; output from: vlist -krszV --num-cpts=3 --max-crossings=9 realizable-3-component-non-prime-links 
; num_invariants: 1

k5.3.1	Labelled peer code: [-11 5, 1 9, -3^ 7]/+ + + + + + 	shortcut_crossing: 0 0 0 0 -1 0 
k5.3.2	Labelled peer code: [7 11, 1 -9, 3^ -5]/+ + + + + + 	shortcut_crossing: 0 0 0 0 1 0 
k5.3.3	Labelled peer code: [-5 -9, -1 -11, -3^ -7]/+ + + + + + 	shortcut_crossing: 0 0 0 0 -1 0 
k5.3.4	Labelled peer code: [-5 9, -1 11, 7 3^]/+ - + + + + 	shortcut_crossing: 0 0 0 0 0 1 
k5.3.5	Labelled peer code: [-5 -11, -1 -9, -7 -3^]/+ - + + + + 	shortcut_crossing: 0 0 0 0 0 -1 
k5.3.6	Labelled peer code: [7 -11, 1 9, 5 -3^]/+ - + + + + 	shortcut_crossing: 0 0 0 0 0 -1 
k5.3.7	Labelled peer code: [-11 -7 -9, -1 -3, -5^]/+ + + + + + 	shortcut_crossing: 0 0 0 0 0 -1 
k5.3.8	Labelled peer code: [-7 -9 11, -3 -1, 5^]/+ + + + + + 	shortcut_crossing: 0 0 0 0 0 1 
k5.3.9	Labelled peer code: [9 7 -11, 3 1, -5^]/+ + + + + + 	shortcut_crossing: 0 0 0 0 0 -1 
k5.3.10	Labelled peer code: [9 7 11, 3 1, 5^]/+ + + + + + 	shortcut_crossing: 0 0 0 0 0 1 
k5.3.11	Labelled peer code: [-9 -11 -7, -1 -5^, -3]/+ + + + + + 	shortcut_crossing: 0 0 0 0 -1 0 
k5.3.12	Labelled peer code: [-9 11 -7, -1 -5^, 3]/+ + + + + + 	shortcut_crossing: 0 0 0 0 -1 0 
k5.3.13	Labelled peer code: [7 -11 9, 1 5^, -3]/+ + + + + + 	shortcut_crossing: 0 0 0 0 1 0 
k5.3.14	Labelled peer code: [7 11 9, 1 5^, 3]/+ + + + + + 	shortcut_crossing: 0 0 0 0 1 0 
k5.3.15	Labelled peer code: [-11 9, 1 -3^, -5 7]/+ + + + + + 	shortcut_crossing: 0 0 0 -1 0 0 
k5.3.16	Labelled peer code: [11 -9, -3^ 1, -5 7]/+ + + - + + 	shortcut_crossing: 0 0 -1 0 0 0 
k5.3.17	Labelled peer code: [-13 -5 -1 -3 -11^, -7, -9]/+ + + + - + + 	shortcut_crossing: 0 0 0 0 1 0 -1 
k5.3.18	Labelled peer code: [11 5 1 3 -13^, 9, -7]/- - - - - + - 	shortcut_crossing: 0 0 0 0 1 1 0 
k5.3.19	Labelled peer code: [-11 5 1 3 -13^, -9, -7]/- - - - - + - 	shortcut_crossing: 0 0 0 0 1 -1 0 
k5.3.20	Labelled peer code: [-13 -5 -1 -3 -11^, -7, -9]/+ + + + - - + 	shortcut_crossing: 0 0 0 0 1 0 -1 
k5.3.21	Labelled peer code: [11 5 1 3 -13^, 9, -7]/+ - - - - + - 	shortcut_crossing: 0 0 0 0 1 1 0 
k5.3.22	Labelled peer code: [-11 5 1 3 13^, -9, 7]/+ - - - - + - 	shortcut_crossing: 0 0 0 0 -1 -1 0 
k5.3.23	Labelled peer code: [3 9 1 13 11^, 7, 5]/- + - - - - - 	shortcut_crossing: 0 1 0 0 -1 0 0 
k5.3.24	Labelled peer code: [3 9 1 -13 11^, 7, -5]/- + - - - - - 	shortcut_crossing: 0 1 0 0 -1 0 0 
k5.3.25	Labelled peer code: [3 9 1 13 -11^, -7, 5]/- + - - - - - 	shortcut_crossing: 0 1 0 0 1 0 0 
k5.3.26	Labelled peer code: [3 9 1 -13 -11^, -7, -5]/- + - - - - - 	shortcut_crossing: 0 1 0 0 1 0 0 
