; output from: vlist -krszV --num-cpts=4 --max-crossings=9 realizable-4-component-non-prime-links ; num_invariants: 1 k8.4.1 Labelled peer code: [-17 -5 -1 -3 -11, -7, -15, -9^ -13]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.2 Labelled peer code: [-11 -5 -7 -3 17, -1, 15, 9^ 13]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.3 Labelled peer code: [-11 -5 -7 -3 -15, -1, 17, -9^ 13]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.4 Labelled peer code: [-11 -5 -7 -3 17, -1, -15, 9^ -13]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.5 Labelled peer code: [11 -5 -7 -3 17, 1, 15, 9^ 13]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.6 Labelled peer code: [11 -5 -7 -3 -15, 1, 17, -9^ 13]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.7 Labelled peer code: [-3 -9^ -15 -11 -1, -7, -17, -5 -13]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.8 Labelled peer code: [-3 -9^ 17 -11 -1, -7, 15, 5 13]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.9 Labelled peer code: [-3 -9^ -15 -11 -1, -7, 17, -5 13]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.10 Labelled peer code: [-3 -9^ 17 11 -1, 7, 15, 5 13]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.11 Labelled peer code: [-3 -9^ -15 -11 -1, -7, -17, -5 -13]/+ + + + - + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.12 Labelled peer code: [-3 -9^ 17 -11 -1, -7, 15, 5 13]/+ + + + - + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.13 Labelled peer code: [-17 -5 -1 -3 -11, -9^, -15, -7 -13]/+ + + + + + + - + shortcut_crossing: 0 0 0 0 0 -1 0 0 0 k8.4.14 Labelled peer code: [-11 -5 -7 -3 17, -9^, 15, 1 13]/+ + + + + + + - + shortcut_crossing: 0 0 0 0 0 -1 0 0 0 k8.4.15 Labelled peer code: [11 -5 -7 -3 -15, 9^, -17, -1 -13]/+ + + + + + + - + shortcut_crossing: 0 0 0 0 0 1 0 0 0 k8.4.16 Labelled peer code: [11 -5 -7 -3 17, 9^, 15, 1 13]/+ + + + + + + - + shortcut_crossing: 0 0 0 0 0 1 0 0 0 k8.4.17 Labelled peer code: [-3 -9^ -15 -11 -1, -5, -17, -7 -13]/+ + + + + + + - + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.18 Labelled peer code: [-3 -9^ 17 -11 -1, -5, 15, 7 13]/+ + + + + + + - + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.19 Labelled peer code: [-3 -9^ 17 11 -1, 5, 15, 7 13]/+ + + + + + + - + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.20 Labelled peer code: [-3 -9^ -15 -11 -1, -5, -17, -7 -13]/+ + + + - + + - + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.21 Labelled peer code: [-3 -9^ 17 -11 -1, -5, 15, 7 13]/+ + + + - + + - + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.22 Labelled peer code: [-13 -5 -7 -3 -17 -15, -9, -11^, -1]/+ + + + + + - + - shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.23 Labelled peer code: [-13 -5 -7 -3 -17 15, -9, 11^, -1]/+ + + + + + - + - shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.24 Labelled peer code: [-3 -11^ -17 -15 -13 -1, -5, -7, -9]/+ + + + + + - + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.25 Labelled peer code: [-3 -11^ -17 15 -13 -1, -5, 7, -9]/+ + + + + + - + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.26 Labelled peer code: [-3 -11^ -17 -15 -13 -1, -5, -7, -9]/+ + + + + - - + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.27 Labelled peer code: [-17 5, 1 -9, -7 13 -15, -3^ -11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.28 Labelled peer code: [7 17, 1 -13, -5 15 9, 3^ 11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.29 Labelled peer code: [7 -15, 1 9, 5 13 17, -3^ 11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.30 Labelled peer code: [-5 17, -1 -9, -7 13 -15, 3^ -11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.31 Labelled peer code: [-17 5^ -7, -13 -3, -9 15, 11 -1]/+ + + + + + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.32 Labelled peer code: [-9 5^ 17, 13 -1, 7 15, 11 3]/+ + + + + + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.33 Labelled peer code: [-17 5^ -7, -13 -3, -9 15, 11 -1]/+ + - + - + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.34 Labelled peer code: [-9 5^ 17, 13 -1, 7 15, 11 3]/- + + + - + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.35 Labelled peer code: [7 5^ -15, -13 1, -9 -17, -11 -3]/- + + + - + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.36 Labelled peer code: [-17 5^ -7, -13 -3, -9 15, 11 -1]/- + - + - + + + - shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.37 Labelled peer code: [-17 5, 1 9 -13, -15, -3^ -7 -11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 -1 0 0 k8.4.38 Labelled peer code: [9 17, 1 13 5, 15, 3^ 7 11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.39 Labelled peer code: [9 -13, 1 -17 5, 15, -3^ 11 -7]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 -1 0 0 k8.4.40 Labelled peer code: [9 17, 1 13 5, -15, 3^ 7 -11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.41 Labelled peer code: [-5 17, -1 9 -13, 15, 3^ -7 11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.42 Labelled peer code: [-5 17, -1 9 -13, -15, 3^ -7 -11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.43 