12n_0227";Knot[2315,2]:= [-1,2,2,-1,-1,-2,3,-4,3,2,3,2,-4,3] ;Knot[2315,3]:= -1+5*t-13*t^2+24*t^3-29*t^4+24*t^5-13*t^6+5*t^7-1*t^8;
Knot[2316,1]:= "12n_0228";Knot[2316,2]:= [-1,-2,-2,-1,-1,2,-3,4,-3,-2,-3,-2,4,-3] ;Knot[2316,3]:= -1+3*t+1*t^2-12*t^3+19*t^4-12*t^5+1*t^6+3*t^7-1*t^8;
Knot[2317,1]:= "12n_0229";Knot[2317,2]:= [-1,2,-3,-1,-3,-3,-4,2,-3,-3,-3,-4] ;Knot[2317,3]:= -1+5*t-8*t^2+8*t^3-7*t^4+8*t^5-8*t^6+5*t^7-1*t^8;
Knot[2318,1]:= "12n_0230";Knot[2318,2]:= [-1,2,3,-1,3,-4,5,2,-3,4,-3,4,5] ;Knot[2318,3]:= 1-4*t+4*t^2-1*t^3+4*t^4-4*t^5+1*t^6;
Knot[2319,1]:= "12n_0231";Knot[2319,2]:= [-1,2,-3,-1,-3,-4,2,-4,3,-4,3,-4] ;Knot[2319,3]:= -2+8*t-11*t^2+8*t^3-2*t^4;
Knot[2320,1]:= "12n_0232";Knot[2320,2]:= [-1,2,-1,2,-3,-4,3,-4,3,-4,-2,-4,-2,3] ;Knot[2320,3]:= -2+8*t-11*t^2+8*t^3-2*t^4;
Knot[2321,1]:= "12n_0233";Knot[2321,2]:= [-1,2,1,-2,1,2,-1,2,2,2,2,2] ;Knot[2321,3]:= 1-2*t+4*t^2-5*t^3+5*t^4-5*t^5+4*t^6-2*t^7+1*t^8;
Knot[2322,1]:= "12n_0234";Knot[2322,2]:= [-1,2,2,-1,-1,-2,-2,-2,-2,-2,-2,-2] ;Knot[2322,3]:= -1+4*t-6*t^2+7*t^3-7*t^4+7*t^5-6*t^6+4*t^7-1*t^8;
Knot[2323,1]:= "12n_0235";Knot[2323,2]:= [-1,-2,-2,-1,-1,2,2,2,2,2,2,2] ;Knot[2323,3]:= 1-2*t+2*t^2-1*t^3+1*t^4-1*t^5+2*t^6-2*t^7+1*t^8;
Knot[2324,1]:= "12n_0236";Knot[2324,2]:= [1,2,3,-1,3,-1,2,-3,2,2,2,1,-2] ;Knot[2324,3]:= 2-5*t+10*t^2-13*t^3+10*t^4-5*t^5+2*t^6;
Knot[2325,1]:= "12n_0237";Knot[2325,2]:= [-1,2,2,-3,-3,-2,-2,-2,-2,-2,-1,2,-3] ;Knot[2325,3]:= -2+9*t-16*t^2+19*t^3-16*t^4+9*t^5-2*t^6;
Knot[2326,1]:= "12n_0238";Knot[2326,2]:= [1,-2,-2,-3,-3,2,2,2,2,2,1,-2,-3] ;Knot[2326,3]:= 2-5*t+6*t^2-5*t^3+6*t^4-5*t^5+2*t^6;
Knot[2327,1]:= "12n_0239";Knot[2327,2]:= [1,2,3,-1,3,-1,2,2,2,-3,2,1,-2] ;Knot[2327,3]:= 2-5*t+9*t^2-11*t^3+9*t^4-5*t^5+2*t^6;
Knot[2328,1]:= "12n_0240";Knot[2328,2]:= [-1,-1,-1,2,2,-3,-3,-2,-2,-2,-1,2,-3] ;Knot[2328,3]:= -2+9*t-17*t^2+21*t^3-17*t^4+9*t^5-2*t^6;
Knot[2329,1]:= "12n_0241";Knot[2329,2]:= [1,1,1,-2,-2,-3,-3,2,2,2,1,-2,-3] ;Knot[2329,3]:= 2-7*t+13*t^2-15*t^3+13*t^4-7*t^5+2*t^6;
Knot[2330,1]:= "12n_0242";Knot[2330,2]:= [-1,-2,-2,-1,-1,-2,-2,-2,-2,-2,-2,-2] ;Knot[2330,3]:= 1-1*t+0*t^2+1*t^3-1*t^4+1*t^5-1*t^6+1*t^7+0*t^8-1*t^9+1*t^10;
Knot[2331,1]:= "12n_0243";Knot[2331,2]:= [-1,-2,-2,-3,-3,-2,-2,-2,-2,-2,-1,2,-3] ;Knot[2331,3]:= 2-3*t+1*t^2+2*t^3-3*t^4+2*t^5+1*t^6-3*t^7+2*t^8;
Knot[2332,1]:= "12n_0244";Knot[2332,2]:= [-1,-1,-1,-2,-2,-3,-3,-2,-2,-2,-1,2,-3] ;Knot[2332,3]:= 2-4*t+4*t^2-2*t^3+1*t^4-2*t^5+4*t^6-4*t^7+2*t^8;
Knot[2333,1]:= "12n_0245";Knot[2333,2]:= [-1,2,3,4,2,-3,4,3,2,3,1,3,1,2] ;Knot[2333,3]:= 4-8*t+6*t^2-3*t^3+6*t^4-8*t^5+4*t^6;
Knot[2334,1]:= "12n_0246";Knot[2334,2]:= [-1,2,-3,4,-2,-3,4,3,-2,-3,1,-3,1,2] ;Knot[2334,3]:= 5-17*t+25*t^2-17*t^3+5*t^4;
Knot[2335,1]:= "12n_0247";Knot[2335,2]:= [-1,2,2,3,-1,-1,-2,-3,-4,-3,-4,-3,-2,3,-2,4] ;Knot[2335,3]:= -3+13*t-19*t^2+13*t^3-3*t^4;
Knot[2336,1]:= "12n_0248";Knot[2336,2]:= [-1,2,3,4,-3,4,3,-4,-2,-4,1,3,1,2] ;Knot[2336,3]:= 3-6*t+7*t^2-6*t^3+3*t^4;
Knot[2337,1]:= "12n_0249";Knot[2337,2]:= [-1,2,2,-1,-1,-2,-2,-2,-3,-4,2,3,-4,-3] ;Knot[2337,3]:= -3+12*t-17*t^2+12*t^3-3*t^4;
Knot[2338,1]:= "12n_0250";Knot[2338,2]:= [-1,-2,-2,-1,-1,2,2,2,3,4,-2,-3,4,3] ;Knot[2338,3]:= 3-10*t+15*t^2-10*t^3+3*t^4;
Knot[2339,1]:= "12n_0251";Knot[2339,2]:= [-1,-2,-2,-1,-1,-2,-2,-2,-3,-4,2,3,-4,-3] ;Knot[2339,3]:= 3-5*t+2*t^2+1*t^3+2*t^4-5*t^5+3*t^6;
Knot[2340,1]:= "12n_0252";Knot[2340,2]:= [-1,2,3,4,-1,-3,-3,-3,4,2,-3,2,3,3] ;Knot[2340,3]:= -2+10*t-20*t^2+25*t^3-20*t^4+10*t^5-2*t^6;
Knot[2341,1]:= "12n_0253";Knot[2341,2]:= [-1,2,2,2,-3,-1,2,-3,-2,-2,-3,-3,-2] ;Knot[2341,3]:= 2-6*t+12*t^2-15*t^3+12*t^4-6*t^5+2*t^6;
Knot[2342,1]:= "12n_0254";Knot[2342,2]:= [-1,-2,-2,-3,-1,-1,2,2,-3,-3,-2,-1,2] ;Knot[2342,3]:= -2+8*t-14*t^2+17*t^3-14*t^4+8*t^5-2*t^6;
Knot[2343,1]:= "12n_0255";Knot[2343,2]:= [-1,2,2,3,-1,-1,-2,-2,-3,-3,-4,2,3,-4] ;Knot[2343,3]:= 2-12*t+30*t^2-39*t^3+30*t^4-12*t^5+2*t^6;
Knot[2344,1]:= "12n_0256";Knot[2344,2]:= [-1,-2,-2,-3,-1,-1,2,2,3,3,4,-2,-3,4] ;Knot[2344,3]:= 2-6*t+9*t^2-6*t^3+2*t^4;
Knot[2345,1]:= "12n_0257";Knot[2345,2]:= [1,2,2,-3,1,1,-2,-2,-3,-3,2,1,-2] ;Knot[2345,3]:= 2-6*t+9*t^2-6*t^3+2*t^4;
Knot[2346,1]:= "12n_0258";Knot[2346,2]:= [-1,-2,-2,3,-4,-1,-1,-2,3,2,4,3,3,4] ;Knot[2346,3]:= -1+4*t-5*t^2+4*t^3-1*t^4;
Knot[2347,1]:= "12n_0259";Knot[2347,2]:= [1,2,2,2,3,3,-2,1,2,2,2,-3,-1,2,1] ;Knot[2347,3]:= 4-12*t+20*t^2-23*t^3+20*t^4-12*t^5+4*t^6;
Knot[2348,1]:= "12n_0260";Knot[2348,2]:= [-1,2,3,4,-2,-2,-2,3,4,3,2,-3,1,-4,1,2] ;Knot[2348,3]:= 3-5*t+5*t^2-5*t^3+3*t^4;
Knot[2349,1]:= "12n_0261";Knot[2349,2]:= [-1,2,3,-1,3,3,-4,2,3,3,3,-4] ;Knot[2349,3]:= 1-5*t+10*t^2-12*t^3+13*t^4-12*t^5+10*t^6-5*t^7+1*t^8;
Knot[2350,1]:= "12n_0262";Knot[2350,2]:= [-1,2,-1,-2,-3,-3,2,-3,-4,2,3,3,3,-4] ;Knot[2350,3]:= -2+10*t-20*t^2+25*t^3-20*t^4+10*t^5-2*t^6;
Knot[2351,1]:= "12n_0263";Knot[2351,2]:= [-1,2,2,3,-4,-1,-1,-2,3,-2,-4,3,-4,-3] ;Knot[2351,3]:= 2-12*t+30*t^2-39*t^3+30*t^4-12*t^5+2*t^6;
Knot[2352,1]:= "12n_0264";Knot[2352,2]:= [-1,-2,-2,-3,4,-1,-1,2,-3,2,4,-3,4,3] ;Knot[2352,3]:= 2-6*t+9*t^2-6*t^3+2*t^4;
Knot[2353,1]:= "12n_0265";Knot[2353,2]:= [-1,2,-3,-4,-1,3,3,3,-4,-2,3,-2,3,3] ;Knot[2353,3]:= 2-8*t+14*t^2-15*t^3+14*t^4-8*t^5+2*t^6;
Knot[2354,1]:= "12n_0266";Knot[2354,2]:= [-1,2,2,3,-1,3,-1,-2,3,-4,-2,3,-4,-3] ;Knot[2354,3]:= -2+10*t-24*t^2+33*t^3-24*t^4+10*t^5-2*t^6;
Knot[2355,1]:= "12n_0267";Knot[2355,2]:= [-1,-2,-2,-3,-1,-3,-1,2,-3,4,2,-3,4,3] ;Knot[2355,3]:= -4+16*t-23*t^2+16*t^3-4*t^4;
Knot[2356,1]:= "12n_0268";Knot[2356,2]:= [-1,2,-1,2,-3,-4,5,-3,-2,-2,3,4,-3,4,5] ;Knot[2356,3]:= -2+5*t-2*t^2;#Altered;
Knot[2357,1]:= "12n_0269";Knot[2357,2]:= [-1,2,-1,2,3,4,4,3,-2,-2,-3,4,-3,-4] ;Knot[2357,3]:= -1+9*t-28*t^2+41*t^3-28*t^4+9*t^5-1*t^6;
Knot[2358,1]:= "12n_0270";Knot[2358,2]:= [-1,2,-1,2,3,-4,-3,-3,-2,-2,3,-4,-3,-3] ;Knot[2358,3]:= -3+16*t-25*t^2+16*t^3-3*t^4;
Knot[2359,1]:= "12n_0271";Knot[2359,2]:= [-1,2,3,-1,-2,-2,3,-2,3,-4,3,-4] ;Knot[2359,3]:= -1+5*t-12*t^2+17*t^3-12*t^4+5*t^5-1*t^6;
Knot[2360,1]:= "12n_0272";Knot[2360,2]:= [-1,2,3,-1,-2,-2,3,-4,-2,3,-4,-4] ;Knot[2360,3]:= 1-7*t+20*t^2-27*t^3+20*t^4-7*t^5+1*t^6;
Knot[2361,1]:= "12n_0273";Knot[2361,2]:= [-1,2,-1,2,3,-4,-2,-2,-2,-2,3,-4] ;Knot[2361,3]:= -1+3*t+0*t^2-3*t^3+0*t^4+3*t^5-1*t^6;
Knot[2362,1]:= "12n_0274";Knot[2362,2]:= [-1,2,-3,2,1,1,2,3,-4,3,-2,-4,-3,4] ;Knot[2362,3]:= -3+14*t-21*t^2+14*t^3-3*t^4;
Knot[2363,1]:= "12n_0275";Knot[2363,2]:= [-1,2,-3,4,-1,2,4,3,-2,3,4,-3] ;Knot[2363,3]:= 2-9*t+15*t^2-9*t^3+2*t^4;
Knot[2364,1]:= "12n_0276";Knot[2364,2]:= [-1,-2,-2,1,-2,-2,-3,-1,-3,-2,1,-2,-3] ;Knot[2364,3]:= 1+1*t-7*t^2+11*t^3-7*t^4+1*t^5+1*t^6;
Knot[2365,1]:= "12n_0277";Knot[2365,2]:= [1,2,-3,-3,-2,1,-2,-3,-1,2,2,2,1] ;Knot[2365,3]:= 2-8*t+15*t^2-17*t^3+15*t^4-8*t^5+2*t^6;
Knot[2366,1]:= "12n_0278";Knot[2366,2]:= [-1,2,-1,-2,3,-4,-2,-4,3,3,-2,4,3,4] ;Knot[2366,3]:= 4-16*t+25*t^2-16*t^3+4*t^4;
Knot[2367,1]:= "12n_0279";Knot[2367,2]:= [-1,2,-1,2,-3,-3,4,2,-3,2,-3,2,4,3] ;Knot[2367,3]:= 1-6*t+11*t^2-6*t^3+1*t^4;
Knot[2368,1]:= "12n_0280";Knot[2368,2]:= [-1,2,3,4,-1,2,-3,2,-3,4,3,2] ;Knot[2368,3]:= 1-6*t+12*t^2-13*t^3+12*t^4-6*t^5+1*t^6;
Knot[2369,1]:= "12n_0281";Knot[2369,2]:= [-1,2,-1,2,-3,-4,2,-4,3,3,2,-4,3,-4] ;Knot[2369,3]:= -1+6*t-18*t^2+27*t^3-18*t^4+6*t^5-1*t^6;
Knot[2370,1]:= "12n_0282";Knot[2370,2]:= [-1,2,-3,-4,-1,-2,3,-2,3,-4,-3,2] ;Knot[2370,3]:= 1-5*t+9*t^2-5*t^3+1*t^4;
Knot[2371,1]:= "12n_0283";Knot[2371,2]:= [-1,2,3,-4,-1,2,3,2,-4,3,2,-4] ;Knot[2371,3]:= -1+6*t-14*t^2+16*t^3-13*t^4+16*t^5-14*t^6+6*t^7-1*t^8;
Knot[2372,1]:= "12n_0284";Knot[2372,2]:= [1,-2,-2,1,-2,-2,3,1,3,-2,1,-2,-3];
#,[-1,2,-1,2,3,-2,3,-4,3,-2,3,-4]];
Knot[2372,3]:= -1+5*t-13*t^2+19*t^3-13*t^4+5*t^5-1*t^6;
Knot[2373,1]:= "12n_0285";Knot[2373,2]:= [-1,2,3,-1,-2,3,4,3,-2,3,2,4] ;Knot[2373,3]:= 1-5*t+9*t^2-9*t^3+9*t^4-5*t^5+1*t^6;
Knot[2374,1]:= "12n_0286";Knot[2374,2]:= [-1,2,-3,-1,2,-3,4,3,-2,3,2,4] ;Knot[2374,3]:= 2-11*t+19*t^2-11*t^3+2*t^4;
Knot[2375,1]:= "12n_0287";Knot[2375,2]:= [-1,2,-3,-1,2,-3,-4,-3,2,-3,2,-4] ;Knot[2375,3]:= -1+6*t-15*t^2+22*t^3-23*t^4+22*t^5-15*t^6+6*t^7-1*t^8;
Knot[2376,1]:= "12n_0288";Knot[2376,2]:= [-1,2,-1,-2,-3,-3,4,-2,4,-2,3,3,-4,3] ;Knot[2376,3]:= 4-12*t+17*t^2-12*t^3+4*t^4;
Knot[2377,1]:= "12n_0289";Knot[2377,2]:= [-1,2,-1,-2,-3,-3,-4,-2,-4,-2,-3,-3,4,-3] ;Knot[2377,3]:= 4-12*t+19*t^2-21*t^3+19*t^4-12*t^5+4*t^6;
Knot[2378,1]:= "12n_0290";Knot[2378,2]:= [1,-2,-2,1,1,1,2,-3,2,2,1,3,3] ;Knot[2378,3]:= -1+7*t-16*t^2+21*t^3-16*t^4+7*t^5-1*t^6;
Knot[2379,1]:= "12n_0291";Knot[2379,2]:= [-1,-2,-2,-1,-1,-1,2,-3,2,2,-1,3,3] ;Knot[2379,3]:= 3-11*t+22*t^2-27*t^3+22*t^4-11*t^5+3*t^6;
Knot[2380,1]:= "12n_0292";Knot[2380,2]:= [1,2,2,1,1,1,2,-3,2,2,1,3,3] ;Knot[2380,3]:= 2-4*t+2*t^2+4*t^3-7*t^4+4*t^5+2*t^6-4*t^7+2*t^8;
Knot[2381,1]:= "12n_0293";Knot[2381,2]:= [1,-2,-3,-1,-3,-2,1,-2,-3,-1,-2,1,-2] ;Knot[2381,3]:= 2-3*t+2*t^2;#Altered;
Knot[2382,1]:= "12n_0294";Knot[2382,2]:= [-1,2,-1,2,3,-4,2,2,2,2,3,-4] ;Knot[2382,3]:= 1-5*t+8*t^2-6*t^3+5*t^4-6*t^5+8*t^6-5*t^7+1*t^8;
Knot[2383,1]:= "12n_0295";Knot[2383,2]:= [-1,2,-3,4,-1,-3,4,-2,-2,-2,-3,2] ;Knot[2383,3]:= 1-9*t+26*t^2-35*t^3+26*t^4-9*t^5+1*t^6;
Knot[2384,1]:= "12n_0296";Knot[2384,2]:= [-1,2,3,-4,-1,3,-4,2,2,2,3,2] ;Knot[2384,3]:= 1-5*t+8*t^2-4*t^3+1*t^4-4*t^5+8*t^6-5*t^7+1*t^8;
Knot[2385,1]:= "12n_0297";Knot[2385,2]:= [-1,2,-1,2,-3,4,-5,2,3,-2,3,2,4,3,-5] ;Knot[2385,3]:= 2-11*t+22*t^2-25*t^3+22*t^4-11*t^5+2*t^6;
Knot[2386,1]:= "12n_0298";Knot[2386,2]:= [-1,2,3,-4,-1,-2,3,-2,3,-4,3,2] ;Knot[2386,3]:= -1+7*t-21*t^2+31*t^3-21*t^4+7*t^5-1*t^6;
Knot[2387,1]:= "12n_0299";Knot[2387,2]:= [-1,2,-1,2,3,4,2,4,3,-2,3,-4,2,3] ;Knot[2387,3]:= -3+12*t-18*t^2+19*t^3-18*t^4+12*t^5-3*t^6;
Knot[2388,1]:= "12n_0300";Knot[2388,2]:= [-1,2,-3,4,-1,-2,4,-2,-2,-3,2,4] ;Knot[2388,3]:= -1+7*t-18*t^2+25*t^3-18*t^4+7*t^5-1*t^6;
Knot[2389,1]:= "12n_0301";Knot[2389,2]:= [-1,2,3,-4,-1,2,-4,2,2,3,2,-4] ;Knot[2389,3]:= -1+5*t-10*t^2+12*t^3-11*t^4+12*t^5-10*t^6+5*t^7-1*t^8;
Knot[2390,1]:= "12n_0302";Knot[2390,2]:= [-1,2,-1,2,-3,4,2,4,3,-2,3,-4,2,-3] ;Knot[2390,3]:= 1-9*t+27*t^2-37*t^3+27*t^4-9*t^5+1*t^6;
Knot[2391,1]:= "12n_0303";Knot[2391,2]:= [-1,2,-1,-2,3,3,-2,-2,-3,-3,-3,-3,-3] ;Knot[2391,3]:= -1+5*t-9*t^2+11*t^3-9*t^4+5*t^5-1*t^6;
Knot[2392,1]:= "12n_0304";Knot[2392,2]:= [-1,-1,-1,-2,-2,-1,2,-3,2,2,-1,3,3] ;Knot[2392,3]:= 3-9*t+15*t^2-17*t^3+15*t^4-9*t^5+3*t^6;
Knot[2393,1]:= "12n_0305";Knot[2393,2]:= [-1,2,-1,-2,-3,-3,-2,-2,-3,-3,-3,-3,-3] ;Knot[2393,3]:= 2-4*t+4*t^2-3*t^3+3*t^4-3*t^5+4*t^6-4*t^7+2*t^8;
Knot[2394,1]:= "12n_0306";Knot[2394,2]:= [-1,2,-1,-2,3,3,-2,-2,-3,-3,-3,-4,3,-4] ;Knot[2394,3]:= -2+9*t-13*t^2+9*t^3-2*t^4;
Knot[2395,1]:= "12n_0307";Knot[2395,2]:= [-1,2,2,-3,-4,3,1,-4,-3,1,-2,-2,-3,2] ;Knot[2395,3]:= 6-19*t+27*t^2-19*t^3+6*t^4;
Knot[2396,1]:= "12n_0308";Knot[2396,2]:= [-1,2,-1,-2,-3,-3,-2,-2,-3,-3,-3,-4,3,-4] ;Knot[2396,3]:= 4-10*t+12*t^2-11*t^3+12*t^4-10*t^5+4*t^6;
Knot[2397,1]:= "12n_0309";Knot[2397,2]:= [-1,2,-1,-2,-3,-3,-2,-2,3,3,3,3,3] ;Knot[2397,3]:= 1-1*t-1*t^2+3*t^3-1*t^4-1*t^5+1*t^6;
Knot[2398,1]:= "12n_0310";Knot[2398,2]:= [-1,2,-1,-2,-3,-3,-2,-2,3,3,3,4,-3,4] ;Knot[2398,3]:= 2-5*t+7*t^2-5*t^3+2*t^4;
Knot[2399,1]:= "12n_0311";Knot[2399,2]:= [-1,2,-3,4,-2,-3,4,3,-2,-3,1,4,1,2];