k5.3.27	Labelled peer code: [3 9 1 13 11^, 7, 5]/- + - - - + - 	shortcut_crossing: 0 1 0 0 -1 0 0 
k5.3.28	Labelled peer code: [3 9 1 -13 11^, 7, -5]/- + - - - + - 	shortcut_crossing: 0 1 0 0 -1 0 0 
k5.3.29	Labelled peer code: [3 9 1 13 -11^, -7, 5]/- + - - - + - 	shortcut_crossing: 0 1 0 0 1 0 0 
k5.3.30	Labelled peer code: [3 9 1 -13 -11^, -7, -5]/- + - - - + - 	shortcut_crossing: 0 1 0 0 1 0 0 
k5.3.31	Labelled peer code: [-7 -11^, -3 9, 5 13 -1]/+ - + + + + + 	shortcut_crossing: 0 1 -1 0 0 0 0 
k5.3.32	Labelled peer code: [-11 7^, 1 13, 5 -3 -9]/- - - - - + - 	shortcut_crossing: 0 -1 0 0 0 -1 0 
k5.3.33	Labelled peer code: [-11 -7^, -13 -1, -5 -3 -9]/- - - - - + - 	shortcut_crossing: 0 1 0 0 0 -1 0 
k5.3.34	Labelled peer code: [-7 -11^, -3 9, 5 13 -1]/- - + + + + + 	shortcut_crossing: 0 1 -1 0 0 0 0 
k5.3.35	Labelled peer code: [7 -11^, 3 13, 5 -1 -9]/- - + - - + - 	shortcut_crossing: 0 1 1 0 0 0 0 
k5.3.36	Labelled peer code: [-7 9^, 13 -3, -11 1 5]/- - - + - + - 	shortcut_crossing: 0 -1 0 -1 0 0 0 
k5.3.37	Labelled peer code: [-7 9^, -13, -5 -11 1 -3]/+ - + + + + + 	shortcut_crossing: 0 -1 0 0 0 0 -1 
k5.3.38	Labelled peer code: [9 -11^, -13, -1 3 7 -5]/- - - - + - - 	shortcut_crossing: 0 1 0 0 1 0 0 
k5.3.39	Labelled peer code: [-7 9^, -13, -5 -11 1 -3]/- - + + + + + 	shortcut_crossing: 0 -1 0 0 0 0 -1 
k5.3.40	Labelled peer code: [-11 9^, -13, -3 1 7 -5]/- - - + + - - 	shortcut_crossing: 0 -1 0 -1 0 0 0 
k5.3.41	Labelled peer code: [7 -9^, -13, -5 11 -1 3]/- - - - - + + 	shortcut_crossing: 0 1 0 0 0 0 1 
k5.3.42	Labelled peer code: [9 -11^, 13, -1 3 7 5]/- - - + + - - 	shortcut_crossing: 0 1 0 0 1 0 0 
k5.3.43	Labelled peer code: [-13 -5 9 -11^, -1 3, -7]/+ + + - + + + 	shortcut_crossing: 0 0 0 1 0 0 -1 
k5.3.44	Labelled peer code: [3 -9 11 -13^, 7 -1, -5]/- - - - + - - 	shortcut_crossing: 0 0 0 1 1 0 0 
k5.3.45	Labelled peer code: [3 9 -11 13^, 1 -7, 5]/- - - - - + - 	shortcut_crossing: 0 0 0 -1 0 -1 0 
k5.3.46	Labelled peer code: [-13 -5 9 -11^, -1 3, -7]/+ - - - - - + 	shortcut_crossing: 0 0 0 1 0 0 -1 
k5.3.47	Labelled peer code: [3 -9 11 -13^, 7 -1, -5]/+ + + - + + - 	shortcut_crossing: 0 0 0 1 1 0 0 
k5.3.48	Labelled peer code: [3 9 -11 13^, 1 -7, 5]/+ + + - + + - 	shortcut_crossing: 0 0 0 -1 0 -1 0 
k5.3.49	Labelled peer code: [3 9 -11 -13^, 1 -7, -5]/+ + + - + + - 	shortcut_crossing: 0 0 0 1 0 -1 0 
k5.3.50	Labelled peer code: [-13 9 -11 -3^, -5 1, -7]/+ + + - + + + 	shortcut_crossing: 0 0 0 1 0 0 -1 
k5.3.51	Labelled peer code: [13 9 -11 -3^, -5 1, 7]/+ + + - + + + 	shortcut_crossing: 0 0 0 1 0 0 1 