Labelled peer code: [-13 -7 -17, -3 15, 9 -1 11, -5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 -1 k8.4.44 Labelled peer code: [-13 -7 17, -3 15, 9 -1 11, 5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 1 k8.4.45 Labelled peer code: [13 9 -17, 3 11, 7 15 1, -5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 -1 k8.4.46 Labelled peer code: [13 9 17, 3 11, 7 15 1, 5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 1 k8.4.47 Labelled peer code: [15 5^ -9, -11, -17 -3 -7, -13 1]/+ + + + + + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.48 Labelled peer code: [9 5^ 17, 11, 15 1 7, 13 3]/+ + + + + + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.49 Labelled peer code: [9 5^ -15, 11, -17 1 7, -13 -3]/+ + + + + + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.50 Labelled peer code: [9 5^ 17, -11, 15 1 -7, 13 3]/+ + + + + + + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.51 Labelled peer code: [15 5^ -9, -11, -17 -3 -7, -13 1]/+ + - + + - + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.52 Labelled peer code: [9 5^ 17, 11, 15 1 7, 13 3]/- + + + + - + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.53 Labelled peer code: [9 5^ -15, 11, -17 1 7, -13 -3]/- + + + + - + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.54 Labelled peer code: [9 5^ -15, -11, -17 1 -7, -13 -3]/- + + + + - + + + shortcut_crossing: 0 1 0 0 0 0 0 0 0 k8.4.55 Labelled peer code: [-17 -5, -1, -9 13 -15, -3^ 7 -11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 -1 0 0 k8.4.56 Labelled peer code: [-5 17, -1, -9 15 -13, 3^ -11 7]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.57 Labelled peer code: [5 -13, 1, -9 -15 17, -3^ -7 11]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 -1 0 0 k8.4.58 Labelled peer code: [5 17, 1, -9 15 -13, 3^ -11 7]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.59 Labelled peer code: [17 -7 -13, -3 -11, -9, -15 -5^ 1]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.60 Labelled peer code: [-13 -7 17, -3 -11, -9, -15 -1 5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 1 k8.4.61 Labelled peer code: [17 -7 -13, -3 11, 9, -15 -5^ 1]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.62 Labelled peer code: [-13 -7 17, -3 11, 9, -15 -1 5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 1 k8.4.63 Labelled peer code: [17 9 -13, 3 11, 7, -15 -5^ 1]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.64 Labelled peer code: [-13 9 17, 3 11, 7, -15 -1 5^]/+ + + + + + + + + shortcut_crossing: 0 0 