#,[-1,2,-1,-3,-2,4,3,-2,3,-5,4,-3,-5]];
Knot[2399,3]:= -3+13*t-19*t^2+13*t^3-3*t^4;
Knot[2400,1]:= "12n_0312";Knot[2400,2]:= [-1,2,-3,4,-1,-3,4,2,-3,2,3,3] ;Knot[2400,3]:= -1+5*t-11*t^2+15*t^3-11*t^4+5*t^5-1*t^6;
Knot[2401,1]:= "12n_0313";Knot[2401,2]:= [-1,-2,3,3,-2,1,1,2,-3,-4,2,3,-4,-3] ;Knot[2401,3]:= 1;
Knot[2402,1]:= "12n_0314";Knot[2402,2]:= [1,-2,3,1,3,-2,1,-2,-3,1,-2,1,-2];
#,[-1,2,-1,2,3,-2,-1,-4,3,2,-4,-3]];
Knot[2402,3]:= 1-6*t+13*t^2-15*t^3+13*t^4-6*t^5+1*t^6;
Knot[2403,1]:= "12n_0315";Knot[2403,2]:= [1,-2,3,3,2,-1,2,-3,-1,-1,-1,-2,1] ;Knot[2403,3]:= -1+6*t-14*t^2+19*t^3-14*t^4+6*t^5-1*t^6;
Knot[2404,1]:= "12n_0316";Knot[2404,2]:= [-1,2,-1,-2,3,-2,-2,3,-2,-2,-3,-3,-3] ;Knot[2404,3]:= -1+7*t-15*t^2+19*t^3-15*t^4+7*t^5-1*t^6;
Knot[2405,1]:= "12n_0317";Knot[2405,2]:= [1,-2,-2,-2,3,3,-2,1,-2,-3,1,-2,1] ;Knot[2405,3]:= -2+9*t-19*t^2+25*t^3-19*t^4+9*t^5-2*t^6;
Knot[2406,1]:= "12n_0318";Knot[2406,2]:= [-1,-2,-3,1,-3,2,2,-1,2,-3,-2,-1,2] ;Knot[2406,3]:= 1-1*t-1*t^2+3*t^3-1*t^4-1*t^5+1*t^6;
Knot[2407,1]:= "12n_0319";Knot[2407,2]:= [1,-2,3,3,-2,1,-2,-3,1,1,1,-2,1] ;Knot[2407,3]:= -2+6*t-8*t^2+9*t^3-8*t^4+6*t^5-2*t^6;
Knot[2408,1]:= "12n_0320";Knot[2408,2]:= [1,-2,-3,1,-3,2,2,-1,2,-3,-2,1,-2] ;Knot[2408,3]:= -2+11*t-25*t^2+33*t^3-25*t^4+11*t^5-2*t^6;
Knot[2409,1]:= "12n_0321";Knot[2409,2]:= [1,-2,-3,-1,-3,-2,1,-2,-3,-1,2,-1,-2] ;Knot[2409,3]:= 3-5*t+3*t^2;#Altered;
Knot[2410,1]:= "12n_0322";Knot[2410,2]:= [-1,2,-3,-1,-3,4,2,3,-2,-4,3,4] ;Knot[2410,3]:= -2+6*t-7*t^2+6*t^3-2*t^4;
Knot[2411,1]:= "12n_0323";Knot[2411,2]:= [1,-2,-3,1,-3,2,-1,2,-3,1,2,-1,2] ;Knot[2411,3]:= 4-13*t+19*t^2-13*t^3+4*t^4;
Knot[2412,1]:= "12n_0324";Knot[2412,2]:= [-1,-2,3,3,-2,1,1,-2,3,4,-2,-3,4,3] ;Knot[2412,3]:= -5+17*t-23*t^2+17*t^3-5*t^4;
Knot[2413,1]:= "12n_0325";Knot[2413,2]:= [-1,2,-3,1,-3,2,-1,2,-3,-1,2,-1,2] ;Knot[2413,3]:= -2+11*t-26*t^2+35*t^3-26*t^4+11*t^5-2*t^6;
Knot[2414,1]:= "12n_0326";Knot[2414,2]:= [1,2,2,3,1,3,1,-2,-2,1,-2,-3,1] ;Knot[2414,3]:= 1-4*t+8*t^2-9*t^3+9*t^4-9*t^5+8*t^6-4*t^7+1*t^8;
Knot[2415,1]:= "12n_0327";Knot[2415,2]:= [1,1,1,2,2,3,1,3,-2,1,-2,-2,-3] ;Knot[2415,3]:= 1-4*t+9*t^2-11*t^3+11*t^4-11*t^5+9*t^6-4*t^7+1*t^8;
Knot[2416,1]:= "12n_0328";Knot[2416,2]:= [-1,-2,-3,-1,-3,-2,-2,1,-2,-3,-2,-1,-2] ;Knot[2416,3]:= 1+0*t-3*t^2+5*t^3-5*t^4+5*t^5-3*t^6+0*t^7+1*t^8;
Knot[2417,1]:= "12n_0329";Knot[2417,2]:= [-1,-2,-2,-3,-1,-1,2,-1,-2,-2,-3,-3,2] ;Knot[2417,3]:= 1+1*t-6*t^2+9*t^3-6*t^4+1*t^5+1*t^6;
Knot[2418,1]:= "12n_0330";Knot[2418,2]:= [-1,2,3,3,-2,1,-2,-2,-2,-3,-1,2,-1] ;Knot[2418,3]:= 2-9*t+20*t^2-25*t^3+20*t^4-9*t^5+2*t^6;
Knot[2419,1]:= "12n_0331";Knot[2419,2]:= [-1,-2,-2,-1,-1,-2,-3,2,-3,4,3,-2,3,4] ;Knot[2419,3]:= -2+7*t-9*t^2+9*t^3-9*t^4+7*t^5-2*t^6;
Knot[2420,1]:= "12n_0332";Knot[2420,2]:= [-1,2,-1,-2,3,-4,-3,-3,-2,-2,3,-4,-3,-3] ;Knot[2420,3]:= 2-2*t+1*t^2-2*t^3+2*t^4;
Knot[2421,1]:= "12n_0333";Knot[2421,2]:= [-1,2,-1,-2,3,4,4,3,-2,-2,-3,4,-3,-4] ;Knot[2421,3]:= 3-11*t+17*t^2-11*t^3+3*t^4;
Knot[2422,1]:= "12n_0334";Knot[2422,2]:= [-1,2,2,1,1,2,-3,2,-3,-4,3,-2,3,-4] ;Knot[2422,3]:= -4+16*t-23*t^2+16*t^3-4*t^4;
Knot[2423,1]:= "12n_0335";Knot[2423,2]:= [1,2,-3,-3,-2,1,-2,-2,-2,-3,-1,2,1] ;Knot[2423,3]:= 2-10*t+22*t^2-27*t^3+22*t^4-10*t^5+2*t^6;
Knot[2424,1]:= "12n_0336";Knot[2424,2]:= [-1,2,-3,4,-1,-3,-1,2,3,-2,-4,-2,3,-4] ;Knot[2424,3]:= -1+2*t+0*t^2-1*t^3+0*t^4+2*t^5-1*t^6;
Knot[2425,1]:= "12n_0337";Knot[2425,2]:= [-1,-2,3,3,-2,3,-4,1,1,2,-3,2,3,-4] ;Knot[2425,3]:= 1-9*t+25*t^2-33*t^3+25*t^4-9*t^5+1*t^6;
Knot[2426,1]:= "12n_0338";Knot[2426,2]:= [-1,2,-1,-2,-3,-3,-3,-3,-2,-2,-3,-3,-3] ;Knot[2426,3]:= 2-4*t+4*t^2-2*t^3+1*t^4-2*t^5+4*t^6-4*t^7+2*t^8;
Knot[2427,1]:= "12n_0339";Knot[2427,2]:= [-1,-2,-2,-2,-2,-1,2,-3,2,2,-1,3,3] ;Knot[2427,3]:= 3-11*t+21*t^2-25*t^3+21*t^4-11*t^5+3*t^6;
Knot[2428,1]:= "12n_0340";Knot[2428,2]:= [-1,2,-1,-2,3,3,3,3,-2,-2,-3,-3,-3] ;Knot[2428,3]:= -1+3*t-3*t^2+3*t^3-3*t^4+3*t^5-1*t^6;
Knot[2429,1]:= "12n_0341";Knot[2429,2]:= [-1,2,-1,-2,-3,-4,3,-4,-3,-2,-2,-3,-3,-3] ;Knot[2429,3]:= 4-10*t+13*t^2-13*t^3+13*t^4-10*t^5+4*t^6;
Knot[2430,1]:= "12n_0342";Knot[2430,2]:= [-1,2,2,1,1,2,-3,-4,-2,-2,-2,3,-4,-3] ;Knot[2430,3]:= 4-13*t+19*t^2-13*t^3+4*t^4;
Knot[2431,1]:= "12n_0343";Knot[2431,2]:= [-1,2,-1,-2,3,4,-3,4,3,-2,-2,-3,-3,-3] ;Knot[2431,3]:= -4+15*t-21*t^2+15*t^3-4*t^4;
Knot[2432,1]:= "12n_0344";Knot[2432,2]:= [-1,-1,-1,-2,-2,-2,-2,-1,-1,2,2,2] ;Knot[2432,3]:= 1-4*t+10*t^2-15*t^3+17*t^4-15*t^5+10*t^6-4*t^7+1*t^8;
Knot[2433,1]:= "12n_0345";Knot[2433,2]:= [-1,-1,-1,2,2,2,2,-1,-1,-2,-2,-2] ;Knot[2433,3]:= -1+4*t-8*t^2+13*t^3-15*t^4+13*t^5-8*t^6+4*t^7-1*t^8;
Knot[2434,1]:= "12n_0346";Knot[2434,2]:= [1,2,2,2,2,1,-2,-3,-2,-2,1,-3,-3] ;Knot[2434,3]:= 1-2*t+2*t^2-1*t^3+1*t^4-1*t^5+2*t^6-2*t^7+1*t^8;
Knot[2435,1]:= "12n_0347";Knot[2435,2]:= [-1,2,-1,-2,-3,-3,-3,-3,-2,-2,3,3,3] ;Knot[2435,3]:= 1-3*t+7*t^2-9*t^3+7*t^4-3*t^5+1*t^6;
Knot[2436,1]:= "12n_0348";Knot[2436,2]:= [-1,2,3,-1,-2,3,2,4,2,2,-3,4] ;Knot[2436,3]:= 1-7*t+19*t^2-25*t^3+19*t^4-7*t^5+1*t^6;
Knot[2437,1]:= "12n_0349";Knot[2437,2]:= [-1,2,-3,-1,2,-3,-2,-4,-2,-2,3,-4] ;Knot[2437,3]:= -1+4*t-2*t^2-1*t^3-2*t^4+4*t^5-1*t^6;
Knot[2438,1]:= "12n_0350";Knot[2438,2]:= [-1,2,-3,-1,2,-3,-2,4,-2,-2,-3,4] ;Knot[2438,3]:= 1-8*t+25*t^2-35*t^3+25*t^4-8*t^5+1*t^6;
Knot[2439,1]:= "12n_0351";Knot[2439,2]:= [-1,2,-3,-1,2,-3,2,-4,2,2,3,-4] ;Knot[2439,3]:= 1-5*t+7*t^2-5*t^3+7*t^4-5*t^5+1*t^6;
Knot[2440,1]:= "12n_0352";Knot[2440,2]:= [-1,2,3,-4,-1,3,-4,-2,3,-2,3,3] ;Knot[2440,3]:= 1-3*t+1*t^2+3*t^3+1*t^4-3*t^5+1*t^6;
Knot[2441,1]:= "12n_0353";Knot[2441,2]:= [-1,2,-3,4,-1,-3,4,-2,3,-2,-3,-3] ;Knot[2441,3]:= 1-9*t+25*t^2-33*t^3+25*t^4-9*t^5+1*t^6;
Knot[2442,1]:= "12n_0354";Knot[2442,2]:= [-1,2,3,-4,-1,3,-4,2,-3,2,-3,-3] ;Knot[2442,3]:= 1-4*t+5*t^2-3*t^3+5*t^4-4*t^5+1*t^6;
Knot[2443,1]:= "12n_0355";Knot[2443,2]:= [-1,-2,3,-4,-2,-3,-1,2,-3,2,-4,3] ;Knot[2443,3]:= 1-3*t+2*t^2+1*t^3+2*t^4-3*t^5+1*t^6;
Knot[2444,1]:= "12n_0356";Knot[2444,2]:= [-1,2,3,4,-1,-2,-3,4,-3,2,-3,4] ;Knot[2444,3]:= -1+5*t-14*t^2+21*t^3-14*t^4+5*t^5-1*t^6;
Knot[2445,1]:= "12n_0357";Knot[2445,2]:= [-1,2,-3,2,-3,2,-4,1,1,2,-3,2,3,-4] ;Knot[2445,3]:= 1-9*t+24*t^2-31*t^3+24*t^4-9*t^5+1*t^6;
Knot[2446,1]:= "12n_0358";Knot[2446,2]:= [1,-2,3,1,3,-2,1,-2,-3,1,2,-1,2];
#,[-1,-2,1,-2,3,-2,-1,-4,3,2,-4,-3]];
Knot[2446,3]:= -3+11*t-15*t^2+11*t^3-3*t^4;
Knot[2447,1]:= "12n_0359";Knot[2447,2]:= [-1,2,-3,-4,5,-1,-2,3,4,-2,3,3,-4,-4,5] ;Knot[2447,3]:= 3-17*t+29*t^2-17*t^3+3*t^4;
Knot[2448,1]:= "12n_0360";Knot[2448,2]:= [-1,2,-3,4,-1,2,3,-4,3,-2,3,4] ;Knot[2448,3]:= 3-12*t+19*t^2-12*t^3+3*t^4;
Knot[2449,1]:= "12n_0361";Knot[2449,2]:= [-1,2,3,2,3,2,-4,1,1,2,-3,2,3,-4] ;Knot[2449,3]:= -3+11*t-15*t^2+15*t^3-15*t^4+11*t^5-3*t^6;
Knot[2450,1]:= "12n_0362";Knot[2450,2]:= [-1,2,3,3,-2,1,-2,-1,2,2,-3,2,-1];
#,[-1,-1,-2,-1,3,2,-1,2,2,-4,3,-4]];
Knot[2450,3]:= 1-4*t+7*t^2-7*t^3+7*t^4-4*t^5+1*t^6;
Knot[2451,1]:= "12n_0363";Knot[2451,2]:= [-1,2,-3,4,-1,2,-3,-2,4,-2,-3,-3] ;Knot[2451,3]:= 1-8*t+21*t^2-27*t^3+21*t^4-8*t^5+1*t^6;
Knot[2452,1]:= "12n_0364";Knot[2452,2]:= [-1,2,3,-1,-2,3,-4,3,-2,3,-2,3,3,4] ;Knot[2452,3]:= 2-11*t+23*t^2-27*t^3+23*t^4-11*t^5+2*t^6;
Knot[2453,1]:= "12n_0365";Knot[2453,2]:= [-1,2,3,-1,-2,3,-4,-3,2,-3,2,-3,-3,4] ;Knot[2453,3]:= 2-11*t+23*t^2-27*t^3+23*t^4-11*t^5+2*t^6;
Knot[2454,1]:= "12n_0366";Knot[2454,2]:= [-1,2,-3,-3,-2,-2,-3,-1,-3,2,-3,-2,-2] ;Knot[2454,3]:= 1+2*t-8*t^2+11*t^3-8*t^4+2*t^5+1*t^6;
Knot[2455,1]:= "12n_0367";Knot[2455,2]:= [-1,2,3,-2,3,2,-4,1,1,-2,-2,3,-2,-4] ;Knot[2455,3]:= -1+10*t-30*t^2+43*t^3-30*t^4+10*t^5-1*t^6;
Knot[2456,1]:= "12n_0368";Knot[2456,2]:= [1,1,1,2,2,3,1,3,1,-2,1,-2,-3] ;Knot[2456,3]:= -1+4*t-5*t^2+3*t^3-1*t^4+3*t^5-5*t^6+4*t^7-1*t^8;
Knot[2457,1]:= "12n_0369";Knot[2457,2]:= [1,2,2,3,1,3,1,-2,-2,-2,1,-2,-3] ;Knot[2457,3]:= -1+4*t-9*t^2+15*t^3-17*t^4+15*t^5-9*t^6+4*t^7-1*t^8;
Knot[2458,1]:= "12n_0370";Knot[2458,2]:= [1,-2,-2,1,2,-3,2,2,1,3,3,-2,-2] ;Knot[2458,3]:= -1+2*t+0*t^2-1*t^3+0*t^4+2*t^5-1*t^6;
Knot[2459,1]:= "12n_0371";Knot[2459,2]:= [-1,2,3,-1,3,-2,-2,1,-2,-3,-2,1,-2] ;Knot[2459,3]:= 1-2*t+2*t^2-1*t^3+2*t^4-2*t^5+1*t^6;
Knot[2460,1]:= "12n_0372";Knot[2460,2]:= [1,1,1,2,2,3,-1,3,-1,2,-1,2,-3] ;Knot[2460,3]:= 1-4*t+10*t^2-13*t^3+10*t^4-4*t^5+1*t^6;
Knot[2461,1]:= "12n_0373";Knot[2461,2]:= [1,2,2,3,-1,3,2,2,1,1,-2,-3,1] ;Knot[2461,3]:= -1+8*t-18*t^2+23*t^3-18*t^4+8*t^5-1*t^6;
Knot[2462,1]:= "12n_0374";Knot[2462,2]:= [-1,2,-1,-2,-3,-3,-2,-2,-3,-3,-2,-2,-3] ;Knot[2462,3]:= 2-3*t+0*t^2+6*t^3-9*t^4+6*t^5+0*t^6-3*t^7+2*t^8;
Knot[2463,1]:= "12n_0375";Knot[2463,2]:= [-1,2,-1,-2,-3,2,-3,-2,-2,-2,-3,2,-3] ;Knot[2463,3]:= -1+6*t-13*t^2+17*t^3-13*t^4+6*t^5-1*t^6;
Knot[2464,1]:= "12n_0376";Knot[2464,2]:= [-1,2,-1,-2,-3,-3,2,2,-3,-3,2,2,-3] ;Knot[2464,3]:= -1+4*t-10*t^2+19*t^3-23*t^4+19*t^5-10*t^6+4*t^7-1*t^8;
Knot[2465,1]:= "12n_0377";Knot[2465,2]:= [-1,2,-3,1,-3,2,2,-1,2,-3,2,-1,2] ;Knot[2465,3]:= 1-4*t+9*t^2-11*t^3+9*t^4-4*t^5+1*t^6;
Knot[2466,1]:= "12n_0378";Knot[2466,2]:= [-1,2,2,3,-1,3,-1,-2,-2,-2,-1,2,-3] ;Knot[2466,3]:= 3-12*t+24*t^2-29*t^3+24*t^4-12*t^5+3*t^6;
Knot[2467,1]:= "12n_0379";Knot[2467,2]:= [1,-2,1,2,-3,2,2,3,-1,3,2,-1,2] ;Knot[2467,3]:= 2-7*t+14*t^2-17*t^3+14*t^4-7*t^5+2*t^6;
Knot[2468,1]:= "12n_0380";Knot[2468,2]:= [-1,-1,-2,-2,-3,-1,2,2,3,3,2,-1,2] ;Knot[2468,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2469,1]:= "12n_0381";Knot[2469,2]:= [-1,2,-3,-4,-1,-2,-4,3,-2,3,-4,-3] ;Knot[2469,3]:= -3+15*t-23*t^2+15*t^3-3*t^4;
Knot[2470,1]:= "12n_0382";Knot[2470,2]:= [-1,2,2,-3,1,-3,1,-2,3,4,-2,-3,4,3] ;Knot[2470,3]:= -1+5*t-7*t^2+5*t^3-1*t^4;
Knot[2471,1]:= "12n_0383";Knot[2471,2]:= [-1,2,-3,-4,-1,-1,-2,3,-2,-4,-3,4] ;Knot[2471,3]:= -3+13*t-19*t^2+13*t^3-3*t^4;
Knot[2472,1]:= "12n_0384";Knot[2472,2]:= [-1,2,2,3,1,3,1,2,-3,-4,2,3,-4,3] ;Knot[2472,3]:= -3+13*t-25*t^2+31*t^3-25*t^4+13*t^5-3*t^6;
Knot[2473,1]:= "12n_0385";Knot[2473,2]:= [-1,2,-3,-1,-3,2,2,1,1,-2,-3,2,-1] ;Knot[2473,3]:= -1+7*t-17*t^2+23*t^3-17*t^4+7*t^5-1*t^6;
Knot[2474,1]:= "12n_0386";Knot[2474,2]:= [1,2,2,-3,1,1,2,2,3,3,2,1,2] ;Knot[2474,3]:= 2-4*t+3*t^2+2*t^3-5*t^4+2*t^5+3*t^6-4*t^7+2*t^8;
Knot[2475,1]:= "12n_0387";Knot[2475,2]:= [-1,-2,3,-4,-2,3,-4,-1,-1,-2,-2,-2] ;Knot[2475,3]:= -1+5*t-6*t^2+2*t^3+1*t^4+2*t^5-6*t^6+5*t^7-1*t^8;
Knot[2476,1]:= "12n_0388";Knot[2476,2]:= [-1,-2,3,-4,-2,3,-4,-1,-1,2,2,2] ;Knot[2476,3]:= -1+5*t-10*t^2+13*t^3-10*t^4+5*t^5-1*t^6;
Knot[2477,1]:= "12n_0389";Knot[2477,2]:= [-1,2,-3,4,2,-3,4,-1,-1,-2,-2,-2] ;Knot[2477,3]:= 1-9*t+24*t^2-31*t^3+24*t^4-9*t^5+1*t^6;
Knot[2478,1]:= "12n_0390";Knot[2478,2]:= [-1,2,3,-1,3,2,2,-1,2,-3,-2,1,-2] ;Knot[2478,3]:= 1-6*t+14*t^2-17*t^3+14*t^4-6*t^5+1*t^6;
Knot[2479,1]:= "12n_0391";Knot[2479,2]:= [-1,2,3,3,-4,2,3,-1,-4,-1,2,3,3,4] ;Knot[2479,3]:= 3-12*t+26*t^2-33*t^3+26*t^4-12*t^5+3*t^6;
Knot[2480,1]:= "12n_0392";Knot[2480,2]:= [-1,2,3,-1,3,-4,-2,3,-4,3,2,2,-3,4] ;Knot[2480,3]:= 1-8*t+24*t^2-33*t^3+24*t^4-8*t^5+1*t^6;
Knot[2481,1]:= "12n_0393";Knot[2481,2]:= [-1,-2,-3,-3,-4,-2,3,1,1,-2,3,-4,3,-2] ;Knot[2481,3]:= 3-12*t+19*t^2-12*t^3+3*t^4;
Knot[2482,1]:= "12n_0394";Knot[2482,2]:= [-1,2,3,-4,-1,3,3,2,-3,2,-3,-4,3,-2] ;Knot[2482,3]:= 1-6*t+11*t^2-6*t^3+1*t^4;