k5.3.52	Labelled peer code: [-13 9 -11 -3^, -5 1, -7]/+ - + - + - + 	shortcut_crossing: 0 0 0 1 0 0 -1 
k5.3.53	Labelled peer code: [13 9 -11 -3^, -5 1, 7]/+ - + - + - + 	shortcut_crossing: 0 0 0 1 0 0 1 
k5.3.54	Labelled peer code: [-13 -11 9 -3^, 5 -1, -7]/+ - + - + - + 	shortcut_crossing: 0 0 0 1 0 0 -1 
k5.3.55	Labelled peer code: [13 -11 9 -3^, 5 -1, 7]/+ - + - + - + 	shortcut_crossing: 0 0 0 1 0 0 1 
k5.3.56	Labelled peer code: [-13 9 -11 -3^, -5 1, -7]/+ - - - - - + 	shortcut_crossing: 0 0 0 1 0 0 -1 
k5.3.57	Labelled peer code: [13 9 -11 -3^, -5 1, 7]/+ - - - - - + 	shortcut_crossing: 0 0 0 1 0 0 1 
k5.3.58	Labelled peer code: [-13 -5 7 -9^ 3 -15, -11, -1]/+ + + + + - + + 	shortcut_crossing: 0 0 0 -1 0 1 -1 0 
k5.3.59	Labelled peer code: [5 -11 1 -3 -13 15, -9^, 7]/+ + + + + - + + 	shortcut_crossing: 0 -1 0 0 0 -1 -1 0 
k5.3.60	Labelled peer code: [5 -11 1 -3 13 -15, 9^, -7]/+ + + + + - + + 	shortcut_crossing: 0 -1 0 0 0 1 1 0 
k5.3.61	Labelled peer code: [5 -11 1 -3 13 15, 9^, 7]/+ + + + + - + + 	shortcut_crossing: 0 -1 0 0 0 -1 1 0 
k5.3.62	Labelled peer code: [-13 -5 7 -9^ 3 -15, -11, -1]/- + + + + - + + 	shortcut_crossing: 0 0 0 -1 0 1 -1 0 
k5.3.63	Labelled peer code: [5 -11 1 -3 -13 15, -9^, 7]/+ + + + - - + + 	shortcut_crossing: 0 -1 0 0 0 -1 -1 0 
k5.3.64	Labelled peer code: [5 -11 1 -3 13 -15, 9^, -7]/+ + + + - - + + 	shortcut_crossing: 0 -1 0 0 0 1 1 0 
k5.3.65	Labelled peer code: [13 5 -7 9^ -3 -15, 11, -1]/- - - + - - + + 	shortcut_crossing: 0 0 0 1 0 1 1 0 
k5.3.66	Labelled peer code: [-13 5 -7 9^ -3 15, -11, 1]/- - - + - - + + 	shortcut_crossing: 0 0 0 1 0 -1 -1 0 
k5.3.67	Labelled peer code: [-13 5 -7 9^ -3 -15, -11, -1]/- - - + - - + + 	shortcut_crossing: 0 0 0 1 0 1 -1 0 
k5.3.68	Labelled peer code: [-11 -15 -7, -1 -13 -5 -9, -3^]/+ + - + + + + + 	shortcut_crossing: 0 0 1 0 0 -1 0 -1 
k5.3.69	Labelled peer code: [-11 15 -7, -1 -13 -5 -9, 3^]/+ + - + + + + + 	shortcut_crossing: 0 0 1 0 0 -1 0 1 
k5.3.70	Labelled peer code: [9 -15 13, 1 -11 5 -7, -3^]/+ + - + + + + + 	shortcut_crossing: 0 0 -1 0 0 1 0 -1 
k5.3.71	Labelled peer code: [9 15 13, 1 -11 5 -7, 3^]/+ + - + + + + + 	shortcut_crossing: 0 0 -1 0 0 1 0 1 
k5.3.72	Labelled peer code: [-11 -15 -7, -1 -13 -5 -9, -3^]/- + - + + + + + 	shortcut_crossing: 0 0 1 0 0 -1 0 -1 
k5.3.73	Labelled peer code: [-11 15 -7, -1 -13 -5 -9, 3^]/- + - + + + + + 	shortcut_crossing: 0 0 1 0 0 -1 0 1 
k5.3.74	Labelled peer code: [15 9 13, 1 11 3^ 7, 5]/- - - + - + - + 	shortcut_crossing: 0 0 -1 0 0 1 0 1 
k5.3.75	Labelled peer code: [-15 9 13, 1 11 3^ 7, -5]/- - - + - + - + 	shortcut_crossing: 0 0 -1 0 0 1 0 -1 

normalized knotoid bracket polynomials calculated during processing:

knotoid 5.3.1: A^-20-2A^-16+3A^-12+2A^-10u^2-A^-8-A^-6u^2+A^-4+A^-2u^2

knotoid 5.3.2: A^-14u^-2-2A^-10u^-2+3A^-6u^-2+2A^-4+A^4-A^-2u^-2+A^2u^-2-1

knotoid 5.3.3: A^22u^2+A^20-A^18u^2-A^16+2A^14u^2+3A^12-2A^8+A^4

knotoid 5.3.4: A^10u^-2+A^8-A^4+A^-2u^-2+2

knotoid 5.3.5: A^16+A^14u^2-A^10u^2+2A^6u^2+A^4

knotoid 5.3.6: A^-20+2A^-18u^2-A^-14u^2+A^-10u^2+A^-8

knotoid 5.3.7: A^26u^2+A^24-A^22u^2-A^20+A^18u^2+A^16+A^10u^2+A^8

knotoid 5.3.8: A^20+A^18u^-2-A^16-A^14u^-2+A^12+A^10u^-2+A^4+A^2u^-2

knotoid 5.3.9: A^-16+A^-14u^2+A^-8+A^-6u^2-A^-4-A^-2u^2+A^2u^2+1

knotoid 5.3.10: A^-22u^-2+A^-20+A^-14u^-2+A^-12-A^-10u^-2-A^-8+A^-6u^-2+A^-4

knotoid 5.3.11: A^26u^2-A^22u^2+2A^18u^2+A^16-A^14u^2+A^10u^2+A^8

knotoid 5.3.12: A^14u^2-A^10u^2+2A^6u^2+A^-4+A^4+A^-2u^2-A^2u^2

knotoid 5.3.13: A^-10u^-2+A^-8+A^8-A^-4-A^4+A^-2u^-2+2

knotoid 5.3.14: A^-22u^-2+A^-20-A^-16+A^-14u^-2+2A^-12-A^-8+A^-4

knotoid 5.3.15: -A^-12+3A^-8+2A^-6u^2-A^6u^2-2A^-4-2A^-2u^2+3A^2u^2+2

knotoid 5.3.16: A^6u^2+A^4+A^2u^2+1

knotoid 5.3.17: -A^24-A^22u^-2-A^22u^2+A^18u^-2+A^18u^2+A^16+A^12+A^10u^-2+A^10u^2+A^8