Knot[2483,1]:= "12n_0395";Knot[2483,2]:= [-1,2,-3,4,2,-3,1,1,2,2,3,3,-2,4] ;Knot[2483,3]:= -1+8*t-18*t^2+23*t^3-18*t^4+8*t^5-1*t^6;
Knot[2484,1]:= "12n_0396";Knot[2484,2]:= [-1,2,-3,4,-1,-3,-3,-2,3,-2,3,4,-3,2] ;Knot[2484,3]:= 1-7*t+16*t^2-19*t^3+16*t^4-7*t^5+1*t^6;
Knot[2485,1]:= "12n_0397";Knot[2485,2]:= [-1,2,3,-4,-1,-2,-4,3,-2,3,3,-4] ;Knot[2485,3]:= -1+5*t-11*t^2+15*t^3-11*t^4+5*t^5-1*t^6;
Knot[2486,1]:= "12n_0398";Knot[2486,2]:= [-1,2,3,-4,-1,-2,-4,3,-2,-3,-3,-4] ;Knot[2486,3]:= -1+4*t-4*t^2+3*t^3-4*t^4+4*t^5-1*t^6;
Knot[2487,1]:= "12n_0399";Knot[2487,2]:= [-1,2,-3,4,-1,-2,4,3,-2,-3,-3,4] ;Knot[2487,3]:= -1+7*t-19*t^2+27*t^3-19*t^4+7*t^5-1*t^6;
Knot[2488,1]:= "12n_0400";Knot[2488,2]:= [-1,2,3,-4,-1,2,-4,-3,2,-3,-3,-4] ;Knot[2488,3]:= 1-8*t+23*t^2-31*t^3+23*t^4-8*t^5+1*t^6;
Knot[2489,1]:= "12n_0401";Knot[2489,2]:= [-1,2,-3,4,-1,2,4,-3,2,3,3,4] ;Knot[2489,3]:= 1-7*t+21*t^2-29*t^3+21*t^4-7*t^5+1*t^6;
Knot[2490,1]:= "12n_0402";Knot[2490,2]:= [1,1,1,2,-3,2,3,1,2,-3,2,1,3] ;Knot[2490,3]:= 1+1*t-3*t^2+3*t^3-3*t^4+1*t^5+1*t^6;
Knot[2491,1]:= "12n_0403";Knot[2491,2]:= [1,1,1,-2,3,3,2,-1,2,-3,-1,-2,1];
#,[-1,-1,-2,-1,3,2,-1,2,-4,3,-2,-4]];
Knot[2491,3]:= -1+3*t-1*t^2-1*t^3-1*t^4+3*t^5-1*t^6;
Knot[2492,1]:= "12n_0404";Knot[2492,2]:= [-1,-2,3,4,2,3,3,4,2,1,1,2,3,-4] ;Knot[2492,3]:= 2+1*t-5*t^2+1*t^3+2*t^4;
Knot[2493,1]:= "12n_0405";Knot[2493,2]:= [-1,2,-3,-4,-1,2,-4,-3,2,-3,-4,-3] ;Knot[2493,3]:= 1-6*t+13*t^2-12*t^3+9*t^4-12*t^5+13*t^6-6*t^7+1*t^8;
Knot[2494,1]:= "12n_0406";Knot[2494,2]:= [-1,2,-1,-2,-3,-3,-3,-4,-2,3,-2,-4,-3,-3] ;Knot[2494,3]:= 5-13*t+16*t^2-15*t^3+16*t^4-13*t^5+5*t^6;
Knot[2495,1]:= "12n_0407";Knot[2495,2]:= [-1,2,-1,-2,-3,2,-3,-2,3,-2,-3,-3,-3] ;Knot[2495,3]:= -1+5*t-8*t^2+9*t^3-8*t^4+5*t^5-1*t^6;
Knot[2496,1]:= "12n_0408";Knot[2496,2]:= [-1,2,-1,-2,-3,2,-3,-2,3,4,-2,-3,4,4] ;Knot[2496,3]:= -1+9*t-24*t^2+33*t^3-24*t^4+9*t^5-1*t^6;
Knot[2497,1]:= "12n_0409";Knot[2497,2]:= [-1,2,-1,-2,-3,-3,-2,-2,3,3,-2,-2,3] ;Knot[2497,3]:= 1-3*t+9*t^2-13*t^3+9*t^4-3*t^5+1*t^6;
Knot[2498,1]:= "12n_0410";Knot[2498,2]:= [-1,2,2,3,1,1,-2,3,4,-2,-2,-3,4,3] ;Knot[2498,3]:= 2-10*t+26*t^2-35*t^3+26*t^4-10*t^5+2*t^6;
Knot[2499,1]:= "12n_0411";Knot[2499,2]:= [-1,2,3,4,-3,4,-2,-2,3,-2,3,1,1,2] ;Knot[2499,3]:= 5-9*t+5*t^2;#Altered;
Knot[2500,1]:= "12n_0412";Knot[2500,2]:= [1,-2,-2,-3,-3,-2,1,2,2,2,-3,-2,-2] ;Knot[2500,3]:= 2-8*t+17*t^2-21*t^3+17*t^4-8*t^5+2*t^6;
Knot[2501,1]:= "12n_0413";Knot[2501,2]:= [1,-2,-3,1,-3,1,2,2,-1,2,-3,-2,1] ;Knot[2501,3]:= 2-8*t+17*t^2-21*t^3+17*t^4-8*t^5+2*t^6;
Knot[2502,1]:= "12n_0414";Knot[2502,2]:= [-1,2,-3,4,-1,-3,2,-3,-2,3,-4,3,-2,4] ;Knot[2502,3]:= 2-6*t+9*t^2-6*t^3+2*t^4;
Knot[2503,1]:= "12n_0415";Knot[2503,2]:= [-1,2,-3,-1,-3,-1,2,-1,2,-3,1,2,-1] ;Knot[2503,3]:= 2-10*t+24*t^2-31*t^3+24*t^4-10*t^5+2*t^6;
Knot[2504,1]:= "12n_0416";Knot[2504,2]:= [1,-2,-2,-3,1,1,2,2,3,1,3,-2,1] ;Knot[2504,3]:= 1-4*t+10*t^2-15*t^3+17*t^4-15*t^5+10*t^6-4*t^7+1*t^8;
Knot[2505,1]:= "12n_0417";Knot[2505,2]:= [-1,2,2,1,1,2,2,2,1,1,2,2] ;Knot[2505,3]:= 1+0*t-4*t^2+9*t^3-11*t^4+9*t^5-4*t^6+0*t^7+1*t^8;
Knot[2506,1]:= "12n_0418";Knot[2506,2]:= [-1,2,3,-1,3,3,2,2,2,3,-2,3,3] ;Knot[2506,3]:= -1+4*t-4*t^2+1*t^3+1*t^4+1*t^5-4*t^6+4*t^7-1*t^8;
Knot[2507,1]:= "12n_0419";Knot[2507,2]:= [1,2,2,1,1,2,2,3,3,-2,1,-2,-3] ;Knot[2507,3]:= -1+4*t-3*t^2-3*t^3+7*t^4-3*t^5-3*t^6+4*t^7-1*t^8;
Knot[2508,1]:= "12n_0420";Knot[2508,2]:= [-1,2,3,-1,-1,-2,3,-4,3,-2,3,-4] ;Knot[2508,3]:= -1+7*t-19*t^2+27*t^3-19*t^4+7*t^5-1*t^6;
Knot[2509,1]:= "12n_0421";Knot[2509,2]:= [-1,2,3,-4,-1,2,3,3,-4,3,2,-4,-3,-3] ;Knot[2509,3]:= -2+11*t-27*t^2+37*t^3-27*t^4+11*t^5-2*t^6;
Knot[2510,1]:= "12n_0422";Knot[2510,2]:= [-1,2,3,4,-1,2,-3,-3,4,-3,2,4,-3,-3] ;Knot[2510,3]:= -2+11*t-27*t^2+37*t^3-27*t^4+11*t^5-2*t^6;
Knot[2511,1]:= "12n_0423";Knot[2511,2]:= [-1,2,-3,4,-1,-2,-3,-3,4,-3,-2,4,3,3] ;Knot[2511,3]:= 1-3*t+3*t^2-1*t^3+3*t^4-3*t^5+1*t^6;
Knot[2512,1]:= "12n_0424";Knot[2512,2]:= [-1,2,-1,-2,-3,2,-3,2,2,-3,2,-3,-3] ;Knot[2512,3]:= -1+5*t-12*t^2+19*t^3-21*t^4+19*t^5-12*t^6+5*t^7-1*t^8;
Knot[2513,1]:= "12n_0425";Knot[2513,2]:= [1,2,-3,1,-3,2,-1,2,-3,1,2,1,2] ;Knot[2513,3]:= 1-4*t+7*t^2-4*t^3+1*t^4-4*t^5+7*t^6-4*t^7+1*t^8;
Knot[2514,1]:= "12n_0426";Knot[2514,2]:= [-1,-2,-3,-1,-3,-2,1,-2,-3,-1,-2,-1,-2] ;Knot[2514,3]:= 1+0*t-3*t^2+4*t^3-3*t^4+4*t^5-3*t^6+0*t^7+1*t^8;
Knot[2515,1]:= "12n_0427";Knot[2515,2]:= [1,1,-2,-3,1,2,2,3,1,3,-2,1,-2] ;Knot[2515,3]:= 1-5*t+14*t^2-23*t^3+27*t^4-23*t^5+14*t^6-5*t^7+1*t^8;
Knot[2516,1]:= "12n_0428";Knot[2516,2]:= [-1,2,-1,-2,-3,-3,-3,2,-3,-3,2,-3,-3] ;Knot[2516,3]:= -1+4*t-5*t^2+4*t^3-3*t^4+4*t^5-5*t^6+4*t^7-1*t^8;
Knot[2517,1]:= "12n_0429";Knot[2517,2]:= [-1,-2,-3,-3,-4,-2,3,1,-4,1,-2,3,-2,-4] ;Knot[2517,3]:= -4+18*t-27*t^2+18*t^3-4*t^4;
Knot[2518,1]:= "12n_0430";Knot[2518,2]:= [-1,2,-3,-3,2,1,1,-2,3,4,-2,-3,4,3] ;Knot[2518,3]:= 1;
Knot[2519,1]:= "12n_0431";Knot[2519,2]:= [-1,2,-3,-3,2,1,1,-2,3,-4,-2,3,-4,3] ;Knot[2519,3]:= -1+8*t-24*t^2+35*t^3-24*t^4+8*t^5-1*t^6;
Knot[2520,1]:= "12n_0432";Knot[2520,2]:= [-1,-2,3,4,2,2,3,1,3,4,1,2,3,-4] ;Knot[2520,3]:= 3-4*t+3*t^2-4*t^3+3*t^4;
Knot[2521,1]:= "12n_0433";Knot[2521,2]:= [-1,2,-1,-2,3,4,2,4,3,-2,3,4,2,3] ;Knot[2521,3]:= -1+2*t+4*t^2-9*t^3+4*t^4+2*t^5-1*t^6;
Knot[2522,1]:= "12n_0434";Knot[2522,2]:= [-1,2,-3,-1,-3,2,-3,-4,2,2,3,-4] ;Knot[2522,3]:= -1+6*t-15*t^2+21*t^3-15*t^4+6*t^5-1*t^6;
Knot[2523,1]:= "12n_0435";Knot[2523,2]:= [-1,2,3,-4,-1,-2,3,-2,-2,3,3,-4] ;Knot[2523,3]:= -1+6*t-13*t^2+17*t^3-13*t^4+6*t^5-1*t^6;
Knot[2524,1]:= "12n_0436";Knot[2524,2]:= [-1,2,3,-4,-1,-2,3,-2,-2,-3,-3,-4] ;Knot[2524,3]:= -1+5*t-6*t^2+5*t^3-6*t^4+5*t^5-1*t^6;
Knot[2525,1]:= "12n_0437";Knot[2525,2]:= [-1,2,-1,-2,-3,-3,4,-2,4,-2,3,3,4,3] ;Knot[2525,3]:= 1+1*t-8*t^2+13*t^3-8*t^4+1*t^5+1*t^6;
Knot[2526,1]:= "12n_0438";Knot[2526,2]:= [1,-2,3,3,2,2,2,-1,2,-3,-1,-2,1] ;Knot[2526,3]:= -1+3*t-4*t^2+5*t^3-4*t^4+3*t^5-1*t^6;
Knot[2527,1]:= "12n_0439";Knot[2527,2]:= [-1,-2,-3,1,-3,2,-1,2,-3,1,-2,-1,2] ;Knot[2527,3]:= 1-1*t+0*t^2+1*t^3+0*t^4-1*t^5+1*t^6;
Knot[2528,1]:= "12n_0440";Knot[2528,2]:= [1,-2,3,3,-2,-2,-2,1,-2,-3,1,-2,1] ;Knot[2528,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2529,1]:= "12n_0441";Knot[2529,2]:= [1,1,-2,-3,1,-2,1,2,2,3,3,2,2] ;Knot[2529,3]:= -1+9*t-22*t^2+29*t^3-22*t^4+9*t^5-1*t^6;
Knot[2530,1]:= "12n_0442";Knot[2530,2]:= [-1,2,3,-1,-2,3,4,3,-2,3,-2,-4,-4,-4] ;Knot[2530,3]:= -3+10*t-13*t^2+10*t^3-3*t^4;
Knot[2531,1]:= "12n_0443";Knot[2531,2]:= [1,2,3,-1,3,-2,1,-2,-3,-1,2,1,-2] ;Knot[2531,3]:= 3-8*t+11*t^2-8*t^3+3*t^4;
Knot[2532,1]:= "12n_0444";Knot[2532,2]:= [-1,2,-3,4,-1,-3,-1,2,3,-4,3,4] ;Knot[2532,3]:= -2+7*t-9*t^2+7*t^3-2*t^4;
Knot[2533,1]:= "12n_0445";Knot[2533,2]:= [-1,2,-3,-1,2,-3,4,-3,2,-3,-2,-4,-4,-4] ;Knot[2533,3]:= -2+13*t-30*t^2+39*t^3-30*t^4+13*t^5-2*t^6;
Knot[2534,1]:= "12n_0446";Knot[2534,2]:= [-1,2,-3,-4,-1,2,-4,3,-4,3,-4,-4] ;Knot[2534,3]:= -1+2*t+3*t^2-7*t^3+3*t^4+2*t^5-1*t^6;
Knot[2535,1]:= "12n_0447";Knot[2535,2]:= [1,-2,3,3,-2,1,-2,-2,-2,-3,1,-2,1] ;Knot[2535,3]:= -2+8*t-16*t^2+21*t^3-16*t^4+8*t^5-2*t^6;
Knot[2536,1]:= "12n_0448";Knot[2536,2]:= [-1,2,-1,2,-3,-3,4,-2,3,-2,3,-2,4,3] ;Knot[2536,3]:= 1-6*t+14*t^2-21*t^3+25*t^4-21*t^5+14*t^6-6*t^7+1*t^8;
Knot[2537,1]:= "12n_0449";Knot[2537,2]:= [-1,2,3,-4,-1,3,-2,3,-4,3,-2,3] ;Knot[2537,3]:= 1-4*t+8*t^2-9*t^3+8*t^4-4*t^5+1*t^6;
Knot[2538,1]:= "12n_0450";Knot[2538,2]:= [-1,2,3,-4,-1,-1,-2,3,-2,-4,3,-4] ;Knot[2538,3]:= 1-8*t+23*t^2-31*t^3+23*t^4-8*t^5+1*t^6;
Knot[2539,1]:= "12n_0451";Knot[2539,2]:= [-1,2,-3,-1,2,-3,-2,3,-2,-3,2,-3,-2] ;Knot[2539,3]:= 1-3*t+8*t^2-11*t^3+8*t^4-3*t^5+1*t^6;
Knot[2540,1]:= "12n_0452";Knot[2540,2]:= [-1,2,3,1,3,-2,1,-2,-3,1,2,-1,2] ;Knot[2540,3]:= -4+14*t-19*t^2+14*t^3-4*t^4;
Knot[2541,1]:= "12n_0453";Knot[2541,2]:= [-1,-2,-2,-3,-3,-2,-2,-3,-4,-1,-1,2,3,-4] ;Knot[2541,3]:= 5-15*t+24*t^2-27*t^3+24*t^4-15*t^5+5*t^6;
Knot[2542,1]:= "12n_0454";Knot[2542,2]:= [-1,2,-1,-2,3,-2,3,-2,-3,2,-3,-3,-3] ;Knot[2542,3]:= 1-4*t+11*t^2-15*t^3+11*t^4-4*t^5+1*t^6;
Knot[2543,1]:= "12n_0455";Knot[2543,2]:= [-1,2,3,-1,2,2,2,2,3,3,-2,3,-2] ;Knot[2543,3]:= -3+12*t-21*t^2+25*t^3-21*t^4+12*t^5-3*t^6;
Knot[2544,1]:= "12n_0456";Knot[2544,2]:= [-1,-2,-2,-1,-1,-2,3,4,2,2,2,-3,4,3] ;Knot[2544,3]:= 1+0*t-5*t^2+9*t^3-5*t^4+0*t^5+1*t^6;
Knot[2545,1]:= "12n_0457";Knot[2545,2]:= [-1,2,-1,-2,-3,-4,3,-4,-3,-2,-2,3,3,3] ;Knot[2545,3]:= 3-5*t+3*t^2;#Altered;
Knot[2546,1]:= "12n_0458";Knot[2546,2]:= [-1,2,3,-4,-1,3,-1,2,3,-4,3,-4] ;Knot[2546,3]:= 1-6*t+16*t^2-26*t^3+31*t^4-26*t^5+16*t^6-6*t^7+1*t^8;
Knot[2547,1]:= "12n_0459";Knot[2547,2]:= [-1,2,-3,-4,-1,-1,2,-3,2,-4,-3,-4] ;Knot[2547,3]:= 1-6*t+15*t^2-20*t^3+21*t^4-20*t^5+15*t^6-6*t^7+1*t^8;
Knot[2548,1]:= "12n_0460";Knot[2548,2]:= [-1,2,3,-4,-1,3,-4,-2,3,2,-4,-3] ;Knot[2548,3]:= 1-6*t+15*t^2-19*t^3+15*t^4-6*t^5+1*t^6;
Knot[2549,1]:= "12n_0461";Knot[2549,2]:= [-1,2,3,-4,-1,-2,3,-4,3,-2,3,-4] ;Knot[2549,3]:= -1+7*t-20*t^2+29*t^3-20*t^4+7*t^5-1*t^6;
Knot[2550,1]:= "12n_0462";Knot[2550,2]:= [-1,2,3,4,-1,-2,-3,4,3,-2,3,-4] ;Knot[2550,3]:= 1-6*t+11*t^2-6*t^3+1*t^4;
Knot[2551,1]:= "12n_0463";Knot[2551,2]:= [-1,2,-3,-4,-1,2,3,-4,-3,2,-3,4] ;Knot[2551,3]:= -1+7*t-18*t^2+25*t^3-18*t^4+7*t^5-1*t^6;
Knot[2552,1]:= "12n_0464";Knot[2552,2]:= [1,-2,3,3,2,-1,2,-1,2,2,-3,-2,1] ;Knot[2552,3]:= -1+4*t-5*t^2+4*t^3-1*t^4;
Knot[2553,1]:= "12n_0465";Knot[2553,2]:= [-1,2,-1,2,-3,-3,4,-2,3,3,-2,3,4,3] ;Knot[2553,3]:= -1+6*t-13*t^2+15*t^3-13*t^4+15*t^5-13*t^6+6*t^7-1*t^8;
Knot[2554,1]:= "12n_0466";Knot[2554,2]:= [-1,2,2,2,-1,2,1,-2,1,2,2,2] ;Knot[2554,3]:= 1-3*t+7*t^2-10*t^3+11*t^4-10*t^5+7*t^6-3*t^7+1*t^8;
Knot[2555,1]:= "12n_0467";Knot[2555,2]:= [-1,2,2,2,2,-1,-1,-2,-2,-2,-2,-2] ;Knot[2555,3]:= -1+3*t-5*t^2+8*t^3-9*t^4+8*t^5-5*t^6+3*t^7-1*t^8;
Knot[2556,1]:= "12n_0468";Knot[2556,2]:= [-1,-2,-2,-2,-2,-1,-1,2,2,2,2,2] ;Knot[2556,3]:= 1-3*t+5*t^2-6*t^3+7*t^4-6*t^5+5*t^6-3*t^7+1*t^8;
Knot[2557,1]:= "12n_0469";Knot[2557,2]:= [1,2,-1,2,2,3,-1,3,2,-3,2,1,-2] ;Knot[2557,3]:= 2-6*t+12*t^2-15*t^3+12*t^4-6*t^5+2*t^6;
Knot[2558,1]:= "12n_0470";Knot[2558,2]:= [-1,2,2,2,2,-3,-3,-2,-2,-2,-1,2,-3] ;Knot[2558,3]:= -2+6*t-8*t^2+9*t^3-8*t^4+6*t^5-2*t^6;
Knot[2559,1]:= "12n_0471";Knot[2559,2]:= [1,-2,-2,-2,-2,-3,-3,2,2,2,1,-2,-3] ;Knot[2559,3]:= 2-8*t+16*t^2-19*t^3+16*t^4-8*t^5+2*t^6;
Knot[2560,1]:= "12n_0472";Knot[2560,2]:= [-1,-2,-2,-2,-2,-1,-1,-2,-2,-2,-2,-2] ;Knot[2560,3]:= 1-1*t+0*t^2+2*t^3-4*t^4+5*t^5-4*t^6+2*t^7+0*t^8-1*t^9+1*t^10;
Knot[2561,1]:= "12n_0473";Knot[2561,2]:= [-1,-2,-2,-2,-2,-3,-3,-2,-2,-2,-1,2,-3] ;Knot[2561,3]:= 2-3*t+1*t^2+3*t^3-5*t^4+3*t^5+1*t^6-3*t^7+2*t^8;
Knot[2562,1]:= "12n_0474";Knot[2562,2]:= [-1,-2,-3,-3,-2,-2,-2,-2,-2,-3,-2,-1,2] ;Knot[2562,3]:= 2-3*t+2*t^2-1*t^3+1*t^4-1*t^5+2*t^6-3*t^7+2*t^8;
Knot[2563,1]:= "12n_0475";Knot[2563,2]:= [-1,-2,-3,-3,2,2,2,2,2,-3,-2,-1,2] ;Knot[2563,3]:= 1-2*t+1*t^2+1*t^3+1*t^4-2*t^5+1*t^6;
Knot[2564,1]:= "12n_0476";Knot[2564,2]:= [1,2,-3,-3,-2,-2,-2,-2,-2,-3,2,1,-2] ;Knot[2564,3]:= -3+10*t-15*t^2+17*t^3-15*t^4+10*t^5-3*t^6;
Knot[2565,1]:= "12n_0477";Knot[2565,2]:= [-1,2,3,4,-3,4,2,2,3,2,3,1,1,2] ;Knot[2565,3]:= 4-8*t+7*t^2-5*t^3+7*t^4-8*t^5+4*t^6;
Knot[2566,1]:= "12n_0478";Knot[2566,2]:= [-1,2,-1,-2,3,-2,3,4,4,3,-2,-4,-3,-3] ;Knot[2566,3]:= 2-7*t+11*t^2-7*t^3+2*t^4;