knotoid 5.3.18: -A^18u^-2-A^16u^-4-A^16+A^12u^-4+A^12+A^10u^-2+A^6u^-2+A^4u^-4+A^4+A^2u^-2

knotoid 5.3.19: -A^12-A^10u^-2-A^10u^2+A^6u^-2+A^6u^2+A^-4+A^4+A^-2u^-2+A^-2u^2+1

knotoid 5.3.20: -A^18u^2-2A^16-A^14u^-2+A^14u^2+2A^12+A^10u^-2+A^6u^2+2A^4+A^2u^-2

knotoid 5.3.21: -A^12-2A^10u^-2-A^8u^-4+A^8+2A^6u^-2+A^-4u^-4+A^4u^-4+2A^-2u^-2+1

knotoid 5.3.22: -A^24u^4-2A^22u^2+A^20u^4-A^20+2A^18u^2+A^16+A^12u^4+2A^10u^2+A^8

knotoid 5.3.23: -A^24-A^22u^-2+A^20+A^18u^-2+A^18u^2-A^14u^-2+A^12+A^10u^-2+A^10u^2+A^8

knotoid 5.3.24: -A^12-A^10u^-2+A^8+A^6u^-2+A^6u^2+A^-4+A^-2u^-2+A^-2u^2-A^2u^-2+1

knotoid 5.3.25: -A^18u^-2-A^16u^-4+A^14u^-2+A^12u^-4+A^12-A^8u^-4+A^6u^-2+A^4u^-4+A^4+A^2u^-2

knotoid 5.3.26: A^-10u^-2+A^-8u^-4+A^-8+A^-6u^-2-A^6u^-2-A^-4u^-4-A^4u^-4+A^2u^-2+u^-4+1

knotoid 5.3.27: -A^18u^-2-A^16+A^14u^-2+2A^12-A^10u^-2+A^10u^2-A^8+A^6u^-2+2A^4+A^2u^2

knotoid 5.3.28: A^-10u^2+2A^-8+A^-6u^-2-A^6u^-2-A^-4-A^4-A^-2u^-2+A^-2u^2+A^2u^-2+2

knotoid 5.3.29: -A^24u^-4-A^22u^-2+A^20u^-4+2A^18u^-2-A^16u^-4+A^16-A^14u^-2+A^12u^-4+2A^10u^-2+A^8

knotoid 5.3.30: -A^12u^-4-A^10u^-2+A^8u^-4+2A^6u^-2+A^-4-A^4u^-4+A^4+2A^-2u^-2-A^2u^-2+u^-4

knotoid 5.3.31: -A^-12+2A^-8+A^-6u^-2+A^-6u^2-A^-4+A^4-A^-2u^-2-A^-2u^2+A^2u^-2+A^2u^2+1

knotoid 5.3.32: A^10u^2+A^8u^4+A^8-A^-6u^2+A^6u^2-A^4u^4-A^4+2A^-2u^2-A^2u^2+u^4+1

knotoid 5.3.33: -A^-24+2A^-20+A^-18u^-2+A^-18u^2-A^-16-A^-14u^-2-A^-14u^2+A^-12+A^-10u^-2+A^-10u^2+A^-8

knotoid 5.3.34: -A^-16+A^-14u^2+2A^-12+A^-10u^-2-A^-10u^2-A^-8-A^-6u^-2+A^-6u^2+2A^-4+A^-2u^-2

knotoid 5.3.35: A^16u^-4+2A^14u^-2-A^12u^-4+A^12-A^10u^-2+A^8u^-4-A^8+2A^6u^-2+A^4-A^2u^-2

knotoid 5.3.36: -A^-10u^2+A^-8u^4+2A^-6u^2-A^-4u^4+A^-4+A^4-A^-2u^2+2A^2u^2+u^4-1

knotoid 5.3.37: -A^18u^2+A^14u^2+A^12u^4+A^12-A^10u^2+A^6u^2+A^4u^4+A^4

knotoid 5.3.38: A^-8u^-4+A^-8+A^-6u^-2-A^6u^-2-A^-2u^-2+A^2u^-2+u^-4+1

knotoid 5.3.39: -A^10u^2+A^8+A^6u^2+A^-4u^4+A^4u^4+A^-2u^2-A^2u^2+1

knotoid 5.3.40: A^-16u^4+A^-14u^2+A^-12-A^-10u^2+A^-8u^4+A^-6u^2+A^-4-A^-2u^2

knotoid 5.3.41: -A^10u^-2+A^8u^-4+A^6u^-2+A^-4+A^4+A^-2u^-2-A^2u^-2+u^-4

knotoid 5.3.42: -A^22u^-2+A^20u^-4+A^18u^-2+A^16-A^14u^-2+A^12u^-4+A^10u^-2+A^8

knotoid 5.3.43: -A^12-A^10u^-2+2A^8+2A^6u^-2+A^6u^2+A^-4+A^-2u^-2+A^-2u^2-A^2u^-2-A^2u^2

knotoid 5.3.44: A^-10u^-2+A^-8u^-4+A^-8-A^6u^-2-A^-4u^-4-A^-4-A^4u^-4+2A^2u^-2+2u^-4+1

knotoid 5.3.45: -A^18u^2-A^16+2A^14u^2+A^12u^4+2A^12-A^8u^4-A^8+A^4u^4+A^4+A^2u^2

knotoid 5.3.46: A^10u^2+2A^8-A^-6u^-2+A^6u^-2-A^6u^2-A^-4-2A^4+2A^-2u^-2-A^2u^-2+A^2u^2+3

knotoid 5.3.47: -A^-12u^-4-A^-10u^-2+2A^-8u^-4+3A^-6u^-2-A^-4u^-4+A^-4+A^4-2A^-2u^-2+2A^2u^-2+u^-4-1

knotoid 5.3.48: -A^-12-A^-10u^2+2A^-8+3A^-6u^2+A^-4u^4-A^-4+A^4u^4-2A^-2u^2+2A^2u^2-u^4+1

knotoid 5.3.49: -A^-18u^-2-A^-16+2A^-14u^-2+3A^-12-A^-10u^-2+A^-10u^2-2A^-8+A^-6u^-2-A^-6u^2+2A^-4+A^-2u^2

knotoid 5.3.50: -A^12-A^10u^-2+2A^8+2A^6u^-2+2A^6u^2+A^-4+A^4+A^-2u^2-A^2u^-2-A^2u^2-1

knotoid 5.3.51: A^-10u^-2+A^-8-A^-6u^-2-A^6u^-2-A^-4u^-4-A^-4-A^4u^-4+A^-2u^-2+2A^2u^-2+2u^-4+2

knotoid 5.3.52: A^22u^2+2A^20+A^18u^-2-2A^16-2A^14u^-2+A^12+A^10u^-2+A^10u^2+A^8

knotoid 5.3.53: A^16+2A^14u^-2+A^12u^-4-2A^10u^-2-2A^8u^-4+A^6u^-2+A^4u^-4+A^4+A^2u^-2

knotoid 5.3.54: A^-16+A^-14u^-2+A^-14u^2+A^-12-2A^-10u^-2-2A^-8+A^-6u^-2+2A^-4+A^-2u^2

knotoid 5.3.55: A^-22u^-2+A^-20u^-4+A^-20+A^-18u^-2-2A^-16u^-4-2A^-14u^-2+A^-12u^-4+2A^-10u^-2+A^-8

knotoid 5.3.56: A^10u^2+A^8-A^-6u^-2-A^6u^2-A^-4-2A^4+2A^-2u^-2-A^2u^-2+2A^2u^2+4

knotoid 5.3.57: -A^-12u^-4-A^-10u^-2+2A^-8u^-4+4A^-6u^-2-A^-4u^-4+2A^-4+A^4-2A^-2u^-2+A^2u^-2-1