Knot[2567,1]:= "12n_0479";Knot[2567,2]:= [-1,2,-3,-4,2,3,-4,3,-2,3,1,4,1,2] ;Knot[2567,3]:= -6+21*t-29*t^2+21*t^3-6*t^4;
Knot[2568,1]:= "12n_0480";Knot[2568,2]:= [-1,2,3,-1,3,-4,-2,3,2,-4,2,-3] ;Knot[2568,3]:= -1+6*t-19*t^2+29*t^3-19*t^4+6*t^5-1*t^6;
Knot[2569,1]:= "12n_0481";Knot[2569,2]:= [-1,2,3,-1,3,-4,3,-2,3,2,-4,-3] ;Knot[2569,3]:= -1+5*t-15*t^2+23*t^3-15*t^4+5*t^5-1*t^6;
Knot[2570,1]:= "12n_0482";Knot[2570,2]:= [-1,2,3,-1,3,-2,-2,1,1,-2,-3,2,-1];
#,[-1,2,-1,2,3,-2,-4,3,-2,3,3,-4]];
Knot[2570,3]:= -1+6*t-15*t^2+21*t^3-15*t^4+6*t^5-1*t^6;
Knot[2571,1]:= "12n_0483";Knot[2571,2]:= [-1,2,3,3,-2,-2,1,1,-2,-3,2,-1,2] ;Knot[2571,3]:= -1+4*t-5*t^2+4*t^3-1*t^4;
Knot[2572,1]:= "12n_0484";Knot[2572,2]:= [1,-2,-3,-3,2,2,2,1,-2,-3,1,-2,1] ;Knot[2572,3]:= 1-5*t+12*t^2-15*t^3+12*t^4-5*t^5+1*t^6;
Knot[2573,1]:= "12n_0485";Knot[2573,2]:= [1,-2,-3,-3,2,-1,2,-3,1,1,1,-2,1] ;Knot[2573,3]:= 2-8*t+16*t^2-19*t^3+16*t^4-8*t^5+2*t^6;
Knot[2574,1]:= "12n_0486";Knot[2574,2]:= [1,2,-3,-3,-2,1,-2,-1,2,2,-3,2,1] ;Knot[2574,3]:= 2-7*t+12*t^2-13*t^3+12*t^4-7*t^5+2*t^6;
Knot[2575,1]:= "12n_0487";Knot[2575,2]:= [1,2,-3,-3,-2,-2,-1,-1,-2,-3,2,1,-2] ;Knot[2575,3]:= -1+1*t+4*t^2-7*t^3+4*t^4+1*t^5-1*t^6;
Knot[2576,1]:= "12n_0488";Knot[2576,2]:= [-1,2,-1,-2,-3,2,-3,-2,3,-2,3,3,3] ;Knot[2576,3]:= 1-1*t-2*t^2+5*t^3-2*t^4-1*t^5+1*t^6;
Knot[2577,1]:= "12n_0489";Knot[2577,2]:= [-1,2,2,-3,1,-3,1,2,-3,4,2,-3,4,3] ;Knot[2577,3]:= 2-11*t+28*t^2-37*t^3+28*t^4-11*t^5+2*t^6;
Knot[2578,1]:= "12n_0490";Knot[2578,2]:= [-1,2,3,3,2,-1,-1,-2,3,4,-3,4,-2,-3] ;Knot[2578,3]:= 5-19*t+29*t^2-19*t^3+5*t^4;
Knot[2579,1]:= "12n_0491";Knot[2579,2]:= [-1,2,3,4,-1,-3,4,2,-3,2,3,-2,-2,3] ;Knot[2579,3]:= -1+7*t-16*t^2+21*t^3-16*t^4+7*t^5-1*t^6;
Knot[2580,1]:= "12n_0492";Knot[2580,2]:= [1,2,-3,-3,-2,-2,1,1,-2,-3,2,1,-2] ;Knot[2580,3]:= -2+9*t-20*t^2+27*t^3-20*t^4+9*t^5-2*t^6;
Knot[2581,1]:= "12n_0493";Knot[2581,2]:= [1,-2,-2,1,1,-2,-2,3,3,-2,1,-2,-3] ;Knot[2581,3]:= -2+9*t-21*t^2+29*t^3-21*t^4+9*t^5-2*t^6;
Knot[2582,1]:= "12n_0494";Knot[2582,2]:= [-1,2,3,-4,-1,2,3,2,-4,2,3,3] ;Knot[2582,3]:= 1-5*t+8*t^2-6*t^3+5*t^4-6*t^5+8*t^6-5*t^7+1*t^8;
Knot[2583,1]:= "12n_0495";Knot[2583,2]:= [-1,2,-3,4,2,-1,-1,-2,3,3,3,2,-3,4] ;Knot[2583,3]:= 1-3*t+6*t^2-7*t^3+6*t^4-3*t^5+1*t^6;
Knot[2584,1]:= "12n_0496";Knot[2584,2]:= [-1,2,-3,-4,-1,-2,3,-2,-4,-2,-3,-3] ;Knot[2584,3]:= -1+11*t-28*t^2+37*t^3-28*t^4+11*t^5-1*t^6;
Knot[2585,1]:= "12n_0497";Knot[2585,2]:= [-1,2,3,-2,3,2,-4,-1,-1,2,3,-2,3,-4] ;Knot[2585,3]:= -1+9*t-25*t^2+35*t^3-25*t^4+9*t^5-1*t^6;
Knot[2586,1]:= "12n_0498";Knot[2586,2]:= [-1,2,-3,4,4,-3,2,1,1,2,-3,-4,2,-3] ;Knot[2586,3]:= -5+20*t-29*t^2+20*t^3-5*t^4;
Knot[2587,1]:= "12n_0499";Knot[2587,2]:= [-1,2,3,-4,-1,3,-4,-2,3,-2,-4,3] ;Knot[2587,3]:= -1+5*t-10*t^2+13*t^3-10*t^4+5*t^5-1*t^6;
Knot[2588,1]:= "12n_0500";Knot[2588,2]:= [1,-2,3,-1,3,-1,-1,-1,2,-3,2,-1,-2] ;Knot[2588,3]:= 2-6*t+11*t^2-13*t^3+11*t^4-6*t^5+2*t^6;
Knot[2589,1]:= "12n_0501";Knot[2589,2]:= [-1,2,-3,-2,3,-2,-3,1,-3,-4,3,1,2,-4] ;Knot[2589,3]:= 4-12*t+17*t^2-12*t^3+4*t^4;
Knot[2590,1]:= "12n_0502";Knot[2590,2]:= [1,2,3,1,3,1,1,1,2,-3,2,1,2] ;Knot[2590,3]:= 2-3*t+1*t^2+1*t^3-1*t^4+1*t^5+1*t^6-3*t^7+2*t^8;
Knot[2591,1]:= "12n_0503";Knot[2591,2]:= [-1,2,3,2,3,2,3,1,3,4,-3,1,2,4] ;Knot[2591,3]:= 4-8*t+5*t^2-1*t^3+5*t^4-8*t^5+4*t^6;
Knot[2592,1]:= "12n_0504";Knot[2592,2]:= [-1,2,3,-4,-1,-4,3,2,3,-4,3,-4] ;Knot[2592,3]:= 1-6*t+15*t^2-24*t^3+29*t^4-24*t^5+15*t^6-6*t^7+1*t^8;
Knot[2593,1]:= "12n_0505";Knot[2593,2]:= [-1,2,-3,-4,-1,-4,-3,2,-3,4,-3,4] ;Knot[2593,3]:= 1-8*t+24*t^2-33*t^3+24*t^4-8*t^5+1*t^6;
Knot[2594,1]:= "12n_0506";Knot[2594,2]:= [-1,2,3,-1,-2,3,-4,3,3,-2,3,-4] ;Knot[2594,3]:= 1-6*t+14*t^2-17*t^3+14*t^4-6*t^5+1*t^6;
Knot[2595,1]:= "12n_0507";Knot[2595,2]:= [-1,2,3,-4,-1,-2,-4,3,-2,-4,3,-4] ;Knot[2595,3]:= 1-7*t+18*t^2-23*t^3+18*t^4-7*t^5+1*t^6;
Knot[2596,1]:= "12n_0508";Knot[2596,2]:= [1,2,2,3,1,3,-2,-2,1,1,-2,-3,1] ;Knot[2596,3]:= 1-4*t+10*t^2-16*t^3+19*t^4-16*t^5+10*t^6-4*t^7+1*t^8;
Knot[2597,1]:= "12n_0509";Knot[2597,2]:= [-1,2,3,-1,3,-4,2,3,2,-4,2,3] ;Knot[2597,3]:= 1-5*t+8*t^2-7*t^3+7*t^4-7*t^5+8*t^6-5*t^7+1*t^8;
Knot[2598,1]:= "12n_0510";Knot[2598,2]:= [-1,2,-3,-1,-3,-4,-2,3,-2,-4,-2,-3] ;Knot[2598,3]:= -1+11*t-29*t^2+39*t^3-29*t^4+11*t^5-1*t^6;
Knot[2599,1]:= "12n_0511";Knot[2599,2]:= [-1,2,2,3,-1,3,-2,-2,1,-2,-1,2,-3] ;Knot[2599,3]:= -2+9*t-19*t^2+25*t^3-19*t^4+9*t^5-2*t^6;
Knot[2600,1]:= "12n_0512";Knot[2600,2]:= [1,2,3,-1,3,2,2,-1,2,-3,2,1,-2] ;Knot[2600,3]:= 2-7*t+15*t^2-19*t^3+15*t^4-7*t^5+2*t^6;
Knot[2601,1]:= "12n_0513";Knot[2601,2]:= [-1,2,1,1,1,2,3,3,3,2,-1,2,-3] ;Knot[2601,3]:= -2+13*t-29*t^2+37*t^3-29*t^4+13*t^5-2*t^6;
Knot[2602,1]:= "12n_0514";Knot[2602,2]:= [-1,2,3,3,2,2,2,1,-2,-3,1,2,-1] ;Knot[2602,3]:= 1-3*t+8*t^2-11*t^3+8*t^4-3*t^5+1*t^6;
Knot[2603,1]:= "12n_0515";Knot[2603,2]:= [-1,2,2,3,1,3,1,-2,3,4,-2,-3,4,3] ;Knot[2603,3]:= -2+10*t-20*t^2+25*t^3-20*t^4+10*t^5-2*t^6;
Knot[2604,1]:= "12n_0516";Knot[2604,2]:= [-1,2,2,-3,4,1,1,2,-3,2,4,-3,4,3] ;Knot[2604,3]:= -2+11*t-22*t^2+27*t^3-22*t^4+11*t^5-2*t^6;
Knot[2605,1]:= "12n_0517";Knot[2605,2]:= [-1,2,-3,-1,2,2,-3,-3,2,2,2,-3,-2] ;Knot[2605,3]:= 1-4*t+11*t^2-21*t^3+27*t^4-21*t^5+11*t^6-4*t^7+1*t^8;
Knot[2606,1]:= "12n_0518";Knot[2606,2]:= [1,-2,-2,-3,-1,-3,-2,-2,-2,-3,-1,-2,-2] ;Knot[2606,3]:= 1+0*t-6*t^2+16*t^3-21*t^4+16*t^5-6*t^6+0*t^7+1*t^8;
Knot[2607,1]:= "12n_0519";Knot[2607,2]:= [-1,2,-1,-2,3,-2,3,2,-3,2,-3,-4,3,-4] ;Knot[2607,3]:= 2-3*t+2*t^2;
Knot[2608,1]:= "12n_0520";Knot[2608,2]:= [-1,2,-3,4,-1,-3,-4,-2,3,-2,-4,-3] ;Knot[2608,3]:= -4+18*t-27*t^2+18*t^3-4*t^4;
Knot[2609,1]:= "12n_0521";Knot[2609,2]:= [-1,2,3,-4,-1,3,-4,2,3,2,-4,3] ;Knot[2609,3]:= -1+6*t-14*t^2+18*t^3-17*t^4+18*t^5-14*t^6+6*t^7-1*t^8;
Knot[2610,1]:= "12n_0522";Knot[2610,2]:= [-1,2,-1,-2,-3,2,-3,-2,3,-2,-2,-2,3] ;Knot[2610,3]:= 1-2*t+5*t^2-7*t^3+5*t^4-2*t^5+1*t^6;
Knot[2611,1]:= "12n_0523";Knot[2611,2]:= [-1,2,3,4,-3,4,-2,-2,3,2,-3,1,1,2] ;Knot[2611,3]:= 2-3*t+3*t^2-3*t^3+2*t^4;
Knot[2612,1]:= "12n_0524";Knot[2612,2]:= [-1,2,3,-1,-2,3,4,-5,3,3,2,-3,4,3,-5] ;Knot[2612,3]:= 2-11*t+21*t^2-23*t^3+21*t^4-11*t^5+2*t^6;
Knot[2613,1]:= "12n_0525";Knot[2613,2]:= [-1,2,-1,-2,-3,4,-5,2,3,3,-4,2,3,-4,-5] ;Knot[2613,3]:= -1+8*t-28*t^2+43*t^3-28*t^4+8*t^5-1*t^6;
Knot[2614,1]:= "12n_0526";Knot[2614,2]:= [1,1,2,2,-3,1,-2,1,-2,-2,3,3,2] ;Knot[2614,3]:= 1-4*t+6*t^2-3*t^3+1*t^4-3*t^5+6*t^6-4*t^7+1*t^8;
Knot[2615,1]:= "12n_0527";Knot[2615,2]:= [-1,2,3,3,2,1,1,2,-3,-4,2,3,-4,3] ;Knot[2615,3]:= -3+12*t-20*t^2+23*t^3-20*t^4+12*t^5-3*t^6;
Knot[2616,1]:= "12n_0528";Knot[2616,2]:= [-1,-1,-2,-2,-3,-1,2,-1,-2,-2,-3,-3,2] ;Knot[2616,3]:= 1+2*t-10*t^2+15*t^3-10*t^4+2*t^5+1*t^6;
Knot[2617,1]:= "12n_0529";Knot[2617,2]:= [-1,-2,3,-4,-2,-3,1,1,2,2,3,3,2,-4] ;Knot[2617,3]:= 1-10*t+28*t^2-37*t^3+28*t^4-10*t^5+1*t^6;
Knot[2618,1]:= "12n_0530";Knot[2618,2]:= [-1,-2,3,-2,3,-2,4,1,1,-2,3,-2,3,4] ;Knot[2618,3]:= 2-10*t+19*t^2-21*t^3+19*t^4-10*t^5+2*t^6;
Knot[2619,1]:= "12n_0531";Knot[2619,2]:= [1,2,2,3,1,3,-2,-2,-2,1,-2,-2,-3] ;Knot[2619,3]:= 1-4*t+11*t^2-20*t^3+25*t^4-20*t^5+11*t^6-4*t^7+1*t^8;
Knot[2620,1]:= "12n_0532";Knot[2620,2]:= [-1,2,3,4,-1,2,-3,2,-3,4,-3,2,-3,-3] ;Knot[2620,3]:= -2+11*t-29*t^2+41*t^3-29*t^4+11*t^5-2*t^6;
Knot[2621,1]:= "12n_0533";Knot[2621,2]:= [-1,2,-1,-2,-3,-3,2,2,-3,2,2,-3,-3] ;Knot[2621,3]:= -1+4*t-8*t^2+12*t^3-13*t^4+12*t^5-8*t^6+4*t^7-1*t^8;
Knot[2622,1]:= "12n_0534";Knot[2622,2]:= [-1,2,3,-1,3,-1,-2,1,-2,-3,2,-1,2] ;Knot[2622,3]:= -2+11*t-25*t^2+33*t^3-25*t^4+11*t^5-2*t^6;
Knot[2623,1]:= "12n_0535";Knot[2623,2]:= [-1,2,-3,-1,-3,4,2,4,3,-4,-2,-2,3,-4] ;Knot[2623,3]:= -1+7*t-11*t^2+7*t^3-1*t^4;
Knot[2624,1]:= "12n_0536";Knot[2624,2]:= [-1,2,2,-1,-1,-2,-2,3,3,2,-1,2,-3] ;Knot[2624,3]:= -1+7*t-19*t^2+27*t^3-19*t^4+7*t^5-1*t^6;
Knot[2625,1]:= "12n_0537";Knot[2625,2]:= [-1,2,3,4,-1,2,-3,2,4,-3,2,4,-3,-3] ;Knot[2625,3]:= 2-12*t+27*t^2-33*t^3+27*t^4-12*t^5+2*t^6;
Knot[2626,1]:= "12n_0538";Knot[2626,2]:= [-1,2,-1,-2,-3,-3,2,-3,2,-3,2,-3,-3] ;Knot[2626,3]:= 1-5*t+10*t^2-11*t^3+11*t^4-11*t^5+10*t^6-5*t^7+1*t^8;
Knot[2627,1]:= "12n_0539";Knot[2627,2]:= [1,2,2,3,1,3,-2,-2,1,-2,1,-2,-3] ;Knot[2627,3]:= -1+5*t-14*t^2+27*t^3-33*t^4+27*t^5-14*t^6+5*t^7-1*t^8;
Knot[2628,1]:= "12n_0540";Knot[2628,2]:= [-1,2,3,3,-2,1,-2,-3,-1,2,-1,2,2] ;Knot[2628,3]:= 2-10*t+21*t^2-25*t^3+21*t^4-10*t^5+2*t^6;
Knot[2629,1]:= "12n_0541";Knot[2629,2]:= [-1,2,3,3,-2,1,-2,-3,-1,-1,-1,2,-1] ;Knot[2629,3]:= 2-9*t+19*t^2-23*t^3+19*t^4-9*t^5+2*t^6;
Knot[2630,1]:= "12n_0542";Knot[2630,2]:= [-1,2,-3,4,-1,2,-3,-3,-4,3,-2,-3,-3,4] ;Knot[2630,3]:= 1-9*t+28*t^2-39*t^3+28*t^4-9*t^5+1*t^6;
Knot[2631,1]:= "12n_0543";Knot[2631,2]:= [-1,2,3,3,2,-1,2,-3,1,1,1,2,-1] ;Knot[2631,3]:= 1-5*t+15*t^2-21*t^3+15*t^4-5*t^5+1*t^6;
Knot[2632,1]:= "12n_0544";Knot[2632,2]:= [1,-2,-2,3,-1,3,-1,2,-1,2,-3,-2,-2] ;Knot[2632,3]:= 2-12*t+28*t^2-35*t^3+28*t^4-12*t^5+2*t^6;
Knot[2633,1]:= "12n_0545";Knot[2633,2]:= [-1,2,2,3,-4,3,1,1,-2,3,-2,4,4,3] ;Knot[2633,3]:= -2+10*t-19*t^2+23*t^3-19*t^4+10*t^5-2*t^6;
Knot[2634,1]:= "12n_0546";Knot[2634,2]:= [-1,-1,-1,2,3,3,-2,1,-2,-3,-1,2,-1] ;Knot[2634,3]:= 2-8*t+14*t^2-15*t^3+14*t^4-8*t^5+2*t^6;
Knot[2635,1]:= "12n_0547";Knot[2635,2]:= [-1,2,3,-1,-2,-3,4,-3,-2,4,-3,4,3,-2] ;Knot[2635,3]:= 4-17*t+27*t^2-17*t^3+4*t^4;
Knot[2636,1]:= "12n_0548";Knot[2636,2]:= [1,-2,-3,-3,-2,1,2,2,2,-3,-2,1,-2] ;Knot[2636,3]:= -1+8*t-20*t^2+27*t^3-20*t^4+8*t^5-1*t^6;
Knot[2637,1]:= "12n_0549";Knot[2637,2]:= [1,-2,1,2,-3,2,2,3,1,3,-2,1,-2] ;Knot[2637,3]:= 1-3*t+6*t^2-7*t^3+6*t^4-3*t^5+1*t^6;
Knot[2638,1]:= "12n_0550";Knot[2638,2]:= [-1,-2,-3,-3,-2,1,1,-2,3,-4,3,-4,-2,3] ;Knot[2638,3]:= 2-8*t+13*t^2-8*t^3+2*t^4;
Knot[2639,1]:= "12n_0551";Knot[2639,2]:= [-1,2,3,-1,3,-4,3,2,3,-4,3,3,2,4] ;Knot[2639,3]:= -3+13*t-23*t^2+27*t^3-23*t^4+13*t^5-3*t^6;
Knot[2640,1]:= "12n_0552";Knot[2640,2]:= [-1,2,-3,-1,-3,-4,2,3,2,-4,3,-4] ;Knot[2640,3]:= -1+3*t-1*t^2-1*t^3-1*t^4+3*t^5-1*t^6;
Knot[2641,1]:= "12n_0553";Knot[2641,2]:= [-1,-2,1,-2,3,-4,3,2,-1,2,-3,4,-3,-4] ;Knot[2641,3]:= 4-20*t+33*t^2-20*t^3+4*t^4;
Knot[2642,1]:= "12n_0554";Knot[2642,2]:= [-1,-2,-2,3,-4,5,4,-3,2,-1,4,-2,-5,-2,3,2,-4] ;Knot[2642,3]:= -2+7*t-9*t^2+7*t^3-2*t^4;
Knot[2643,1]:= "12n_0555";Knot[2643,2]:= [-1,2,3,4,-3,4,3,2,1,1,-2,-2,-3,4,-3,2] ;Knot[2643,3]:= 1-9*t+33*t^2-49*t^3+33*t^4-9*t^5+1*t^6;
Knot[2644,1]:= "12n_0556";Knot[2644,2]:= [-1,-2,1,-2,-3,4,-3,2,-1,2,3,-4,3,-4] ;Knot[2644,3]:= 4-20*t+33*t^2-20*t^3+4*t^4;
Knot[2645,1]:= "12n_0557";Knot[2645,2]:= [-1,2,2,3,1,3,-4,1,2,2,3,-2,-4,3] ;Knot[2645,3]:= -3+12*t-21*t^2+25*t^3-21*t^4+12*t^5-3*t^6;
Knot[2646,1]:= "12n_0558";Knot[2646,2]:= [-1,2,-1,-2,-3,-4,-4,-3,-2,-2,3,-4,3,3,3,4] ;Knot[2646,3]:= 1-3*t+8*t^2-11*t^3+8*t^4-3*t^5+1*t^6;
Knot[2647,1]:= "12n_0559";Knot[2647,2]:= [1,-2,3,3,-2,1,1,1,-2,-3,1,-2,1] ;Knot[2647,3]:= -2+7*t-11*t^2+13*t^3-11*t^4+7*t^5-2*t^6;
Knot[2648,1]:= "12n_0560";Knot[2648,2]:= [1,-2,3,3,-2,-2,1,1,-2,-3,-2,1,-2] ;Knot[2648,3]:= -3+14*t-30*t^2+39*t^3-30*t^4+14*t^5-3*t^6;
Knot[2649,1]:= "12n_0561";Knot[2649,2]:= [-1,-2,3,3,-2,1,1,-2,3,4,-3,4,-2,3] ;Knot[2649,3]:= -4+14*t-19*t^2+14*t^3-4*t^4;
Knot[2650,1]:= "12n_0562";Knot[2650,2]:= [-1,2,3,-1,3,-2,3,-4,-3,-3,2,2,3,-4] ;Knot[2650,3]:= -3+9*t-11*t^2+9*t^3-3*t^4;
Knot[2651,1]:= "12n_0563";Knot[2651,2]:= [-1,2,2,3,1,3,1,2,-3,-4,2,3,-4,-3] ;Knot[2651,3]:= -5+18*t-25*t^2+18*t^3-5*t^4;
Knot[2652,1]:= "12n_0564";Knot[2652,2]:= [-1,-2,-3,-3,-4,-2,1,1,-2,3,-2,-4,-4,3] ;Knot[2652,3]:= -2+10*t-15*t^2+10*t^3-2*t^4;
Knot[2653,1]:= "12n_0565";Knot[2653,2]:= [1,1,1,-2,3,3,-2,1,-2,-3,1,-2,1] ;Knot[2653,3]:= -2+7*t-9*t^2+9*t^3-9*t^4+7*t^5-2*t^6;
Knot[2654,1]:= "12n_0566";Knot[2654,2]:= [-1,2,-3,4,2,-3,-4,3,2,-3,1,-4,1,2] ;Knot[2654,3]:= -4+16*t-23*t^2+16*t^3-4*t^4;
Knot[2655,1]:= "12n_0567";Knot[2655,2]:= [1,-2,3,3,-2,1,-2,1,-2,-2,-3,-2,1] ;Knot[2655,3]:= -3+13*t-26*t^2+33*t^3-26*t^4+13*t^5-3*t^6;
Knot[2656,1]:= "12n_0568";Knot[2656,2]:= [1,-2,3,3,-2,1,1,-2,1,-2,-3,-2,1] ;Knot[2656,3]:= 3-12*t+24*t^2-29*t^3+24*t^4-12*t^5+3*t^6;
Knot[2657,1]:= "12n_0569";Knot[2657,2]:= [-1,-1,-1,2,2,3,-1,3,-1,-2,1,-2,-3] ;Knot[2657,3]:= 3-10*t+18*t^2-21*t^3+18*t^4-10*t^5+3*t^6;
Knot[2658,1]:= "12n_0570";Knot[2658,2]:= [-1,-2,-2,-2,-2,-2,-2,-1,-1,2,2,2] ;Knot[2658,3]:= 1-3*t+6*t^2-8*t^3+9*t^4-8*t^5+6*t^6-3*t^7+1*t^8;
Knot[2659,1]:= "12n_0571";Knot[2659,2]:= [-1,2,2,2,2,2,2,-1,-1,-2,-2,-2] ;Knot[2659,3]:= -1+3*t-4*t^2+4*t^3-3*t^4+4*t^5-4*t^6+3*t^7-1*t^8;
Knot[2660,1]:= "12n_0572";Knot[2660,2]:= [1,-2,3,1,3,2,-3,2,2,-1,2,-1,2] ;Knot[2660,3]:= 2-7*t+14*t^2-17*t^3+14*t^4-7*t^5+2*t^6;
Knot[2661,1]:= "12n_0573";Knot[2661,2]:= [-1,2,-1,-2,-2,3,-1,3,2,-3,2,-1,2] ;Knot[2661,3]:= -2+7*t-12*t^2+15*t^3-12*t^4+7*t^5-2*t^6;
Knot[2662,1]:= "12n_0574";Knot[2662,2]:= [-1,-2,-2,-2,-2,-2,-2,-1,-1,-2,-2,-2] ;Knot[2662,3]:= 1-1*t+0*t^2+2*t^3-3*t^4+3*t^5-3*t^6+2*t^7+0*t^8-1*t^9+1*t^10;
Knot[2663,1]:= "12n_0575";Knot[2663,2]:= [-1,-2,-3,-3,-2,-2,-2,-3,-2,-2,-2,-1,2] ;Knot[2663,3]:= 2-3*t+1*t^2+4*t^3-7*t^4+4*t^5+1*t^6-3*t^7+2*t^8;
Knot[2664,1]:= "12n_0576";Knot[2664,2]:= [-1,2,-3,-1,-3,-3,-2,-2,-2,-3,-3,-3,-2] ;Knot[2664,3]:= 2-4*t+5*t^2-4*t^3+3*t^4-4*t^5+5*t^6-4*t^7+2*t^8;
Knot[2665,1]:= "12n_0577";Knot[2665,2]:= [-1,2,-1,-2,-3,2,-3,-2,-2,-2,3,-2,3] ;Knot[2665,3]:= 1-3*t+6*t^2-7*t^3+6*t^4-3*t^5+1*t^6;
Knot[2666,1]:= "12n_0578";Knot[2666,2]:= [1,-2,-2,3,-1,3,2,2,2,-3,-1,-2,-2] ;Knot[2666,3]:= -3+11*t-20*t^2+25*t^3-20*t^4+11*t^5-3*t^6;
Knot[2667,1]:= "12n_0579";Knot[2667,2]:= [-1,2,3,-1,3,-4,2,-3,2,-4,-3,-4] ;Knot[2667,3]:= 1-2*t-3*t^2+9*t^3-3*t^4-2*t^5+1*t^6;
Knot[2668,1]:= "12n_0580";Knot[2668,2]:= [-1,2,2,-3,1,-3,1,-2,3,-4,-2,3,-4,-3] ;Knot[2668,3]:= 5-16*t+23*t^2-16*t^3+5*t^4;
Knot[2669,1]:= "12n_0581";Knot[2669,2]:= [-1,-2,-3,-4,2,3,-4,-3,-2,-1,-1,-2,-2,-2] ;Knot[2669,3]:= 3-5*t+4*t^2-3*t^3+4*t^4-5*t^5+3*t^6;
Knot[2670,1]:= "12n_0582";Knot[2670,2]:= [-1,2,-1,-2,-3,-4,2,-4,-3,-2,3,4,-2,3] ;Knot[2670,3]:= 1-2*t+3*t^2-2*t^3+1*t^4;
Knot[2671,1]:= "12n_0583";Knot[2671,2]:= [-1,2,-3,4,-1,-3,4,4,3,3,4,-2,3,-2] ;Knot[2671,3]:= -5+16*t-21*t^2+16*t^3-5*t^4;
Knot[2672,1]:= "12n_0584";Knot[2672,2]:= [-1,2,-1,-2,3,-4,2,-4,-3,-3,2,4,3,-4] ;Knot[2672,3]:= 1-8*t+22*t^2-29*t^3+22*t^4-8*t^5+1*t^6;
Knot[2673,1]:= "12n_0585";Knot[2673,2]:= [-1,2,-1,-2,-3,-4,-2,-4,-3,-2,-3,4,-2,-3] ;Knot[2673,3]:= 4-9*t+10*t^2-9*t^3+10*t^4-9*t^5+4*t^6;
Knot[2674,1]:= "12n_0586";Knot[2674,2]:= [-1,2,-3,-1,-3,4,2,-3,4,-3,2,2,3,-4] ;Knot[2674,3]:= -1+8*t-24*t^2+35*t^3-24*t^4+8*t^5-1*t^6;
Knot[2675,1]:= "12n_0587";Knot[2675,2]:= [-1,2,3,3,-4,2,1,1,-2,3,-2,-4,-4,-3] ;Knot[2675,3]:= -1+10*t-28*t^2+39*t^3-28*t^4+10*t^5-1*t^6;
Knot[2676,1]:= "12n_0588";Knot[2676,2]:= [1,-2,3,-1,3,2,-1,2,-3,-1,2,-1,-2] ;Knot[2676,3]:= -2+9*t-19*t^2+25*t^3-19*t^4+9*t^5-2*t^6;
Knot[2677,1]:= "12n_0589";Knot[2677,2]:= [1,-2,1,2,3,3,3,2,-1,2,-3,2,2] ;Knot[2677,3]:= -2+12*t-26*t^2+33*t^3-26*t^4+12*t^5-2*t^6;
Knot[2678,1]:= "12n_0590";Knot[2678,2]:= [-1,2,3,-1,3,3,3,3,2,-3,2,3,3] ;Knot[2678,3]:= -1+4*t-4*t^2+2*t^3-1*t^4+2*t^5-4*t^6+4*t^7-1*t^8;
Knot[2679,1]:= "12n_0591";Knot[2679,2]:= [-1,-2,-3,-3,-2,-2,-1,-1,-2,-3,-2,-1,2] ;Knot[2679,3]:= 1+0*t-2*t^2+2*t^3-1*t^4+2*t^5-2*t^6+0*t^7+1*t^8;
Knot[2680,1]:= "12n_0592";Knot[2680,2]:= [-1,2,-3,-1,-3,-3,-3,-3,-2,3,-2,3,3] ;Knot[2680,3]:= 1-4*t+8*t^2-8*t^3+7*t^4-8*t^5+8*t^6-4*t^7+1*t^8;
Knot[2681,1]:= "12n_0593";Knot[2681,2]:= [-1,2,-1,-2,3,-4,-2,-4,-3,-3,-2,4,-3,4] ;Knot[2681,3]:= -2+9*t-13*t^2+13*t^3-13*t^4+9*t^5-2*t^6;
Knot[2682,1]:= "12n_0594";Knot[2682,2]:= [1,2,3,3,2,2,1,1,2,-3,2,1,-2] ;Knot[2682,3]:= 2-1*t-5*t^2+9*t^3-5*t^4-1*t^5+2*t^6;
Knot[2683,1]:= "12n_0595";Knot[2683,2]:= [-1,2,-1,-2,-3,4,-2,4,-3,2,-3,4,-2,-3] ;Knot[2683,3]:= 2-9*t+21*t^2-27*t^3+21*t^4-9*t^5+2*t^6;
Knot[2684,1]:= "12n_0596";Knot[2684,2]:= [-1,2,3,-1,3,-1,-4,2,3,2,-4,3,3,4] ;Knot[2684,3]:= 3-11*t+21*t^2-25*t^3+21*t^4-11*t^5+3*t^6;
Knot[2685,1]:= "12n_0597";Knot[2685,2]:= [1,-2,3,-1,3,2,2,-1,2,-3,2,-1,-2] ;Knot[2685,3]:= 2-8*t+17*t^2-21*t^3+17*t^4-8*t^5+2*t^6;
Knot[2686,1]:= "12n_0598";Knot[2686,2]:= [-1,2,2,1,1,2,-3,4,-2,-3,-2,4,-3,4] ;Knot[2686,3]:= 1-8*t+24*t^2-33*t^3+24*t^4-8*t^5+1*t^6;
Knot[2687,1]:= "12n_0599";Knot[2687,2]:= [1,2,3,3,-2,1,-2,-2,-2,-3,1,2,1] ;Knot[2687,3]:= -1+4*t-7*t^2+10*t^3-11*t^4+10*t^5-7*t^6+4*t^7-1*t^8;
Knot[2688,1]:= "12n_0600";Knot[2688,2]:= [-1,2,-3,-1,-3,-2,-2,-3,-4,3,-4,-2,-3,-2] ;Knot[2688,3]:= 4-9*t+12*t^2-13*t^3+12*t^4-9*t^5+4*t^6;
Knot[2689,1]:= "12n_0601";Knot[2689,2]:= [-1,-2,-3,-3,4,-2,1,1,-2,-3,-3,-3,-2,4,4,3] ;Knot[2689,3]:= 1-3*t+6*t^2-7*t^3+6*t^4-3*t^5+1*t^6;
Knot[2690,1]:= "12n_0602";Knot[2690,2]:= [-1,2,3,-1,-2,3,3,-4,3,2,3,-4,3,-2] ;Knot[2690,3]:= 1-9*t+24*t^2-31*t^3+24*t^4-9*t^5+1*t^6;
Knot[2691,1]:= "12n_0603";Knot[2691,2]:= [1,2,3,1,3,-2,1,-2,-3,1,2,1,2] ;Knot[2691,3]:= -1+4*t-4*t^2+0*t^3+3*t^4+0*t^5-4*t^6+4*t^7-1*t^8;
Knot[2692,1]:= "12n_0604";Knot[2692,2]:= [-1,2,2,-1,-1,2,-1,-1,-2,-2,-2,-2] ;Knot[2692,3]:= 1-4*t+10*t^2-16*t^3+19*t^4-16*t^5+10*t^6-4*t^7+1*t^8;
Knot[2693,1]:= "12n_0605";Knot[2693,2]:= [-1,2,2,-3,1,-3,-2,-2,-2,-3,1,2,2] ;Knot[2693,3]:= -1+2*t+0*t^2-4*t^3+7*t^4-4*t^5+0*t^6+2*t^7-1*t^8;
Knot[2694,1]:= "12n_0606";Knot[2694,2]:= [-1,2,1,-2,1,2,-3,2,-1,2,3,3,2] ;Knot[2694,3]:= 2-8*t+18*t^2-23*t^3+18*t^4-8*t^5+2*t^6;
Knot[2695,1]:= "12n_0607";Knot[2695,2]:= [-1,2,-1,-2,3,-2,3,2,-3,2,3,3,3] ;Knot[2695,3]:= 2-7*t+13*t^2-15*t^3+13*t^4-7*t^5+2*t^6;
Knot[2696,1]:= "12n_0608";Knot[2696,2]:= [-1,2,-1,-2,-3,2,-3,-2,3,-2,3,4,-3,4] ;Knot[2696,3]:= 3-10*t+15*t^2-10*t^3+3*t^4;
Knot[2697,1]:= "12n_0609";Knot[2697,2]:= [-1,2,-3,-1,-3,2,-3,-2,-2,3,-2,-2,3] ;Knot[2697,3]:= 1-4*t+7*t^2-6*t^3+5*t^4-6*t^5+7*t^6-4*t^7+1*t^8;
Knot[2698,1]:= "12n_0610";Knot[2698,2]:= [-1,2,-3,-1,-3,2,2,-3,-2,3,-2,3,3] ;Knot[2698,3]:= 1-4*t+8*t^2-12*t^3+15*t^4-12*t^5+8*t^6-4*t^7+1*t^8;
Knot[2699,1]:= "12n_0611";Knot[2699,2]:= [-1,2,3,4,-1,-2,3,3,3,-2,-3,4,3,-2] ;Knot[2699,3]:= 2-9*t+17*t^2-19*t^3+17*t^4-9*t^5+2*t^6;
Knot[2700,1]:= "12n_0612";Knot[2700,2]:= [-1,2,-3,4,-1,2,4,3,-4,3,4,4] ;Knot[2700,3]:= 1-9*t+23*t^2-29*t^3+23*t^4-9*t^5+1*t^6;
Knot[2701,1]:= "12n_0613";Knot[2701,2]:= [-1,-2,-3,-3,4,-2,1,1,2,-3,2,4,4,-3] ;Knot[2701,3]:= 1-6*t+15*t^2-23*t^3+27*t^4-23*t^5+15*t^6-6*t^7+1*t^8;
Knot[2702,1]:= "12n_0614";Knot[2702,2]:= [-1,2,-3,4,-1,-3,2,-3,2,4,3,3] ;Knot[2702,3]:= -1+6*t-17*t^2+25*t^3-17*t^4+6*t^5-1*t^6;
Knot[2703,1]:= "12n_0615";Knot[2703,2]:= [-1,-2,-3,-3,-2,1,1,2,-3,4,-3,4,2,-3] ;Knot[2703,3]:= -1+6*t-15*t^2+19*t^3-17*t^4+19*t^5-15*t^6+6*t^7-1*t^8;
Knot[2704,1]:= "12n_0616";Knot[2704,2]:= [-1,2,3,-1,3,-4,-2,3,-2,-4,3,-4] ;Knot[2704,3]:= -1+6*t-15*t^2+21*t^3-15*t^4+6*t^5-1*t^6;
Knot[2705,1]:= "12n_0617";Knot[2705,2]:= [-1,2,-3,-1,-3,-4,-2,3,-2,-4,3,-4] ;Knot[2705,3]:= -1+3*t+0*t^2-3*t^3+0*t^4+3*t^5-1*t^6;
Knot[2706,1]:= "12n_0618";Knot[2706,2]:= [-1,2,3,-1,3,-4,2,3,2,-4,3,-4] ;Knot[2706,3]:= -1+6*t-15*t^2+21*t^3-21*t^4+21*t^5-15*t^6+6*t^7-1*t^8;
Knot[2707,1]:= "12n_0619";Knot[2707,2]:= [-1,2,-3,-1,-3,-4,2,-3,2,-4,-3,-4] ;Knot[2707,3]:= 1-6*t+14*t^2-15*t^3+13*t^4-15*t^5+14*t^6-6*t^7+1*t^8;
Knot[2708,1]:= "12n_0620";Knot[2708,2]:= [-1,2,3,-1,3,4,2,-3,2,4,-3,4] ;Knot[2708,3]:= 2-13*t+34*t^2-45*t^3+34*t^4-13*t^5+2*t^6;
Knot[2709,1]:= "12n_0621";Knot[2709,2]:= [-1,-2,-3,-3,-4,-2,1,1,-2,3,-2,-4,3,-2] ;Knot[2709,3]:= 1-7*t+23*t^2-33*t^3+23*t^4-7*t^5+1*t^6;
Knot[2710,1]:= "12n_0622";Knot[2710,2]:= [-1,2,-3,4,2,-3,1,1,-2,-2,-3,-3,-2,4] ;Knot[2710,3]:= -1+6*t-14*t^2+19*t^3-19*t^4+19*t^5-14*t^6+6*t^7-1*t^8;
Knot[2711,1]:= "12n_0623";Knot[2711,2]:= [-1,2,3,-4,-1,2,3,3,3,2,3,-4,3,-2] ;Knot[2711,3]:= 1-5*t+10*t^2-8*t^3+5*t^4-8*t^5+10*t^6-5*t^7+1*t^8;
Knot[2712,1]:= "12n_0624";Knot[2712,2]:= [-1,2,-1,-2,3,3,2,2,3,3,2,2,3] ;Knot[2712,3]:= -1+3*t+0*t^2-6*t^3+9*t^4-6*t^5+0*t^6+3*t^7-1*t^8;
Knot[2713,1]:= "12n_0625";Knot[2713,2]:= [-1,2,-1,-2,3,-4,2,-4,3,2,3,-4,2,3] ;Knot[2713,3]:= -1+5*t-12*t^2+18*t^3-19*t^4+18*t^5-12*t^6+5*t^7-1*t^8;
Knot[2714,1]:= "12n_0626";Knot[2714,2]:= [-1,2,-3,-4,-1,-3,-2,-2,3,-2,3,-4,-3,-3] ;Knot[2714,3]:= -2+15*t-36*t^2+47*t^3-36*t^4+15*t^5-2*t^6;
Knot[2715,1]:= "12n_0627";Knot[2715,2]:= [-1,-1,-2,-3,1,-2,1,2,2,-3,-3,2,2] ;Knot[2715,3]:= 1-4*t+12*t^2-25*t^3+33*t^4-25*t^5+12*t^6-4*t^7+1*t^8;
Knot[2716,1]:= "12n_0628";Knot[2716,2]:= [-1,2,3,-1,-2,3,-2,-4,3,-2,3,-4] ;Knot[2716,3]:= -1+8*t-25*t^2+37*t^3-25*t^4+8*t^5-1*t^6;
Knot[2717,1]:= "12n_0629";Knot[2717,2]:= [-1,2,-3,-1,2,-3,-2,-4,3,-2,3,-4] ;Knot[2717,3]:= 1-4*t+6*t^2-5*t^3+6*t^4-4*t^5+1*t^6;
Knot[2718,1]:= "12n_0630";Knot[2718,2]:= [-1,2,3,-1,-2,3,-2,4,3,-2,3,4] ;Knot[2718,3]:= 1-4*t+3*t^2+1*t^3+3*t^4-4*t^5+1*t^6;
Knot[2719,1]:= "12n_0631";Knot[2719,2]:= [-1,2,-3,-1,2,-3,2,4,3,-2,3,4] ;Knot[2719,3]:= -1+6*t-19*t^2+29*t^3-19*t^4+6*t^5-1*t^6;
Knot[2720,1]:= "12n_0632";Knot[2720,2]:= [-1,2,-3,-1,2,-3,2,-4,-3,2,-3,-4] ;Knot[2720,3]:= -1+7*t-19*t^2+30*t^3-33*t^4+30*t^5-19*t^6+7*t^7-1*t^8;
Knot[2721,1]:= "12n_0633";Knot[2721,2]:= [1,-2,3,3,-2,1,-2,-3,1,-2,1,-2,-2] ;Knot[2721,3]:= -2+10*t-22*t^2+29*t^3-22*t^4+10*t^5-2*t^6;
Knot[2722,1]:= "12n_0634";Knot[2722,2]:= [-1,2,3,-1,-2,3,-4,3,-2,3,3,-4] ;Knot[2722,3]:= 1-5*t+11*t^2-13*t^3+11*t^4-5*t^5+1*t^6;
Knot[2723,1]:= "12n_0635";Knot[2723,2]:= [-1,-2,-3,-3,4,-2,1,1,2,-3,2,4,-3,2] ;Knot[2723,3]:= 1-7*t+19*t^2-32*t^3+39*t^4-32*t^5+19*t^6-7*t^7+1*t^8;
Knot[2724,1]:= "12n_0636";Knot[2724,2]:= [-1,2,-3,4,-1,3,3,4,2,-3,4,-3] ;Knot[2724,3]:= -1+7*t-19*t^2+27*t^3-19*t^4+7*t^5-1*t^6;
Knot[2725,1]:= "12n_0637";Knot[2725,2]:= [-1,2,3,-4,-1,3,3,2,-3,4,4,3,3,-4] ;Knot[2725,3]:= 2-13*t+32*t^2-41*t^3+32*t^4-13*t^5+2*t^6;
Knot[2726,1]:= "12n_0638";Knot[2726,2]:= [1,2,2,-3,1,1,2,2,3,3,2,1,-2] ;Knot[2726,3]:= 2-3*t+2*t^2-1*t^3+2*t^4-3*t^5+2*t^6;
Knot[2727,1]:= "12n_0639";Knot[2727,2]:= [1,2,3,3,-2,1,1,1,-2,-3,1,2,1] ;Knot[2727,3]:= -1+4*t-5*t^2+5*t^3-5*t^4+5*t^5-5*t^6+4*t^7-1*t^8;
Knot[2728,1]:= "12n_0640";Knot[2728,2]:= [-1,2,2,1,1,2,2,2,2,1,1,2] ;Knot[2728,3]:= 1+0*t-3*t^2+7*t^3-9*t^4+7*t^5-3*t^6+0*t^7+1*t^8;
Knot[2729,1]:= "12n_0641";Knot[2729,2]:= [-1,2,-3,-1,-3,-3,-2,3,-2,-2,-2,3,3] ;Knot[2729,3]:= 1-4*t+9*t^2-13*t^3+15*t^4-13*t^5+9*t^6-4*t^7+1*t^8;
Knot[2730,1]:= "12n_0642";Knot[2730,2]:= [-1,2,3,-4,1,3,4,2,-1,2,1,3,-4,3,2,4] ;Knot[2730,3]:= 1+7*t-15*t^2+7*t^3+1*t^4;
Knot[2731,1]:= "12n_0643";Knot[2731,2]:= [-1,2,3,3,2,1,1,-2,3,4,-3,4,-2,3] ;Knot[2731,3]:= -2+8*t-10*t^2+9*t^3-10*t^4+8*t^5-2*t^6;
Knot[2732,1]:= "12n_0644";Knot[2732,2]:= [1,2,2,2,3,1,3,1,2,-3,2,1,-2] ;Knot[2732,3]:= 2-2*t+0*t^2+1*t^3+0*t^4-2*t^5+2*t^6;