knotoid 5.3.58: A^10u^2+A^8u^4+2A^8+A^6u^-2+A^6u^2+A^-4-A^4u^4-A^4+A^-2u^-2+A^-2u^2-A^2u^-2-2A^2u^2

knotoid 5.3.59: A^-10u^2+A^-8u^4+A^-8-2A^-4u^4-A^-4+A^4u^4-A^-2u^6-A^-2u^2+A^2u^6+2A^2u^2+u^4+1

knotoid 5.3.60: A^-10u^-2+A^-8u^-4+A^-8-A^-4u^-4-2A^-4+A^4-A^-2u^-2-A^-2u^2+2A^2u^-2+A^2u^2+u^-4+1

knotoid 5.3.61: A^-16+A^-14u^-2+A^-14u^2-A^-10u^-2-2A^-10u^2-A^-8u^4-A^-8+A^-6u^-2+A^-6u^2+A^-4u^4+2A^-4+A^-2u^2

knotoid 5.3.62: A^-10u^2+2A^-8+A^-6u^-2-A^-6u^2-A^-4u^4-2A^-4+A^4-A^-2u^-2-A^-2u^2+A^2u^-2+2A^2u^2+u^4+1

knotoid 5.3.63: A^-16u^4+2A^-14u^2-A^-12u^4+A^-12-A^-10u^6-2A^-10u^2-A^-8u^4-A^-8+A^-6u^6+A^-6u^2+2A^-4u^4+A^-4+A^-2u^2

knotoid 5.3.64: A^10u^-2+A^8u^-4+2A^8+A^6u^-2+A^6u^2+A^-4-A^4u^-4-A^4+2A^-2u^-2-2A^2u^-2-A^2u^2+u^-4-1

knotoid 5.3.65: A^10u^-6+3A^8u^-4-A^6u^-6+3A^6u^-2+A^-4-3A^4u^-4+A^4+2A^-2u^-2-3A^2u^-2+u^-4-1

knotoid 5.3.66: A^-16u^4+2A^-14u^2-A^-12u^4+A^-12-3A^-10u^2+A^-8u^4-3A^-8-A^-6u^-2+3A^-6u^2+3A^-4+A^-2u^-2

knotoid 5.3.67: A^-10u^2+2A^-8+A^-6u^-2-A^-6u^2-3A^-4+A^4u^-4-3A^-2u^-2+A^-2u^2+3A^2u^-2-u^-4+3

knotoid 5.3.68: A^22u^2+A^20-A^18u^2-A^16u^4-2A^16-A^14u^-2+A^12u^4+2A^12+A^10u^-2+2A^10u^2+A^8

knotoid 5.3.69: A^16+A^14u^-2-A^12-2A^10u^-2-A^10u^2-A^8u^-4+2A^6u^-2+A^6u^2+A^4u^-4+2A^4+A^2u^-2

knotoid 5.3.70: A^10u^2+A^8-A^6u^2+A^-4-A^4u^4-2A^4+A^-2u^-2+2A^-2u^2-A^2u^-2+u^4+2

knotoid 5.3.71: A^-10u^-2+A^-8u^-4+2A^-8+2A^-6u^-2+A^-6u^2-A^-4u^-4+A^4-2A^-2u^-2-A^-2u^2+A^2u^-2-1

knotoid 5.3.72: A^14u^2-A^10u^-2-A^10u^2-A^8u^4+A^6u^-2+A^6u^2+A^4u^4+2A^4+A^2u^2

knotoid 5.3.73: A^8+A^-4-A^4u^-4-A^4+2A^-2u^-2+A^-2u^2-A^2u^2+u^-4+1

knotoid 5.3.74: A^14u^-2-A^12u^-4+A^12-2A^10u^-2+A^8u^-4-2A^8+3A^6u^-2-A^6u^2+3A^4+A^2u^2

knotoid 5.3.75: A^8-A^6u^-2+A^6u^2+A^-4u^4-2A^4+3A^-2u^2+A^2u^-2-2A^2u^2-u^4+3