Knot[2733,1]:= "12n_0645";Knot[2733,2]:= [-1,2,3,-1,-2,-3,-4,-3,2,-4,3,-4,3,-2] ;Knot[2733,3]:= 2-8*t+16*t^2-19*t^3+16*t^4-8*t^5+2*t^6;
Knot[2734,1]:= "12n_0646";Knot[2734,2]:= [-1,2,-3,-1,-3,-3,-2,-2,3,-2,3,3,3] ;Knot[2734,3]:= -1+5*t-12*t^2+21*t^3-25*t^4+21*t^5-12*t^6+5*t^7-1*t^8;
Knot[2735,1]:= "12n_0647";Knot[2735,2]:= [-1,2,2,1,1,2,2,1,1,2,2,2] ;Knot[2735,3]:= 1+0*t-3*t^2+6*t^3-7*t^4+6*t^5-3*t^6+0*t^7+1*t^8;
Knot[2736,1]:= "12n_0648";Knot[2736,2]:= [-1,2,3,-1,3,3,2,-3,2,3,3,3,3] ;Knot[2736,3]:= -1+4*t-3*t^2-1*t^3+3*t^4-1*t^5-3*t^6+4*t^7-1*t^8;
Knot[2737,1]:= "12n_0649";Knot[2737,2]:= [1,-2,3,3,2,2,1,1,2,-3,-2,1,-2] ;Knot[2737,3]:= 1-5*t+11*t^2-14*t^3+15*t^4-14*t^5+11*t^6-5*t^7+1*t^8;
Knot[2738,1]:= "12n_0650";Knot[2738,2]:= [1,-2,3,3,2,2,-1,-1,2,-3,-2,1,-2] ;Knot[2738,3]:= 1-4*t+7*t^2-4*t^3+1*t^4;
Knot[2739,1]:= "12n_0651";Knot[2739,2]:= [-1,2,-3,4,-1,2,3,3,3,2,4,-3,-2,4] ;Knot[2739,3]:= 2-11*t+28*t^2-37*t^3+28*t^4-11*t^5+2*t^6;
Knot[2740,1]:= "12n_0652";Knot[2740,2]:= [-1,-1,-2,-2,-3,1,-2,1,2,2,-3,-3,2] ;Knot[2740,3]:= -1+5*t-15*t^2+30*t^3-37*t^4+30*t^5-15*t^6+5*t^7-1*t^8;
Knot[2741,1]:= "12n_0653";Knot[2741,2]:= [-1,2,3,-1,3,3,2,2,2,-3,2,3,3] ;Knot[2741,3]:= -1+4*t-5*t^2+6*t^3-7*t^4+6*t^5-5*t^6+4*t^7-1*t^8;
Knot[2742,1]:= "12n_0654";Knot[2742,2]:= [-1,2,-1,-2,3,-4,-2,-4,-3,-2,-3,4,-2,3] ;Knot[2742,3]:= -2+8*t-9*t^2+7*t^3-9*t^4+8*t^5-2*t^6;
Knot[2743,1]:= "12n_0655";Knot[2743,2]:= [-1,2,-1,-2,-3,-3,-2,-2,-3,-3,-2,-2,3] ;Knot[2743,3]:= 2-2*t-1*t^2+3*t^3-1*t^4-2*t^5+2*t^6;
Knot[2744,1]:= "12n_0656";Knot[2744,2]:= [-1,2,-1,-2,-3,-4,-2,-4,3,3,-2,-4,3,4] ;Knot[2744,3]:= 2-10*t+23*t^2-29*t^3+23*t^4-10*t^5+2*t^6;
Knot[2745,1]:= "12n_0657";Knot[2745,2]:= [-1,2,-3,-1,-3,-3,-2,3,-2,3,3,3,3] ;Knot[2745,3]:= 1-4*t+9*t^2-16*t^3+21*t^4-16*t^5+9*t^6-4*t^7+1*t^8;
Knot[2746,1]:= "12n_0658";Knot[2746,2]:= [-1,2,-3,-1,-3,-3,-2,-2,-2,3,-2,3,3] ;Knot[2746,3]:= 1-5*t+12*t^2-17*t^3+19*t^4-17*t^5+12*t^6-5*t^7+1*t^8;
Knot[2747,1]:= "12n_0659";Knot[2747,2]:= [-1,2,3,-1,3,3,2,-3,2,3,3,4,-3,4] ;Knot[2747,3]:= -2+10*t-16*t^2+17*t^3-16*t^4+10*t^5-2*t^6;
Knot[2748,1]:= "12n_0660";Knot[2748,2]:= [-1,2,-3,-3,-2,-2,-3,-1,-3,-2,3,-2,-2] ;Knot[2748,3]:= 1+3*t-12*t^2+17*t^3-12*t^4+3*t^5+1*t^6;
Knot[2749,1]:= "12n_0661";Knot[2749,2]:= [-1,2,3,-1,3,4,-2,-3,4,-3,2,2,3,4] ;Knot[2749,3]:= -2+6*t-5*t^2+3*t^3-5*t^4+6*t^5-2*t^6;
Knot[2750,1]:= "12n_0662";Knot[2750,2]:= [-1,2,-1,-2,-3,4,2,2,-3,-3,2,2,3,4] ;Knot[2750,3]:= 2-8*t+13*t^2-13*t^3+13*t^4-8*t^5+2*t^6;
Knot[2751,1]:= "12n_0663";Knot[2751,2]:= [-1,2,3,-4,-1,2,3,3,3,2,-4,3,-2,-4] ;Knot[2751,3]:= -1+6*t-15*t^2+23*t^3-25*t^4+23*t^5-15*t^6+6*t^7-1*t^8;
Knot[2752,1]:= "12n_0664";Knot[2752,2]:= [-1,2,3,-4,-1,3,-4,2,3,-4,3,-4] ;Knot[2752,3]:= 1-7*t+20*t^2-34*t^3+41*t^4-34*t^5+20*t^6-7*t^7+1*t^8;
Knot[2753,1]:= "12n_0665";Knot[2753,2]:= [-1,-2,-2,-1,-1,-2,3,-4,2,3,2,-4,3,-4] ;Knot[2753,3]:= -2+10*t-15*t^2+10*t^3-2*t^4;
Knot[2754,1]:= "12n_0666";Knot[2754,2]:= [-1,2,-1,2,-1,2,-1,-2,-2,-2,-2,-2] ;Knot[2754,3]:= 1-4*t+10*t^2-16*t^3+19*t^4-16*t^5+10*t^6-4*t^7+1*t^8;
Knot[2755,1]:= "12n_0667";Knot[2755,2]:= [1,-2,3,1,3,2,-3,2,2,1,-2,1,-2] ;Knot[2755,3]:= 2-8*t+17*t^2-21*t^3+17*t^4-8*t^5+2*t^6;
Knot[2756,1]:= "12n_0668";Knot[2756,2]:= [1,-2,3,1,3,2,2,2,1,-3,-2,1,-2] ;Knot[2756,3]:= 1-5*t+13*t^2-21*t^3+25*t^4-21*t^5+13*t^6-5*t^7+1*t^8;
Knot[2757,1]:= "12n_0669";Knot[2757,2]:= [-1,2,3,-1,-2,-3,-4,3,-2,-4,3,-4,3,-2] ;Knot[2757,3]:= 2-10*t+23*t^2-29*t^3+23*t^4-10*t^5+2*t^6;
Knot[2758,1]:= "12n_0670";Knot[2758,2]:= [1,2,2,1,1,1,-2,-3,-2,-2,1,-3,-3] ;Knot[2758,3]:= 1-2*t+3*t^2-4*t^3+5*t^4-4*t^5+3*t^6-2*t^7+1*t^8;
Knot[2759,1]:= "12n_0671";Knot[2759,2]:= [-1,2,2,-1,-1,-1,-2,-3,-2,-2,-1,-3,-3] ;Knot[2759,3]:= -1+6*t-13*t^2+18*t^3-19*t^4+18*t^5-13*t^6+6*t^7-1*t^8;
Knot[2760,1]:= "12n_0672";Knot[2760,2]:= [-1,2,2,-3,4,3,-1,-1,-2,3,3,2,4,3,3,-2] ;Knot[2760,3]:= 1-4*t+12*t^2-17*t^3+12*t^4-4*t^5+1*t^6;
Knot[2761,1]:= "12n_0673";Knot[2761,2]:= [1,1,1,2,2,1,-2,-3,-2,-2,1,-3,-3] ;Knot[2761,3]:= 1-1*t+0*t^2+0*t^3+1*t^4+0*t^5+0*t^6-1*t^7+1*t^8;
Knot[2762,1]:= "12n_0674";Knot[2762,2]:= [-1,-1,-1,2,2,-1,-1,-2,-2,-2,-2,-2] ;Knot[2762,3]:= -1+5*t-10*t^2+14*t^3-15*t^4+14*t^5-10*t^6+5*t^7-1*t^8;
Knot[2763,1]:= "12n_0675";Knot[2763,2]:= [-1,-1,-1,-2,-2,-1,-1,2,2,2,2,2] ;Knot[2763,3]:= 1-3*t+6*t^2-8*t^3+9*t^4-8*t^5+6*t^6-3*t^7+1*t^8;
Knot[2764,1]:= "12n_0676";Knot[2764,2]:= [-1,-2,-2,3,4,-3,-1,4,3,-1,2,2,3,-2] ;Knot[2764,3]:= 2-2*t-4*t^2+9*t^3-4*t^4-2*t^5+2*t^6;
Knot[2765,1]:= "12n_0677";Knot[2765,2]:= [-1,2,3,1,3,1,1,1,2,-3,2,-1,2] ;Knot[2765,3]:= -2+10*t-20*t^2+25*t^3-20*t^4+10*t^5-2*t^6;
Knot[2766,1]:= "12n_0678";Knot[2766,2]:= [-1,2,3,-1,3,2,-3,2,-1,-2,-2,-2,-2] ;Knot[2766,3]:= 2-8*t+18*t^2-23*t^3+18*t^4-8*t^5+2*t^6;
Knot[2767,1]:= "12n_0679";Knot[2767,2]:= [-1,-1,-1,-2,-2,-1,-1,-2,-2,-2,-2,-2] ;Knot[2767,3]:= 1-1*t-1*t^2+4*t^3-6*t^4+7*t^5-6*t^6+4*t^7-1*t^8-1*t^9+1*t^10;
Knot[2768,1]:= "12n_0680";Knot[2768,2]:= [-1,2,-1,-2,-2,-2,-3,-3,-2,-2,-3,-3,-3] ;Knot[2768,3]:= 2-3*t-1*t^2+8*t^3-11*t^4+8*t^5-1*t^6-3*t^7+2*t^8;
Knot[2769,1]:= "12n_0681";Knot[2769,2]:= [1,1,2,2,1,1,-2,-3,-2,-2,1,-3,-3] ;Knot[2769,3]:= 1-2*t+3*t^2-4*t^3+5*t^4-4*t^5+3*t^6-2*t^7+1*t^8;
Knot[2770,1]:= "12n_0682";Knot[2770,2]:= [-1,-1,2,2,-1,-1,-2,-3,-2,-2,-1,-3,-3] ;Knot[2770,3]:= -1+6*t-13*t^2+18*t^3-19*t^4+18*t^5-13*t^6+6*t^7-1*t^8;
Knot[2771,1]:= "12n_0683";Knot[2771,2]:= [-1,2,-1,2,-1,-1,-1,-2,1,-2,-2,-2] ;Knot[2771,3]:= 1-4*t+11*t^2-18*t^3+21*t^4-18*t^5+11*t^6-4*t^7+1*t^8;
Knot[2772,1]:= "12n_0684";Knot[2772,2]:= [-1,2,-1,2,-1,-1,-1,2,-1,-2,-2,-2] ;Knot[2772,3]:= 1-4*t+10*t^2-15*t^3+17*t^4-15*t^5+10*t^6-4*t^7+1*t^8;
Knot[2773,1]:= "12n_0685";Knot[2773,2]:= [-1,2,-1,-2,3,3,-2,-2,-3,-3,-2,-2,3] ;Knot[2773,3]:= 2-8*t+18*t^2-23*t^3+18*t^4-8*t^5+2*t^6;
Knot[2774,1]:= "12n_0686";Knot[2774,2]:= [-1,2,-1,-2,-3,2,-3,-3,-3,2,-3,2,-3] ;Knot[2774,3]:= 1-5*t+13*t^2-19*t^3+21*t^4-19*t^5+13*t^6-5*t^7+1*t^8;
Knot[2775,1]:= "12n_0687";Knot[2775,2]:= [-1,2,-1,-2,3,4,-2,4,-3,-3,-2,-4,3,-4] ;Knot[2775,3]:= 2-10*t+25*t^2-33*t^3+25*t^4-10*t^5+2*t^6;
Knot[2776,1]:= "12n_0688";Knot[2776,2]:= [-1,-1,-1,-2,-2,-2,-2,-1,-1,-2,-2,-2] ;Knot[2776,3]:= 1-1*t-1*t^2+5*t^3-9*t^4+11*t^5-9*t^6+5*t^7-1*t^8-1*t^9+1*t^10;
Knot[2777,1]:= "12n_0689";Knot[2777,2]:= [1,2,2,2,3,1,3,1,1,2,-3,2,1] ;Knot[2777,3]:= 2-3*t+0*t^2+5*t^3-7*t^4+5*t^5+0*t^6-3*t^7+2*t^8;
Knot[2778,1]:= "12n_0690";Knot[2778,2]:= [-1,-2,-2,3,-1,3,-1,2,-3,4,2,-3,4,3] ;Knot[2778,3]:= 1+2*t-12*t^2+19*t^3-12*t^4+2*t^5+1*t^6;
Knot[2779,1]:= "12n_0691";Knot[2779,2]:= [1,2,3,3,2,1,1,1,2,-3,2,2,1] ;Knot[2779,3]:= 2-3*t-2*t^2+12*t^3-17*t^4+12*t^5-2*t^6-3*t^7+2*t^8;
Knot[2780,1]:= "12n_0692";Knot[2780,2]:= [1,2,3,3,2,2,1,1,1,2,-3,2,1] ;Knot[2780,3]:= 2-3*t-2*t^2+12*t^3-17*t^4+12*t^5-2*t^6-3*t^7+2*t^8;
Knot[2781,1]:= "12n_0693";Knot[2781,2]:= [-1,-2,-2,3,-1,-1,-2,-2,-3,-3,-4,2,3,-4] ;Knot[2781,3]:= -1+4*t-2*t^2-7*t^3+13*t^4-7*t^5-2*t^6+4*t^7-1*t^8;
Knot[2782,1]:= "12n_0694";Knot[2782,2]:= [-1,-2,-2,-3,-1,-1,-2,-2,-3,-3,-2,-1,2] ;Knot[2782,3]:= 1+0*t-4*t^2+9*t^3-11*t^4+9*t^5-4*t^6+0*t^7+1*t^8;
Knot[2783,1]:= "12n_0695";Knot[2783,2]:= [1,2,-1,2,1,-3,1,-3,-3,2,1,-3,-3] ;Knot[2783,3]:= 1-4*t+10*t^2-17*t^3+21*t^4-17*t^5+10*t^6-4*t^7+1*t^8;
Knot[2784,1]:= "12n_0696";Knot[2784,2]:= [-1,-2,-2,3,-4,-1,-1,-2,3,-2,-4,3,-4,-3] ;Knot[2784,3]:= -1+4*t-2*t^2-7*t^3+13*t^4-7*t^5-2*t^6+4*t^7-1*t^8;
Knot[2785,1]:= "12n_0697";Knot[2785,2]:= [-1,-2,-2,3,-1,3,-1,-2,3,-4,-2,3,-4,-3] ;Knot[2785,3]:= 1-4*t+6*t^2-1*t^3-3*t^4-1*t^5+6*t^6-4*t^7+1*t^8;
Knot[2786,1]:= "12n_0698";Knot[2786,2]:= [1,2,3,3,2,-1,2,-3,-1,2,2,2,1] ;Knot[2786,3]:= -2+12*t-25*t^2+31*t^3-25*t^4+12*t^5-2*t^6;
Knot[2787,1]:= "12n_0699";Knot[2787,2]:= [-1,2,-1,-2,3,-2,-3,-4,-4,-3,2,-3,4,-3] ;Knot[2787,3]:= -2+12*t-19*t^2+12*t^3-2*t^4;
Knot[2788,1]:= "12n_0700";Knot[2788,2]:= [-1,2,-1,2,3,3,3,3,2,1,1,2,-3] ;Knot[2788,3]:= -2+11*t-21*t^2+25*t^3-21*t^4+11*t^5-2*t^6;
Knot[2789,1]:= "12n_0701";Knot[2789,2]:= [-1,2,3,4,-3,4,3,-2,3,1,-4,3,1,2] ;Knot[2789,3]:= -3+16*t-25*t^2+16*t^3-3*t^4;
Knot[2790,1]:= "12n_0702";Knot[2790,2]:= [-1,2,3,3,2,-1,-2,-2,-2,-3,2,-1,2] ;Knot[2790,3]:= -2+12*t-28*t^2+37*t^3-28*t^4+12*t^5-2*t^6;
Knot[2791,1]:= "12n_0703";Knot[2791,2]:= [-1,2,-1,-2,-3,2,-3,2,-3,2,-3,-3,-3] ;Knot[2791,3]:= 1-5*t+11*t^2-13*t^3+13*t^4-13*t^5+11*t^6-5*t^7+1*t^8;
Knot[2792,1]:= "12n_0704";Knot[2792,2]:= [-1,2,-3,4,-1,-3,2,-3,-2,3,4,-3,-2,4] ;Knot[2792,3]:= 4-15*t+23*t^2-15*t^3+4*t^4;
Knot[2793,1]:= "12n_0705";Knot[2793,2]:= [-1,2,3,-4,-1,2,2,-3,2,-3,-3,-4,3,-2] ;Knot[2793,3]:= -1+9*t-26*t^2+37*t^3-26*t^4+9*t^5-1*t^6;
Knot[2794,1]:= "12n_0706";Knot[2794,2]:= [1,2,-3,-4,1,2,-3,1,2,-4,-3,-4] ;Knot[2794,3]:= 1-4*t+6*t^2-8*t^3+11*t^4-8*t^5+6*t^6-4*t^7+1*t^8;
Knot[2795,1]:= "12n_0707";Knot[2795,2]:= [-1,2,2,2,1,-2,1,-2,1,2,2,2] ;Knot[2795,3]:= 1-4*t+11*t^2-17*t^3+19*t^4-17*t^5+11*t^6-4*t^7+1*t^8;
Knot[2796,1]:= "12n_0708";Knot[2796,2]:= [-1,2,2,2,-1,2,-1,-2,1,-2,-2,-2] ;Knot[2796,3]:= 1-3*t+6*t^2-9*t^3+11*t^4-9*t^5+6*t^6-3*t^7+1*t^8;
Knot[2797,1]:= "12n_0709";Knot[2797,2]:= [-1,2,2,2,-1,2,-1,2,-1,-2,-2,-2] ;Knot[2797,3]:= 1-4*t+8*t^2-11*t^3+13*t^4-11*t^5+8*t^6-4*t^7+1*t^8;
Knot[2798,1]:= "12n_0710";Knot[2798,2]:= [-1,2,-1,-2,3,3,2,2,-3,-3,2,2,3] ;Knot[2798,3]:= 2-10*t+22*t^2-27*t^3+22*t^4-10*t^5+2*t^6;
Knot[2799,1]:= "12n_0711";Knot[2799,2]:= [-1,2,-1,-2,-3,2,-3,2,-3,2,2,2,-3] ;Knot[2799,3]:= 1-5*t+13*t^2-23*t^3+29*t^4-23*t^5+13*t^6-5*t^7+1*t^8;
Knot[2800,1]:= "12n_0712";Knot[2800,2]:= [1,-2,3,3,-2,1,-2,-2,-2,-3,-2,1,-2] ;Knot[2800,3]:= 3-13*t+27*t^2-33*t^3+27*t^4-13*t^5+3*t^6;
Knot[2801,1]:= "12n_0713";Knot[2801,2]:= [1,1,1,-2,3,3,-2,1,-2,-3,-2,1,-2] ;Knot[2801,3]:= 3-11*t+20*t^2-23*t^3+20*t^4-11*t^5+3*t^6;
Knot[2802,1]:= "12n_0714";Knot[2802,2]:= [1,-2,1,-2,-3,-2,1,2,2,-3,-3,-2,-2] ;Knot[2802,3]:= 3-14*t+30*t^2-37*t^3+30*t^4-14*t^5+3*t^6;
Knot[2803,1]:= "12n_0715";Knot[2803,2]:= [-1,2,3,-4,-2,-3,4,-3,2,-3,1,-4,1,2] ;Knot[2803,3]:= 6-22*t+33*t^2-22*t^3+6*t^4;
Knot[2804,1]:= "12n_0716";Knot[2804,2]:= [1,-2,3,1,3,1,-2,1,-2,-3,-2,1,-2] ;Knot[2804,3]:= 2-9*t+18*t^2-21*t^3+18*t^4-9*t^5+2*t^6;
Knot[2805,1]:= "12n_0717";Knot[2805,2]:= [-1,-1,2,2,-3,1,-2,1,2,2,3,3,2] ;Knot[2805,3]:= 1-4*t+12*t^2-17*t^3+12*t^4-4*t^5+1*t^6;
Knot[2806,1]:= "12n_0718";Knot[2806,2]:= [-1,-2,1,-2,-1,2,-3,2,-1,2,3,3,2] ;Knot[2806,3]:= 2-7*t+12*t^2-13*t^3+12*t^4-7*t^5+2*t^6;
Knot[2807,1]:= "12n_0719";Knot[2807,2]:= [-1,2,-1,-2,3,-2,3,-2,3,-2,-3,-3,-3] ;Knot[2807,3]:= 1-5*t+13*t^2-17*t^3+13*t^4-5*t^5+1*t^6;
Knot[2808,1]:= "12n_0720";Knot[2808,2]:= [-1,2,-3,4,2,3,1,3,1,-2,3,-2,3,4] ;Knot[2808,3]:= -2+11*t-23*t^2+29*t^3-23*t^4+11*t^5-2*t^6;
Knot[2809,1]:= "12n_0721";Knot[2809,2]:= [-1,-2,-2,-1,-1,-1,-1,2,2,2,2,2] ;Knot[2809,3]:= 1-2*t+3*t^2-4*t^3+5*t^4-4*t^5+3*t^6-2*t^7+1*t^8;
Knot[2810,1]:= "12n_0722";Knot[2810,2]:= [-1,2,2,-1,-1,-1,-1,-2,-2,-2,-2,-2] ;Knot[2810,3]:= -1+4*t-7*t^2+10*t^3-11*t^4+10*t^5-7*t^6+4*t^7-1*t^8;
Knot[2811,1]:= "12n_0723";Knot[2811,2]:= [1,2,3,-1,3,-1,-1,-1,2,-3,2,1,-2] ;Knot[2811,3]:= 2-4*t+3*t^2-1*t^3+3*t^4-4*t^5+2*t^6;
Knot[2812,1]:= "12n_0724";Knot[2812,2]:= [1,-2,3,1,3,1,1,1,2,-3,2,-1,2] ;Knot[2812,3]:= -2+8*t-13*t^2+15*t^3-13*t^4+8*t^5-2*t^6;
Knot[2813,1]:= "12n_0725";Knot[2813,2]:= [-1,-2,-2,-1,-1,-1,-1,-2,-2,-2,-2,-2] ;Knot[2813,3]:= 1-1*t+0*t^2+1*t^3-2*t^4+3*t^5-2*t^6+1*t^7+0*t^8-1*t^9+1*t^10;
Knot[2814,1]:= "12n_0726";Knot[2814,2]:= [-1,2,-3,2,3,-2,3,1,3,4,-3,1,2,4] ;Knot[2814,3]:= -4+16*t-23*t^2+16*t^3-4*t^4;
Knot[2815,1]:= "12n_0727";Knot[2815,2]:= [-1,2,3,4,-1,2,2,-3,4,-2,-2,3,-2,3] ;Knot[2815,3]:= 2-10*t+21*t^2-25*t^3+21*t^4-10*t^5+2*t^6;
Knot[2816,1]:= "12n_0728";Knot[2816,2]:= [-1,2,3,2,3,-1,-1,2,-3,2,-1,2,3] ;Knot[2816,3]:= -1+5*t-13*t^2+22*t^3-25*t^4+22*t^5-13*t^6+5*t^7-1*t^8;
Knot[2817,1]:= "12n_0729";Knot[2817,2]:= [-1,2,3,2,3,1,1,2,-3,2,-1,2,3] ;Knot[2817,3]:= -2+9*t-16*t^2+19*t^3-16*t^4+9*t^5-2*t^6;
Knot[2818,1]:= "12n_0730";Knot[2818,2]:= [1,2,3,2,3,-1,-1,2,-3,2,1,-2,3] ;Knot[2818,3]:= 1-4*t+11*t^2-15*t^3+11*t^4-4*t^5+1*t^6;
Knot[2819,1]:= "12n_0731";Knot[2819,2]:= [-1,-2,3,4,-2,-2,-3,1,1,2,-3,2,4,3] ;Knot[2819,3]:= -2+11*t-28*t^2+39*t^3-28*t^4+11*t^5-2*t^6;
Knot[2820,1]:= "12n_0732";Knot[2820,2]:= [-1,2,3,-4,-1,-2,3,4,4,3,2,2,3,-4] ;Knot[2820,3]:= 1-9*t+28*t^2-39*t^3+28*t^4-9*t^5+1*t^6;
Knot[2821,1]:= "12n_0733";Knot[2821,2]:= [-1,2,-1,-2,-3,2,-3,2,-3,2,-3,-4,3,-4] ;Knot[2821,3]:= 2-12*t+31*t^2-41*t^3+31*t^4-12*t^5+2*t^6;
Knot[2822,1]:= "12n_0734";Knot[2822,2]:= [1,2,3,3,2,-1,2,2,2,-3,-1,2,1] ;Knot[2822,3]:= -2+10*t-19*t^2+23*t^3-19*t^4+10*t^5-2*t^6;
Knot[2823,1]:= "12n_0735";Knot[2823,2]:= [-1,2,-1,-2,-3,-3,-4,-4,-3,-2,3,-2,-3,4,2,3] ;Knot[2823,3]:= -4+18*t-27*t^2+18*t^3-4*t^4;
Knot[2824,1]:= "12n_0736";Knot[2824,2]:= [-1,2,3,-4,-1,2,2,3,-4,3,-2,3,4,4] ;Knot[2824,3]:= 2-13*t+36*t^2-49*t^3+36*t^4-13*t^5+2*t^6;
Knot[2825,1]:= "12n_0737";Knot[2825,2]:= [1,2,3,-1,3,2,-1,2,-3,-1,2,1,-2] ;Knot[2825,3]:= -2+7*t-9*t^2+9*t^3-9*t^4+7*t^5-2*t^6;
Knot[2826,1]:= "12n_0738";Knot[2826,2]:= [-1,2,2,1,1,2,2,3,3,2,-1,2,-3] ;Knot[2826,3]:= -2+13*t-30*t^2+39*t^3-30*t^4+13*t^5-2*t^6;
Knot[2827,1]:= "12n_0739";Knot[2827,2]:= [-1,-2,-2,-1,-1,-2,-2,3,3,2,-1,2,-3] ;Knot[2827,3]:= 1-4*t+5*t^2+1*t^3-5*t^4+1*t^5+5*t^6-4*t^7+1*t^8;
Knot[2828,1]:= "12n_0740";Knot[2828,2]:= [1,-2,3,-1,3,2,-1,2,-3,-1,-2,1,-2] ;Knot[2828,3]:= -2+10*t-24*t^2+33*t^3-24*t^4+10*t^5-2*t^6;
Knot[2829,1]:= "12n_0741";Knot[2829,2]:= [1,-2,3,3,-2,1,-2,-3,-2,1,-2,-2,-2] ;Knot[2829,3]:= 3-11*t+21*t^2-25*t^3+21*t^4-11*t^5+3*t^6;
Knot[2830,1]:= "12n_0742";Knot[2830,2]:= [-1,-1,2,2,1,1,2,-3,2,-1,2,3,3] ;Knot[2830,3]:= 2-9*t+21*t^2-27*t^3+21*t^4-9*t^5+2*t^6;
Knot[2831,1]:= "12n_0743";Knot[2831,2]:= [-1,2,-1,-2,3,4,-2,4,-3,2,-3,-4,-2,3] ;Knot[2831,3]:= 6-21*t+31*t^2-21*t^3+6*t^4;
Knot[2832,1]:= "12n_0744";Knot[2832,2]:= [-1,2,3,3,2,1,1,-2,3,4,-2,-3,4,3] ;Knot[2832,3]:= -2+9*t-15*t^2+17*t^3-15*t^4+9*t^5-2*t^6;
Knot[2833,1]:= "12n_0745";Knot[2833,2]:= [-1,2,-1,-2,3,-4,2,-4,-3,2,-3,4,2,3] ;Knot[2833,3]:= -1+10*t-30*t^2+43*t^3-30*t^4+10*t^5-1*t^6;
Knot[2834,1]:= "12n_0746";Knot[2834,2]:= [-1,2,-1,-2,-3,-4,2,-4,-3,2,-3,4,2,-3] ;Knot[2834,3]:= 2-11*t+28*t^2-37*t^3+28*t^4-11*t^5+2*t^6;
Knot[2835,1]:= "12n_0747";Knot[2835,2]:= [-1,2,2,1,1,-2,-2,1,1,2,2,2] ;Knot[2835,3]:= 1-5*t+13*t^2-20*t^3+23*t^4-20*t^5+13*t^6-5*t^7+1*t^8;
Knot[2836,1]:= "12n_0748";Knot[2836,2]:= [-1,2,2,-1,-1,2,2,-1,-1,-2,-2,-2] ;Knot[2836,3]:= -1+4*t-9*t^2+16*t^3-19*t^4+16*t^5-9*t^6+4*t^7-1*t^8;
Knot[2837,1]:= "12n_0749";Knot[2837,2]:= [-1,-2,-2,-1,-1,-2,-2,-1,-1,2,2,2] ;Knot[2837,3]:= 1-1*t+1*t^2-1*t^3+1*t^4-1*t^5+1*t^6;
Knot[2838,1]:= "12n_0750";Knot[2838,2]:= [-1,2,2,-1,-1,-2,-2,-1,-1,-2,-2,-2] ;Knot[2838,3]:= 2-5*t+7*t^2-5*t^3+2*t^4;
Knot[2839,1]:= "12n_0751";Knot[2839,2]:= [-1,2,2,-1,-1,-2,-2,-1,-1,2,2,2] ;Knot[2839,3]:= 1-4*t+9*t^2-13*t^3+15*t^4-13*t^5+9*t^6-4*t^7+1*t^8;
Knot[2840,1]:= "12n_0752";Knot[2840,2]:= [-1,2,-1,-2,3,-2,3,2,2,2,3,-2,3] ;Knot[2840,3]:= 2-9*t+20*t^2-25*t^3+20*t^4-9*t^5+2*t^6;
Knot[2841,1]:= "12n_0753";Knot[2841,2]:= [-1,2,1,1,2,-3,2,-1,2,2,3,3,2] ;Knot[2841,3]:= -2+11*t-24*t^2+31*t^3-24*t^4+11*t^5-2*t^6;
Knot[2842,1]:= "12n_0754";Knot[2842,2]:= [-1,2,-1,-2,-3,2,-3,2,2,2,-3,2,-3] ;Knot[2842,3]:= 1-5*t+13*t^2-21*t^3+25*t^4-21*t^5+13*t^6-5*t^7+1*t^8;
Knot[2843,1]:= "12n_0755";Knot[2843,2]:= [-1,2,-1,-2,-3,2,-3,-2,-2,3,-2,4,-3,4] ;Knot[2843,3]:= 1-10*t+29*t^2-39*t^3+29*t^4-10*t^5+1*t^6;
Knot[2844,1]:= "12n_0756";Knot[2844,2]:= [-1,2,-1,-2,3,3,4,2,2,-3,-2,4,-2,3] ;Knot[2844,3]:= 2-10*t+23*t^2-29*t^3+23*t^4-10*t^5+2*t^6;
Knot[2845,1]:= "12n_0757";Knot[2845,2]:= [-1,-2,3,-4,2,2,3,1,1,-2,3,-2,-4,3] ;Knot[2845,3]:= 1-9*t+28*t^2-39*t^3+28*t^4-9*t^5+1*t^6;
Knot[2846,1]:= "12n_0758";Knot[2846,2]:= [-1,2,-3,4,2,3,1,1,2,2,3,3,2,4] ;Knot[2846,3]:= 5-14*t+21*t^2-23*t^3+21*t^4-14*t^5+5*t^6;
Knot[2847,1]:= "12n_0759";Knot[2847,2]:= [-1,2,3,3,2,1,1,2,-3,-4,2,3,-4,-3] ;Knot[2847,3]:= -7+28*t-41*t^2+28*t^3-7*t^4;
Knot[2848,1]:= "12n_0760";Knot[2848,2]:= [-1,-2,3,2,-3,2,-4,1,1,2,-3,2,-3,-4] ;Knot[2848,3]:= -2+11*t-29*t^2+41*t^3-29*t^4+11*t^5-2*t^6;
Knot[2849,1]:= "12n_0761";Knot[2849,2]:= [-1,2,3,-4,-1,3,2,2,3,3,-4,2,3,-2] ;Knot[2849,3]:= 1-5*t+10*t^2-10*t^3+9*t^4-10*t^5+10*t^6-5*t^7+1*t^8;
Knot[2850,1]:= "12n_0762";Knot[2850,2]:= [-1,2,-1,-2,3,3,-4,2,2,3,2,-4,2,3] ;Knot[2850,3]:= 1-5*t+10*t^2-12*t^3+13*t^4-12*t^5+10*t^6-5*t^7+1*t^8;
Knot[2851,1]:= "12n_0763";Knot[2851,2]:= [-1,2,3,-2,3,2,-4,3,1,1,-2,-2,-3,-3,2,-4] ;Knot[2851,3]:= -1+12*t-36*t^2+51*t^3-36*t^4+12*t^5-1*t^6;
Knot[2852,1]:= "12n_0764";Knot[2852,2]:= [1,1,2,2,-3,1,-2,1,2,2,3,3,2] ;Knot[2852,3]:= 3-5*t+3*t^2-1*t^3+3*t^4-5*t^5+3*t^6;
Knot[2853,1]:= "12n_0765";Knot[2853,2]:= [-1,2,3,-1,-2,-3,-3,4,-3,-2,-2,-3,-3,4] ;Knot[2853,3]:= -3+15*t-31*t^2+39*t^3-31*t^4+15*t^5-3*t^6;
Knot[2854,1]:= "12n_0766";Knot[2854,2]:= [-1,2,3,4,-1,4,3,3,2,-3,2,-4,3,3] ;Knot[2854,3]:= -3+13*t-21*t^2+23*t^3-21*t^4+13*t^5-3*t^6;
Knot[2855,1]:= "12n_0767";Knot[2855,2]:= [-1,2,-1,-1,-1,2,2,1,1,1,1,2] ;Knot[2855,3]:= -1+4*t-9*t^2+15*t^3-17*t^4+15*t^5-9*t^6+4*t^7-1*t^8;
Knot[2856,1]:= "12n_0768";Knot[2856,2]:= [-1,2,-1,-2,-3,-3,2,2,-3,-2,-2,3,3] ;Knot[2856,3]:= -1+3*t-5*t^2+7*t^3-5*t^4+3*t^5-1*t^6;
Knot[2857,1]:= "12n_0769";Knot[2857,2]:= [1,2,3,3,2,2,-1,-1,2,-3,2,1,-2] ;Knot[2857,3]:= 2-8*t+20*t^2-27*t^3+20*t^4-8*t^5+2*t^6;
Knot[2858,1]:= "12n_0770";Knot[2858,2]:= [-1,2,3,3,2,2,1,1,2,-3,2,-1,2] ;Knot[2858,3]:= -3+16*t-35*t^2+45*t^3-35*t^4+16*t^5-3*t^6;
Knot[2859,1]:= "12n_0771";Knot[2859,2]:= [-1,2,3,-1,3,2,2,1,1,2,-3,2,-1] ;Knot[2859,3]:= 2-10*t+24*t^2-31*t^3+24*t^4-10*t^5+2*t^6;
Knot[2860,1]:= "12n_0772";Knot[2860,2]:= [-1,2,3,-1,3,-2,-2,-1,-1,2,-3,2,-1] ;Knot[2860,3]:= 3-13*t+29*t^2-37*t^3+29*t^4-13*t^5+3*t^6;
Knot[2861,1]:= "12n_0773";Knot[2861,2]:= [1,-2,-2,3,3,-2,1,-2,-2,-2,-3,-2,-2] ;Knot[2861,3]:= -3+11*t-19*t^2+23*t^3-19*t^4+11*t^5-3*t^6;
Knot[2862,1]:= "12n_0774";Knot[2862,2]:= [-1,2,-3,4,-1,-3,-3,2,-3,-2,3,4,-3,-2] ;Knot[2862,3]:= -4+13*t-17*t^2+13*t^3-4*t^4;
Knot[2863,1]:= "12n_0775";Knot[2863,2]:= [-1,-2,-3,-3,4,-2,-3,1,1,2,-3,4,-3,2] ;Knot[2863,3]:= -1+6*t-17*t^2+27*t^3-29*t^4+27*t^5-17*t^6+6*t^7-1*t^8;
Knot[2864,1]:= "12n_0776";Knot[2864,2]:= [-1,-2,-3,-2,-3,-2,4,1,1,2,-3,2,-3,4] ;Knot[2864,3]:= -1+6*t-15*t^2+21*t^3-21*t^4+21*t^5-15*t^6+6*t^7-1*t^8;
Knot[2865,1]:= "12n_0777";Knot[2865,2]:= [1,2,3,3,2,-1,-1,-1,2,-3,-1,2,1] ;Knot[2865,3]:= -2+8*t-14*t^2+17*t^3-14*t^4+8*t^5-2*t^6;
Knot[2866,1]:= "12n_0778";Knot[2866,2]:= [-1,2,3,-1,3,3,2,2,3,3,-2,3,-2] ;Knot[2866,3]:= -3+11*t-18*t^2+21*t^3-18*t^4+11*t^5-3*t^6;
Knot[2867,1]:= "12n_0779";Knot[2867,2]:= [1,-2,-3,-3,2,-1,2,-3,1,-2,1,-2,-2] ;Knot[2867,3]:= 2-11*t+26*t^2-33*t^3+26*t^4-11*t^5+2*t^6;
Knot[2868,1]:= "12n_0780";Knot[2868,2]:= [-1,2,3,-4,-1,2,-4,2,3,-2,3,4,-3,4] ;Knot[2868,3]:= -1+8*t-19*t^2+25*t^3-19*t^4+8*t^5-1*t^6;
Knot[2869,1]:= "12n_0781";Knot[2869,2]:= [-1,2,3,2,3,-1,-1,2,-3,-1,2,3,-1] ;Knot[2869,3]:= 1-4*t+10*t^2-19*t^3+25*t^4-19*t^5+10*t^6-4*t^7+1*t^8;
Knot[2870,1]:= "12n_0782";Knot[2870,2]:= [1,-2,-2,3,1,3,1,-2,1,-2,-3,-2,-2] ;Knot[2870,3]:= -2+8*t-18*t^2+25*t^3-18*t^4+8*t^5-2*t^6;
Knot[2871,1]:= "12n_0783";Knot[2871,2]:= [-1,2,-3,4,-1,2,2,3,3,4,2,-3,-2,4] ;Knot[2871,3]:= 2-11*t+30*t^2-41*t^3+30*t^4-11*t^5+2*t^6;
Knot[2872,1]:= "12n_0784";Knot[2872,2]:= [-1,2,3,-4,-1,2,2,3,3,-4,2,3,-2,-4] ;Knot[2872,3]:= -1+6*t-15*t^2+25*t^3-29*t^4+25*t^5-15*t^6+6*t^7-1*t^8;
Knot[2873,1]:= "12n_0785";Knot[2873,2]:= [-1,2,3,3,2,1,1,2,-3,-4,3,-4,2,-3] ;Knot[2873,3]:= -6+23*t-33*t^2+23*t^3-6*t^4;
Knot[2874,1]:= "12n_0786";Knot[2874,2]:= [-1,2,-3,-3,2,1,1,2,-3,4,2,-3,4,3] ;Knot[2874,3]:= 2-12*t+33*t^2-45*t^3+33*t^4-12*t^5+2*t^6;
Knot[2875,1]:= "12n_0787";Knot[2875,2]:= [-1,2,-1,-2,-3,2,2,-3,2,2,-3,-3,-3] ;Knot[2875,3]:= -1+4*t-9*t^2+14*t^3-15*t^4+14*t^5-9*t^6+4*t^7-1*t^8;
Knot[2876,1]:= "12n_0788";Knot[2876,2]:= [-1,2,-1,-2,3,3,-2,-2,-3,-4,2,2,3,-4] ;Knot[2876,3]:= -2+10*t-25*t^2+35*t^3-25*t^4+10*t^5-2*t^6;
Knot[2877,1]:= "12n_0789";Knot[2877,2]:= [-1,2,-1,-2,-3,-3,4,2,3,3,4,2,-3,4] ;Knot[2877,3]:= -2+9*t-20*t^2+27*t^3-20*t^4+9*t^5-2*t^6;
Knot[2878,1]:= "12n_0790";Knot[2878,2]:= [-1,2,-3,2,-3,-2,3,-1,2,-3,-1,2,2] ;Knot[2878,3]:= 1-5*t+15*t^2-28*t^3+35*t^4-28*t^5+15*t^6-5*t^7+1*t^8;
Knot[2879,1]:= "12n_0791";Knot[2879,2]:= [1,2,3,3,-2,1,1,-2,1,-2,-3,2,1] ;Knot[2879,3]:= 1-5*t+13*t^2-18*t^3+19*t^4-18*t^5+13*t^6-5*t^7+1*t^8;
Knot[2880,1]:= "12n_0792";Knot[2880,2]:= [-1,2,-1,-2,-3,2,2,2,2,-3,2,2,-3] ;Knot[2880,3]:= -1+4*t-10*t^2+16*t^3-17*t^4+16*t^5-10*t^6+4*t^7-1*t^8;
Knot[2881,1]:= "12n_0793";Knot[2881,2]:= [-1,2,3,-1,3,3,3,2,-3,-3,2,2,3] ;Knot[2881,3]:= -3+9*t-12*t^2+13*t^3-12*t^4+9*t^5-3*t^6;
Knot[2882,1]:= "12n_0794";Knot[2882,2]:= [-1,2,3,4,-1,-2,-2,3,3,4,-2,3,-2,-4] ;Knot[2882,3]:= -2+9*t-23*t^2+33*t^3-23*t^4+9*t^5-2*t^6;
Knot[2883,1]:= "12n_0795";Knot[2883,2]:= [-1,2,-3,-4,3,-4,2,2,3,-2,3,1,1,2] ;Knot[2883,3]:= -6+20*t-27*t^2+20*t^3-6*t^4;
Knot[2884,1]:= "12n_0796";Knot[2884,2]:= [1,2,2,2,3,3,2,-1,2,-3,-1,2,1] ;Knot[2884,3]:= -2+11*t-22*t^2+27*t^3-22*t^4+11*t^5-2*t^6;
Knot[2885,1]:= "12n_0797";Knot[2885,2]:= [-1,2,-3,2,3,-2,4,-3,1,4,3,1,2,-3,2,3] ;Knot[2885,3]:= -3+15*t-23*t^2+15*t^3-3*t^4;
Knot[2886,1]:= "12n_0798";Knot[2886,2]:= [-1,2,3,-2,3,2,-4,1,1,-2,3,-2,3,-4] ;Knot[2886,3]:= 1-7*t+22*t^2-31*t^3+22*t^4-7*t^5+1*t^6;
Knot[2887,1]:= "12n_0799";Knot[2887,2]:= [-1,2,-3,2,-3,2,4,1,1,-2,3,-2,3,4] ;Knot[2887,3]:= 2-13*t+32*t^2-41*t^3+32*t^4-13*t^5+2*t^6;
Knot[2888,1]:= "12n_0800";Knot[2888,2]:= [1,2,3,3,-2,1,-2,1,-2,-2,-3,2,1] ;Knot[2888,3]:= -1+5*t-13*t^2+24*t^3-29*t^4+24*t^5-13*t^6+5*t^7-1*t^8;
Knot[2889,1]:= "12n_0801";Knot[2889,2]:= [-1,-2,1,-2,-3,2,-1,-3,-2,3,-2,-3,-3] ;Knot[2889,3]:= -1+5*t-7*t^2+5*t^3-1*t^4;
Knot[2890,1]:= "12n_0802";Knot[2890,2]:= [-1,2,-3,-1,2,2,-3,-3,-2,3,-2,3,3] ;Knot[2890,3]:= 1-5*t+14*t^2-25*t^3+31*t^4-25*t^5+14*t^6-5*t^7+1*t^8;
Knot[2891,1]:= "12n_0803";Knot[2891,2]:= [-1,2,-3,-1,2,-3,-3,2,-3,-3,2,-3,-2] ;Knot[2891,3]:= 1-5*t+14*t^2-21*t^3+23*t^4-21*t^5+14*t^6-5*t^7+1*t^8;
Knot[2892,1]:= "12n_0804";Knot[2892,2]:= [1,-2,-2,3,1,3,2,2,2,-3,1,-2,-2] ;Knot[2892,3]:= -1+4*t-11*t^2+20*t^3-23*t^4+20*t^5-11*t^6+4*t^7-1*t^8;
Knot[2893,1]:= "12n_0805";Knot[2893,2]:= [-1,2,3,-1,-2,-3,-4,3,-2,3,-4,3,3,-2] ;Knot[2893,3]:= -2+8*t-19*t^2+27*t^3-19*t^4+8*t^5-2*t^6;
Knot[2894,1]:= "12n_0806";Knot[2894,2]:= [1,1,2,2,1,1,-2,-3,2,-1,2,3,3,2,2] ;Knot[2894,3]:= 4-10*t+12*t^2-11*t^3+12*t^4-10*t^5+4*t^6;
Knot[2895,1]:= "12n_0807";Knot[2895,2]:= [1,-2,1,2,3,2,-1,3,2,-3,2,3,3] ;Knot[2895,3]:= -2+8*t-12*t^2+13*t^3-12*t^4+8*t^5-2*t^6;
Knot[2896,1]:= "12n_0808";Knot[2896,2]:= [1,2,3,3,-2,-2,1,-2,-3,-3,-2,-2,-3] ;Knot[2896,3]:= -2+8*t-11*t^2+8*t^3-2*t^4;
Knot[2897,1]:= "12n_0809";Knot[2897,2]:= [-1,2,3,4,-1,2,2,2,-3,2,-3,-2,4,-2,3,2] ;Knot[2897,3]:= -2+4*t-3*t^2+4*t^3-2*t^4;
Knot[2898,1]:= "12n_0810";Knot[2898,2]:= [-1,2,-3,4,-1,-2,4,3,-2,3,3,-4,3,-4] ;Knot[2898,3]:= 2-8*t+12*t^2-11*t^3+12*t^4-8*t^5+2*t^6;
Knot[2899,1]:= "12n_0811";Knot[2899,2]:= [1,-2,-1,2,-3,2,-1,-3,-2,3,-2,-3,-3] ;Knot[2899,3]:= 2-7*t+14*t^2-17*t^3+14*t^4-7*t^5+2*t^6;
Knot[2900,1]:= "12n_0812";Knot[2900,2]:= [1,2,-1,2,-3,2,1,-3,-2,3,-2,-3,-3] ;Knot[2900,3]:= 1-2*t+3*t^2-2*t^3+1*t^4;
Knot[2901,1]:= "12n_0813";Knot[2901,2]:= [-1,2,-3,4,-1,-2,4,-2,3,-2,3,-4,3,-4] ;Knot[2901,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2902,1]:= "12n_0814";Knot[2902,2]:= [-1,-2,-3,-3,-4,-2,3,1,-4,-3,1,-2,3,-2,3,-4] ;Knot[2902,3]:= -6+24*t-35*t^2+24*t^3-6*t^4;
Knot[2903,1]:= "12n_0815";Knot[2903,2]:= [-1,2,-3,-2,3,1,1,2,-3,2,-1,2,-3] ;Knot[2903,3]:= -1+2*t-1*t^2+2*t^3-1*t^4;
Knot[2904,1]:= "12n_0816";Knot[2904,2]:= [-1,2,-3,-4,-1,3,3,-2,-2,3,-4,3,-2,3] ;Knot[2904,3]:= -2+11*t-26*t^2+35*t^3-26*t^4+11*t^5-2*t^6;
Knot[2905,1]:= "12n_0817";Knot[2905,2]:= [-1,2,3,-1,3,2,-3,-3,-3,-3,2,2,3] ;Knot[2905,3]:= -2+6*t-10*t^2+13*t^3-10*t^4+6*t^5-2*t^6;
Knot[2906,1]:= "12n_0818";Knot[2906,2]:= [-1,2,-1,-2,3,-4,2,2,3,-4,-3,2,2,3] ;Knot[2906,3]:= 1-9*t+22*t^2-27*t^3+22*t^4-9*t^5+1*t^6;
Knot[2907,1]:= "12n_0819";Knot[2907,2]:= [-1,2,3,-1,3,-1,-2,1,-2,-3,-1,2,-1] ;Knot[2907,3]:= 3-12*t+24*t^2-29*t^3+24*t^4-12*t^5+3*t^6;
Knot[2908,1]:= "12n_0820";Knot[2908,2]:= [-1,2,2,1,1,-2,1,1,2,2,2,2] ;Knot[2908,3]:= -1+6*t-12*t^2+17*t^3-19*t^4+17*t^5-12*t^6+6*t^7-1*t^8;
Knot[2909,1]:= "12n_0821";Knot[2909,2]:= [-1,-2,-2,1,1,-2,-1,-1,2,2,2,2] ;Knot[2909,3]:= -1+3*t-5*t^2+6*t^3-5*t^4+6*t^5-5*t^6+3*t^7-1*t^8;
Knot[2910,1]:= "12n_0822";Knot[2910,2]:= [-1,2,2,-1,-1,-2,1,1,-2,-2,-2,-2] ;Knot[2910,3]:= -1+3*t-6*t^2+11*t^3-13*t^4+11*t^5-6*t^6+3*t^7-1*t^8;
Knot[2911,1]:= "12n_0823";Knot[2911,2]:= [-1,2,-1,-2,3,-2,-2,-3,-3,-3,-2,-2,3] ;Knot[2911,3]:= -2+12*t-24*t^2+29*t^3-24*t^4+12*t^5-2*t^6;
Knot[2912,1]:= "12n_0824";Knot[2912,2]:= [-1,2,3,-1,2,2,3,3,-2,-2,-2,3,-2] ;Knot[2912,3]:= -2+7*t-14*t^2+19*t^3-14*t^4+7*t^5-2*t^6;
Knot[2913,1]:= "12n_0825";Knot[2913,2]:= [1,-2,1,-2,-2,3,1,3,2,-3,2,-1,2] ;Knot[2913,3]:= -2+6*t-9*t^2+11*t^3-9*t^4+6*t^5-2*t^6;
Knot[2914,1]:= "12n_0826";Knot[2914,2]:= [-1,2,3,-4,-1,2,-3,2,-3,-3,-3,-4,3,-2] ;Knot[2914,3]:= 1-9*t+24*t^2-31*t^3+24*t^4-9*t^5+1*t^6;
Knot[2915,1]:= "12n_0827";Knot[2915,2]:= [-1,2,-1,-2,-3,2,-3,-3,2,-3,2,2,-3] ;Knot[2915,3]:= -1+5*t-14*t^2+25*t^3-29*t^4+25*t^5-14*t^6+5*t^7-1*t^8;
Knot[2916,1]:= "12n_0828";Knot[2916,2]:= [1,-2,3,3,-2,1,-2,-3,-2,-2,1,-2,1] ;Knot[2916,3]:= -3+12*t-24*t^2+31*t^3-24*t^4+12*t^5-3*t^6;
Knot[2917,1]:= "12n_0829";Knot[2917,2]:= [-1,2,2,1,1,-2,-2,-2,1,1,2,2] ;Knot[2917,3]:= -1+5*t-11*t^2+18*t^3-21*t^4+18*t^5-11*t^6+5*t^7-1*t^8;
Knot[2918,1]:= "12n_0830";Knot[2918,2]:= [-1,2,2,-1,-1,-2,-2,-2,-1,-1,-2,-2] ;Knot[2918,3]:= 2-4*t+5*t^2-4*t^3+2*t^4;
Knot[2919,1]:= "12n_0831";Knot[2919,2]:= [-1,2,2,-1,-1,-2,-2,-2,-1,-1,2,2] ;Knot[2919,3]:= -1+5*t-12*t^2+20*t^3-23*t^4+20*t^5-12*t^6+5*t^7-1*t^8;
Knot[2920,1]:= "12n_0832";Knot[2920,2]:= [-1,2,-1,-2,3,3,2,2,-3,2,2,3,3] ;Knot[2920,3]:= -3+13*t-23*t^2+27*t^3-23*t^4+13*t^5-3*t^6;
Knot[2921,1]:= "12n_0833";Knot[2921,2]:= [-1,2,2,-1,2,2,3,-1,3,-2,1,-2,-3] ;Knot[2921,3]:= 3-11*t+22*t^2-27*t^3+22*t^4-11*t^5+3*t^6;
Knot[2922,1]:= "12n_0834";Knot[2922,2]:= [-1,2,-1,-2,-3,2,-3,-4,-4,-3,2,-3,-3,4] ;Knot[2922,3]:= -2+12*t-26*t^2+33*t^3-26*t^4+12*t^5-2*t^6;
Knot[2923,1]:= "12n_0835";Knot[2923,2]:= [1,2,3,-2,3,-1,-1,2,-3,2,1,-2,-3] ;Knot[2923,3]:= 1+0*t-4*t^2+7*t^3-4*t^4+0*t^5+1*t^6;
Knot[2924,1]:= "12n_0836";Knot[2924,2]:= [1,1,2,2,-3,-1,2,-1,2,2,3,3,2] ;Knot[2924,3]:= -2+12*t-27*t^2+35*t^3-27*t^4+12*t^5-2*t^6;
Knot[2925,1]:= "12n_0837";Knot[2925,2]:= [1,-2,-3,4,1,-2,-3,1,-2,4,-3,4] ;Knot[2925,3]:= 1-7*t+21*t^2-35*t^3+41*t^4-35*t^5+21*t^6-7*t^7+1*t^8;
Knot[2926,1]:= "12n_0838";Knot[2926,2]:= [-1,-2,3,-4,1,-2,-3,-1,2,4,-3,-4] ;Knot[2926,3]:= 1-6*t+11*t^2-6*t^3+1*t^4;
Knot[2927,1]:= "12n_0839";Knot[2927,2]:= [-1,2,-3,-4,-1,2,-3,-1,2,-4,-3,-4] ;Knot[2927,3]:= 1-7*t+18*t^2-23*t^3+23*t^4-23*t^5+18*t^6-7*t^7+1*t^8;
Knot[2928,1]:= "12n_0840";Knot[2928,2]:= [1,2,-3,4,1,-3,2,1,-3,2,4,-3] ;Knot[2928,3]:= -1+6*t-16*t^2+24*t^3-25*t^4+24*t^5-16*t^6+6*t^7-1*t^8;
Knot[2929,1]:= "12n_0841";Knot[2929,2]:= [-1,2,-1,-2,-3,4,-3,2,4,3,3,2,4,-3] ;Knot[2929,3]:= -2+9*t-18*t^2+23*t^3-18*t^4+9*t^5-2*t^6;
Knot[2930,1]:= "12n_0842";Knot[2930,2]:= [-1,-2,-3,-3,4,-2,-3,1,4,1,2,-3,2,4] ;Knot[2930,3]:= 1-7*t+21*t^2-38*t^3+47*t^4-38*t^5+21*t^6-7*t^7+1*t^8;
Knot[2931,1]:= "12n_0843";Knot[2931,2]:= [-1,2,-3,4,-1,-3,-2,3,-2,-3,4,-3,-2,4] ;Knot[2931,3]:= 3-15*t+34*t^2-43*t^3+34*t^4-15*t^5+3*t^6;
Knot[2932,1]:= "12n_0844";Knot[2932,2]:= [1,2,-3,-4,-3,2,1,-3,-4,-3,5,4,-2,-3,4,3,-5] ;Knot[2932,3]:= 3-12*t+16*t^2-13*t^3+16*t^4-12*t^5+3*t^6;
Knot[2933,1]:= "12n_0845";Knot[2933,2]:= [1,-2,3,3,-2,1,1,1,-2,-3,-2,1,-2] ;Knot[2933,3]:= 3-12*t+22*t^2-25*t^3+22*t^4-12*t^5+3*t^6;
Knot[2934,1]:= "12n_0846";Knot[2934,2]:= [-1,-2,3,-2,3,-2,1,1,-2,3,4,-3,-2,4] ;Knot[2934,3]:= 5-20*t+31*t^2-20*t^3+5*t^4;
Knot[2935,1]:= "12n_0847";Knot[2935,2]:= [-1,2,-3,2,-3,2,1,1,-2,3,4,-3,-2,4] ;Knot[2935,3]:= 1-7*t+18*t^2-23*t^3+18*t^4-7*t^5+1*t^6;
Knot[2936,1]:= "12n_0848";Knot[2936,2]:= [1,-2,3,3,2,1,1,1,2,-3,-2,1,-2] ;Knot[2936,3]:= 1-5*t+12*t^2-16*t^3+17*t^4-16*t^5+12*t^6-5*t^7+1*t^8;
Knot[2937,1]:= "12n_0849";Knot[2937,2]:= [-1,2,3,3,2,1,1,1,2,-3,2,-1,2] ;Knot[2937,3]:= -3+17*t-37*t^2+47*t^3-37*t^4+17*t^5-3*t^6;
Knot[2938,1]:= "12n_0850";Knot[2938,2]:= [-1,2,2,2,2,1,1,2,2,1,1,2] ;Knot[2938,3]:= 1+0*t-2*t^2+4*t^3-5*t^4+4*t^5-2*t^6+0*t^7+1*t^8;
Knot[2939,1]:= "12n_0851";Knot[2939,2]:= [-1,2,-1,-2,-2,-3,-3,-2,-2,-3,2,-3,-2] ;Knot[2939,3]:= 2-1*t-3*t^2+5*t^3-3*t^4-1*t^5+2*t^6;
Knot[2940,1]:= "12n_0852";Knot[2940,2]:= [-1,2,-3,2,-3,2,-3,-2,-1,2,-3,2,2] ;Knot[2940,3]:= 1-5*t+14*t^2-26*t^3+33*t^4-26*t^5+14*t^6-5*t^7+1*t^8;
Knot[2941,1]:= "12n_0853";Knot[2941,2]:= [-1,-1,-2,-2,-3,-1,2,-1,2,2,3,3,2] ;Knot[2941,3]:= -3+13*t-28*t^2+37*t^3-28*t^4+13*t^5-3*t^6;
Knot[2942,1]:= "12n_0854";Knot[2942,2]:= [-1,-2,3,-4,2,2,3,1,3,-4,1,2,3,-4] ;Knot[2942,3]:= 3-14*t+33*t^2-43*t^3+33*t^4-14*t^5+3*t^6;
Knot[2943,1]:= "12n_0855";Knot[2943,2]:= [1,1,1,-2,-2,3,3,-2,1,-2,-3,-2,-2] ;Knot[2943,3]:= -3+10*t-18*t^2+23*t^3-18*t^4+10*t^5-3*t^6;
Knot[2944,1]:= "12n_0856";Knot[2944,2]:= [-1,-2,-2,-3,4,3,-2,-2,1,1,-2,3,-2,4] ;Knot[2944,3]:= -5+14*t-17*t^2+14*t^3-5*t^4;
Knot[2945,1]:= "12n_0857";Knot[2945,2]:= [-1,2,-1,-2,3,-4,3,2,-4,3,3,2,-4,3] ;Knot[2945,3]:= -1+6*t-17*t^2+29*t^3-33*t^4+29*t^5-17*t^6+6*t^7-1*t^8;
Knot[2946,1]:= "12n_0858";Knot[2946,2]:= [-1,2,-1,-2,-3,4,2,4,3,3,2,4,-3,4] ;Knot[2946,3]:= 2-11*t+26*t^2-33*t^3+26*t^4-11*t^5+2*t^6;
Knot[2947,1]:= "12n_0859";Knot[2947,2]:= [-1,2,-1,-2,3,-4,2,-4,3,3,2,-4,3,-4] ;Knot[2947,3]:= 1-6*t+16*t^2-31*t^3+41*t^4-31*t^5+16*t^6-6*t^7+1*t^8;
Knot[2948,1]:= "12n_0860";Knot[2948,2]:= [-1,-2,-2,1,-2,-2,3,-1,3,2,-1,2,-3] ;Knot[2948,3]:= 3-15*t+33*t^2-41*t^3+33*t^4-15*t^5+3*t^6;
Knot[2949,1]:= "12n_0861";Knot[2949,2]:= [-1,2,3,3,2,1,-2,1,2,2,-3,2,-1] ;Knot[2949,3]:= 2-9*t+22*t^2-29*t^3+22*t^4-9*t^5+2*t^6;
Knot[2950,1]:= "12n_0862";Knot[2950,2]:= [1,2,3,3,2,-1,-1,2,-1,2,-3,2,1] ;Knot[2950,3]:= 3-13*t+29*t^2-37*t^3+29*t^4-13*t^5+3*t^6;
Knot[2951,1]:= "12n_0863";Knot[2951,2]:= [1,2,3,3,2,-1,2,-1,2,2,-3,2,1] ;Knot[2951,3]:= -3+16*t-33*t^2+41*t^3-33*t^4+16*t^5-3*t^6;
Knot[2952,1]:= "12n_0864";Knot[2952,2]:= [-1,2,3,3,-2,-2,3,-1,-2,3,-2,-2,-2] ;Knot[2952,3]:= -1+5*t-15*t^2+28*t^3-33*t^4+28*t^5-15*t^6+5*t^7-1*t^8;
Knot[2953,1]:= "12n_0865";Knot[2953,2]:= [-1,2,3,3,-2,-2,3,-1,3,3,-2,3,-2] ;Knot[2953,3]:= -1+4*t-11*t^2+21*t^3-25*t^4+21*t^5-11*t^6+4*t^7-1*t^8;
Knot[2954,1]:= "12n_0866";Knot[2954,2]:= [1,-2,3,-2,3,-2,3,2,1,2,-3,-2,-2] ;Knot[2954,3]:= 1-5*t+15*t^2-30*t^3+39*t^4-30*t^5+15*t^6-5*t^7+1*t^8;
Knot[2955,1]:= "12n_0867";Knot[2955,2]:= [1,1,-2,1,1,2,-3,2,-1,2,3,3,2] ;Knot[2955,3]:= -2+14*t-31*t^2+39*t^3-31*t^4+14*t^5-2*t^6;
Knot[2956,1]:= "12n_0868";Knot[2956,2]:= [1,-2,-3,2,-3,-1,-1,2,-3,2,1,-2,3] ;Knot[2956,3]:= 2-8*t+13*t^2-8*t^3+2*t^4;
Knot[2957,1]:= "12n_0869";Knot[2957,2]:= [-1,2,-3,-4,-1,3,3,-4,-2,-2,3,-4,-2,3] ;Knot[2957,3]:= 2-12*t+32*t^2-43*t^3+32*t^4-12*t^5+2*t^6;
Knot[2958,1]:= "12n_0870";Knot[2958,2]:= [-1,2,-1,-2,-3,-3,-4,2,3,3,-4,2,3,-4] ;Knot[2958,3]:= -1+3*t-5*t^2+7*t^3-5*t^4+3*t^5-1*t^6;
Knot[2959,1]:= "12n_0871";Knot[2959,2]:= [1,2,-1,2,-3,4,2,3,1,3,2,-3,4,-3] ;Knot[2959,3]:= 1-9*t+29*t^2-41*t^3+29*t^4-9*t^5+1*t^6;
Knot[2960,1]:= "12n_0872";Knot[2960,2]:= [-1,2,-1,-2,3,3,-4,2,3,3,-4,2,3,-4] ;Knot[2960,3]:= -1+6*t-16*t^2+27*t^3-31*t^4+27*t^5-16*t^6+6*t^7-1*t^8;
Knot[2961,1]:= "12n_0873";Knot[2961,2]:= [1,2,-3,-4,2,-3,1,2,-3,2,-4,-3] ;Knot[2961,3]:= 1-5*t+10*t^2-16*t^3+21*t^4-16*t^5+10*t^6-5*t^7+1*t^8;
Knot[2962,1]:= "12n_0874";Knot[2962,2]:= [-1,-2,-3,2,-3,2,-1,2,-1,-3,2,-1,3] ;Knot[2962,3]:= -1+5*t-14*t^2+26*t^3-31*t^4+26*t^5-14*t^6+5*t^7-1*t^8;
Knot[2963,1]:= "12n_0875";Knot[2963,2]:= [-1,2,-1,-2,-3,2,2,-3,-3,-3,2,2,-3] ;Knot[2963,3]:= -1+4*t-11*t^2+21*t^3-25*t^4+21*t^5-11*t^6+4*t^7-1*t^8;
Knot[2964,1]:= "12n_0876";Knot[2964,2]:= [-1,2,-1,-2,-3,-4,2,2,3,-4,-3,2,2,-3] ;Knot[2964,3]:= -2+8*t-18*t^2+25*t^3-18*t^4+8*t^5-2*t^6;
Knot[2965,1]:= "12n_0877";Knot[2965,2]:= [-1,2,-3,-4,2,-3,-1,2,-3,2,-4,-3] ;Knot[2965,3]:= -1+7*t-20*t^2+32*t^3-35*t^4+32*t^5-20*t^6+7*t^7-1*t^8;
Knot[2966,1]:= "12n_0878";Knot[2966,2]:= [-1,-2,-3,-3,-4,-2,3,1,1,-2,3,4,4,3,2,2] ;Knot[2966,3]:= 1-11*t+34*t^2-47*t^3+34*t^4-11*t^5+1*t^6;
Knot[2967,1]:= "12n_0879";Knot[2967,2]:= [-1,2,-3,-1,2,-3,2,-3,-3,-2,-2,3,3] ;Knot[2967,3]:= -1+6*t-17*t^2+30*t^3-35*t^4+30*t^5-17*t^6+6*t^7-1*t^8;
Knot[2968,1]:= "12n_0880";Knot[2968,2]:= [-1,2,3,-1,3,-2,1,-2,-3,-1,2,-1,2] ;Knot[2968,3]:= -3+14*t-30*t^2+39*t^3-30*t^4+14*t^5-3*t^6;
Knot[2969,1]:= "12n_0881";Knot[2969,2]:= [-1,2,3,-2,3,2,4,1,4,1,3,2,-3,2,3,-4] ;Knot[2969,3]:= 9-30*t+43*t^2-30*t^3+9*t^4;
Knot[2970,1]:= "12n_0882";Knot[2970,2]:= [-1,2,2,2,1,1,-2,1,1,2,2,2] ;Knot[2970,3]:= -1+6*t-13*t^2+19*t^3-21*t^4+19*t^5-13*t^6+6*t^7-1*t^8;
Knot[2971,1]:= "12n_0883";Knot[2971,2]:= [1,-2,3,3,-2,1,-2,-3,-2,-2,-2,1,-2] ;Knot[2971,3]:= 3-12*t+22*t^2-25*t^3+22*t^4-12*t^5+3*t^6;
Knot[2972,1]:= "12n_0884";Knot[2972,2]:= [-1,2,-1,-2,-3,2,-3,4,-2,4,3,-2,3,-4] ;Knot[2972,3]:= 5-20*t+31*t^2-20*t^3+5*t^4;
Knot[2973,1]:= "12n_0885";Knot[2973,2]:= [-1,2,-3,4,-1,3,-2,-3,2,4,-3,2,-3,4] ;Knot[2973,3]:= -2+13*t-35*t^2+49*t^3-35*t^4+13*t^5-2*t^6;
Knot[2974,1]:= "12n_0886";Knot[2974,2]:= [-1,2,-1,-2,-3,2,-3,-4,2,-4,-3,2,-3,4] ;Knot[2974,3]:= 2-13*t+38*t^2-53*t^3+38*t^4-13*t^5+2*t^6;
Knot[2975,1]:= "12n_0887";Knot[2975,2]:= [-1,2,-1,2,-1,2,-1,-1,-2,-2,-2,-1] ;Knot[2975,3]:= 1-6*t+16*t^2-25*t^3+29*t^4-25*t^5+16*t^6-6*t^7+1*t^8;
Knot[2976,1]:= "12n_0888";Knot[2976,2]:= [-1,-1,-1,-2,-2,-2,-1,-1,-1,-2,-2,-2] ;Knot[2976,3]:= 1-1*t-1*t^2+6*t^3-11*t^4+13*t^5-11*t^6+6*t^7-1*t^8-1*t^9+1*t^10;