0 0 0 0 0 0 1 k8.4.65 Labelled peer code: [11 -5^ -9, -13 -3 1, -7 -17, -15]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.66 Labelled peer code: [11 -5^ -9, -13 -3 1, -7 17, 15]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.67 Labelled peer code: [11 -5^ -9, 15 -3 1, 7 17, 13]/+ + + + + + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.68 Labelled peer code: [11 -5^ -9, -13 -3 1, -7 -17, -15]/+ + - + - + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.69 Labelled peer code: [11 -5^ -9, -13 -3 1, -7 17, 15]/+ + - + - + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.70 Labelled peer code: [11 -5^ -9, 15 -3 1, 7 17, 13]/+ + - + - + + + + shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.71 Labelled peer code: [-17 -5 11 -13 -15, -1 3, -9^, -7]/+ + + + + + + + - shortcut_crossing: 0 0 0 0 0 0 0 -1 0 k8.4.72 Labelled peer code: [15 -11 13 -3 -17, -7 5, 9^, -1]/+ + + + + + + + - shortcut_crossing: 0 0 0 0 0 0 0 1 0 k8.4.73 Labelled peer code: [13 -9^ -17 -15 -11, -3 1, -5, -7]/+ + + + + + + + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.74 Labelled peer code: [13 -9^ -17 15 -11, -3 1, 5, -7]/+ + + + + + + + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.75 Labelled peer code: [-7 -17 -15 -11 13, -1 9^, -3, -5]/+ + + + + + + + - shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.76 Labelled peer code: [-7 -17 15 -11 13, -1 9^, 3, -5]/+ + + + + + + + - shortcut_crossing: 0 0 0 0 0 0 1 0 0 k8.4.77 Labelled peer code: [-7 -17 -15 13 -11, 1 -9^, -3, -5]/+ + + + + + + + - shortcut_crossing: 0 0 0 0 0 0 -1 0 0 k8.4.78 Labelled peer code: [-7 -17 15 13 -11, 1 -9^, 3, -5]/+ + + + + + + + - shortcut_crossing: 0 0 0 0 0 0 -1 0 0 k8.4.79 Labelled peer code: [13 -9^ -17 -15 -11, -3 1, -5, -7]/+ + + + - - + + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 k8.4.80 Labelled peer code: [13 -9^ -17 15 -11, -3 1, 5, -7]/+ + + + - - + + - shortcut_crossing: 0 -1 0 0 0 0 0 0 0 normalized knotoid bracket polynomials calculated during processing: knotoid 8.4.1: A^40u^2+A^38-A^36u^2-A^34+2A^32u^2+2A^30-3A^28u^2-3A^26+A^24u^2+A^22-3A^20u^2-3A^18-A^12u^2-A^10 knotoid 8.4.2: A^22+A^20u^-2-A^18-A^16u^-2+2A^14+2A^12u^-2-3A^10-A^-8u^-2-3A^8u^-2-A^-6+A^6+A^4u^-2-3A^2-3u^-2 knotoid 8.4.3: A^28u^2+A^26-A^24u^2-A^22+2A^20u^2+2A^18-3A^16u^2-3A^14+A^12u^2+A^10-3A^8u^2-3A^6-A^-2-u^2 knotoid 8.4.4: A^34+A^32u^-2-A^30-A^28u^-2+2A^26+2A^24u^-2-3A^22-3A^20u^-2+A^18+A^16u^-2-3A^14-3A^12u^-2-A^6-A^4u^-2 knotoid 8.4.5: -A^-20u^-2-A^-18-3A^-12u^-2-3A^-10+A^10+A^-8u^-2+A^8u^-2+A^-6-A^6-3A^-4u^-2-A^4u^-2-3A^-2+2A^2+2u^-2 knotoid 8.4.6: A^16u^2-A^-14+A^14-A^-12u^2-A^12u^2-A^10+2A^8u^2-3A^-6+2A^6-3A^-4u^2-3A^4u^2+A^-2-3A^2+u^2 knotoid 8.4.7: A^40u^2-A^36u^2-A^34+3A^32u^2-3A^28u^2-3A^26+3A^24u^2-3A^20u^2-3A^18+A^16u^2-A^12u^2-A^10 knotoid 8.4.8: A^16u^2-A^-14-A^-12u^2-A^12u^2-A^10+A^-8u^2+3A^8u^2-3A^-6-3A^-4u^2-3A^4u^2-3A^2+3u^2 knotoid 8.4.9: A^28u^2-A^24u^2-A^22+3A^20u^2-3A^16u^2-3A^14+3A^12u^2-3A^8u^2-3A^6+A^4u^2-A^-2-u^2 knotoid 8.4.10: -A^-26-A^-24u^2+A^-20u^2-3A^-18-3A^-16u^2+3A^-12u^2-3A^-10-3A^-8u^2+3A^-4u^2+A^4u^2-A^-2-u^2 knotoid 8.4.11: -A^30-3A^22-3A^14-A^6 knotoid 8.4.12: -A^-18-3A^-10-A^6-3A^-2 knotoid 8.4.13: A^32u^2+A^30-A^20u^2-A^18-2A^16u^2-2A^14-A^12u^2-A^10-A^8u^2-A^6 knotoid 8.4.14: A^20u^2+A^18-A^8u^2-A^-6-A^6-A^-4u^2-2A^4u^2-A^-2-2A^2-u^2 knotoid 8.4.15: A^26+A^24u^-2-A^14-A^12u^-2-2A^10-2A^8u^-2-A^6-A^4u^-2-A^2-u^-2 knotoid 8.4.16: A^14-A^-12u^-2+A^12u^-2-A^-10-A^-8u^-2-A^-6-2A^-4u^-2-2A^-2-A^2-u^-2 knotoid 8.4.17: A^32u^2-A^26+A^24u^2-A^22-2A^18-A^16u^2-2A^14-A^10-A^8u^2-A^6 knotoid 8.4.18: A^20u^2-A^14+A^12u^2-A^10-A^-6-2A^6-A^-4u^2-A^4u^2-A^-2-2A^2 knotoid 8.4.19: -A^-18-A^-16u^2-A^-14-2A^-10-A^-8u^2+A^8u^2-2A^-6-A^-2-A^2+u^2 knotoid 8.4.20: -A^22-A^18-2A^14-2A^10-A^6-A^2 knotoid 8.4.21: -A^-10-A^10-A^-6-A^6-2A^-2-2A^2 knotoid 8.4.22: A^24u^2+A^22+A^20u^2+A^18-A^16u^2-A^14-2A^12u^2-2A^10-2A^8u^2-2A^6-A^4u^2-A^2 knotoid 8.4.23: A^18+A^16u^-2+A^14+A^12u^-2-A^10-A^8u^-2-2A^6-A^-4u^-2-2A^4u^-2-A^-2-2A^2-2u^-2 knotoid 8.4.24: A^24u^2+A^20u^2-A^18-2A^14-2A^10-A^8u^2-2A^6-A^4u^2-A^2 knotoid 8.4.25: A^12u^2-A^-10-A^-8u^2+A^8u^2-2A^-6-A^6-A^-4u^2-2A^-2-2A^2 knotoid 8.4.26: -A^14-2A^10-2A^6-A^-2-2A^2 knotoid 8.4.27: -A^20u^2-A^18+A^16u^2+A^14-4A^12u^2+A^-10-4A^10+4A^8u^2-4A^-6+4A^6-A^-4u^2-6A^4u^2+6A^-2-7A^2+3u^2 knotoid 8.4.28: A^-28u^-2-4A^-24u^-2-A^-22+6A^-20u^-2+3A^-18-7A^-16u^-2-6A^-14+4A^-12u^-2+4A^-10-4A^-8u^-2-4A^-6+A^-4u^-2+A^-2-A^2-u^-2 knotoid 8.4.29: A^-34-4A^-30-A^-28u^2+6A^-26+3A^-24u^2-7A^-22-6A^-20u^2+4A^-18+4A^-16u^2-4A^-14-4A^-12u^2+A^-10+A^-8u^2-A^-6-A^-4u^2 knotoid 8.4.30: -A^26-A^24u^-2+A^22+A^20u^-2-4A^18-4A^16u^-2+4A^14+4A^12u^-2-6A^10-7A^8u^-2+3A^6+A^-4u^-2+6A^4u^-2-A^2-4u^-2 knotoid 8.4.31: -A^26+A^22-5A^18+5A^14+A^12u^-2-10A^10-4A^8u^-2+6A^6+A^-4u^-2+6A^4u^-2-4A^2-4u^-2 knotoid 8.4.32: A^-28u^-2-4A^-24u^-2-4A^-22+6A^-20u^-2+6A^-18-4A^-16u^-2-10A^-14+A^-12u^-2+5A^-10-5A^-6+A^-2-A^2 knotoid 8.4.33: -A^-14-A^14-A^-12u^-2+A^10+4A^-8u^-2-5A^6-6A^-4u^-2-A^4u^-2-6A^-2+4A^2+4u^-2 knotoid 8.4.34: -A^-38-A^-36u^-2+4A^-32u^-2-6A^-28u^-2-6A^-26+4A^-24u^-2+4A^-22-A^-20u^-2-5A^-18+A^-14-A^-10 knotoid 8.4.35: -A^38+A^34-5A^30-A^28u^-2+4A^26+4A^24u^-2-6A^22-6A^20u^-2+4A^16u^-2-A^12u^-2-A^10 knotoid 8.4.36: -A^-26+A^-22+A^-20u^-2-4A^-18-4A^-16u^-2+6A^-12u^-2-4A^-8u^-2-4A^-6+A^-4u^-2+A^-2-A^2 knotoid 8.4.37: -A^20u^2-A^18+A^16u^2+A^14-4A^12u^2+A^-10-4A^10+3A^8u^2-3A^-6+4A^6-A^-4u^2-4A^4u^2+4A^-2-6A^2+2u^2 knotoid 8.4.38: A^-40u^-2-3A^-36u^-2-A^-34+4A^-32u^-2+2A^-30-6A^-28u^-2-4A^-26+4A^-24u^-2+3A^-22-4A^-20u^-2-4A^-18+A^-16u^-2+A^-14-A^-12u^-2-A^-10 knotoid 8.4.39: A^-22-3A^-18-A^-16u^2+4A^-14+2A^-12u^2-6A^-10-4A^-8u^2-A^8u^2+4A^-6-A^6+3A^-4u^2+A^4u^2-4A^-2+A^2-4u^2 knotoid 8.4.40: A^-28u^-2-3A^-24u^-2-A^-22+4A^-20u^-2+2A^-18-6A^-16u^-2-4A^-14+4A^-12u^-2+3A^-10-4A^-8u^-2-4A^-6+A^-4u^-2+A^-2-A^2-u^-2 knotoid 8.4.41: A^-16u^-2-A^14-3A^-12u^-2-A^12u^-2-A^-10+A^10+4A^-8u^-2+A^8u^-2+2A^-6-4A^6-6A^-4u^-2-4A^4u^-2-4A^-2+3A^2+4u^-2 knotoid 8.4.42: -A^26-A^24u^-2+A^22+A^20u^-2-4A^18-4A^16u^-2+3A^14+4A^12u^-2-4A^10-6A^8u^-2+2A^6+A^-4u^-2+4A^4u^-2-A^2-3u^-2 knotoid 8.4.43: -A^20u^2-A^18+A^16u^2+A^14-4A^12u^2+A^-10-4A^10+A^-8u^2+3A^8u^2-3A^-6+3A^6-3A^-4u^2-4A^4u^2+3A^-2-4A^2+3u^2 knotoid 8.4.44: A^-16u^-2+A^-14-A^14-3A^-12u^-2-A^12u^-2-3A^-10+A^10+3A^-8u^-2+A^8u^-2+3A^-6-4A^6-4A^-4u^-2-4A^4u^-2-4A^-2+3A^2+3u^-2 knotoid 8.4.45: A^-34+A^-32u^2-3A^-30-3A^-28u^2+3A^-26+3A^-24u^2-4A^-22-4A^-20u^2+3A^-18+3A^-16u^2-4A^-14-4A^-12u^2+A^-10+A^-8u^2-A^-6-A^-4u^2 knotoid 8.4.46: A^-40u^-2+A^-38-3A^-36u^-2-3A^-34+3A^-32u^-2+3A^-30-4A^-28u^-2-4A^-26+3A^-24u^-2+3A^-22-4A^-20u^-2-4A^-18+A^-16u^-2+A^-14-A^-12u^-2-A^-10 knotoid 8.4.47: -A^26+A^22-5A^18-A^16u^-2+4A^14+3A^12u^-2-7A^10-4A^8u^-2+3A^6+A^-4u^-2+4A^4u^-2-3A^2-3u^-2 knotoid 8.4.48: A^-40u^-2-3A^-36u^-2-3A^-34+4A^-32u^-2+3A^-30-4A^-28u^-2-7A^-26+3A^-24u^-2+4A^-22-A^-20u^-2-5A^-18+A^-14-A^-10 knotoid 8.4.49: A^-16u^-2-A^14-3A^-12u^-2-3A^-10+A^10+4A^-8u^-2+3A^-6-5A^6-4A^-4u^-2-A^4u^-2-7A^-2+4A^2+3u^-2 knotoid 8.4.50: A^-28u^-2-3A^-24u^-2-3A^-22+4A^-20u^-2+3A^-18-4A^-16u^-2-7A^-14+3A^-12u^-2+4A^-10-A^-8u^-2-5A^-6+A^-2-A^2 knotoid 8.4.51: -A^-14-A^14-A^-12u^-2+A^10+3A^-8u^-2+A^8u^-2-A^-6-4A^6-4A^-4u^-2-3A^4u^-2-3A^-2+A^2+4u^-2 knotoid 8.4.52: -A^-26-A^-24u^-2+3A^-20u^-2-A^-18-4A^-16u^-2-3A^-14+4A^-12u^-2+A^-10-3A^-8u^-2-4A^-6+A^-4u^-2+A^-2-A^2 knotoid 8.4.53: -A^26+A^22+A^20u^-2-4A^18-3A^16u^-2+A^14+4A^12u^-2-3A^10-4A^8u^-2-A^6+3A^4u^-2-A^-2-u^-2 knotoid 8.4.54: -A^38+A^34+A^32u^-2-4A^30-3A^28u^-2+A^26+4A^24u^-2-3A^22-4A^20u^-2-A^18+3A^16u^-2-A^12u^-2-A^10 knotoid 8.4.55: A^28u^2+A^26-2A^24u^2-2A^22+2A^20u^2+2A^18-4A^16u^2-4A^14+2A^12u^2+2A^10-3A^8u^2-3A^6+A^4u^2-A^-2+A^2-u^2 knotoid 8.4.56: A^22+A^20u^-2-2A^18-2A^16u^-2+2A^14+2A^12u^-2-4A^10-A^-8u^-2-4A^8u^-2-A^-6+2A^6+A^-4u^-2+2A^4u^-2+A^-2-3A^2-3u^-2 knotoid 8.4.57: A^16u^2-A^-14+A^14-A^-12u^2-2A^12u^2+A^-10-2A^10+A^-8u^2+2A^8u^2-3A^-6+2A^6-3A^-4u^2-4A^4u^2+2A^-2-4A^2+2u^2 knotoid 8.4.58: -A^-20u^-2-A^-18+A^-16u^-2+A^-14-3A^-12u^-2-3A^-10+A^10+2A^-8u^-2+A^8u^-2+2A^-6-2A^6-4A^-4u^-2-2A^4u^-2-4A^-2+2A^2+2u^-2 knotoid 8.4.59: A^28u^2-2A^24u^2-A^22+3A^20u^2+A^18-5A^16u^2-3A^14+3A^12u^2+2A^10-4A^8u^2-3A^6+A^4u^2-A^-2+A^2-u^2 knotoid 8.4.60: A^34-2A^30-A^28u^-2+3A^26+A^24u^-2-5A^22-3A^20u^-2+3A^18+2A^16u^-2-4A^14-3A^12u^-2+A^10+A^8u^-2-A^6-A^4u^-2 knotoid 8.4.61: A^16u^2-A^-14-A^-12u^2-2A^12u^2+A^-10-A^10+A^-8u^2+3A^8u^2-3A^-6+A^6-4A^-4u^2-5A^4u^2+2A^-2-3A^2+3u^2 knotoid 8.4.62: A^22-2A^18-A^16u^-2+3A^14+A^12u^-2-5A^10-A^-8u^-2-3A^8u^-2-A^-6+3A^6+A^-4u^-2+2A^4u^-2+A^-2-4A^2-3u^-2 knotoid 8.4.63: -A^-26-A^-24u^2+A^-22+A^-20u^2-3A^-18-4A^-16u^2+2A^-14+3A^-12u^2-3A^-10-5A^-8u^2+A^-6+3A^-4u^2+A^4u^2-A^-2-2u^2 knotoid 8.4.64: -A^-20u^-2-A^-18+A^-16u^-2+A^-14-3A^-12u^-2-4A^-10+A^10+2A^-8u^-2+3A^-6-2A^6-3A^-4u^-2-A^4u^-2-5A^-2+3A^2+u^-2 knotoid 8.4.65: A^28u^2-2A^24u^2-2A^22+3A^20u^2+A^18-4A^16u^2-5A^14+3A^12u^2+2A^10-2A^8u^2-4A^6+A^4u^2-A^-2+A^2 knotoid 8.4.66: A^16u^2-A^-14-2A^12u^2+A^-10-2A^10+A^-8u^2+3A^8u^2-4A^-6+A^6-2A^-4u^2-4A^4u^2+2A^-2-5A^2+3u^2 knotoid 8.4.67: -A^-26+A^-22+A^-20u^2-4A^-18-2A^-16u^2+2A^-14+3A^-12u^2-5A^-10-4A^-8u^2+A^-6+3A^-4u^2+A^4u^2-2A^-2-2u^2 knotoid 8.4.68: -A^-14-A^14-A^-12u^2-A^12u^2+2A^-8u^2+2A^8u^2-2A^-6-2A^6-3A^-4u^2-3A^4u^2-A^-2-A^2+4u^2 knotoid 8.4.69: -A^-26-A^-24u^2+2A^-20u^2-2A^-18-3A^-16u^2-A^-14+4A^-12u^2-A^-10-3A^-8u^2-2A^-6+2A^-4u^2-A^2-u^2 knotoid 8.4.70: -A^-38-A^-36u^2+2A^-32u^2-2A^-30-3A^-28u^2-A^-26+4A^-24u^2-A^-22-3A^-20u^2-2A^-18+2A^-16u^2-A^-12u^2-A^-10 knotoid 8.4.71: A^20u^2+A^18-A^16u^2-A^14-A^12u^2-A^10-A^8u^2-A^-6-A^6-A^-4u^2-A^4u^2-A^2 knotoid 8.4.72: A^14-A^-12u^-2+A^12u^-2-A^-10-A^10-A^8u^-2-A^6-A^-4u^-2-A^4u^-2-A^-2-A^2-u^-2 knotoid 8.4.73: A^20u^2-A^16u^2-2A^14-A^10-A^-6-2A^6-A^4u^2-2A^2+u^2 knotoid 8.4.74: -A^-18+A^-12u^2-2A^-10-A^-8u^2+A^8u^2-2A^-6-A^4u^2-A^-2-2A^2 knotoid 8.4.75: A^26-A^22-A^20u^-2-A^14-A^12u^-2-2A^10-A^8u^-2-A^2-u^-2 knotoid 8.4.76: A^14-A^-12u^-2-A^-10-A^10-A^8u^-2-A^-4u^-2-2A^-2-A^2-u^-2 knotoid 8.4.77: A^20u^2-A^16u^2-A^14-A^8u^2-A^-6-A^6-A^-4u^2-2A^4u^2-A^2 knotoid 8.4.78: -A^-18-A^-16u^2-A^-10-2A^-8u^2+A^8u^2-A^-6-A^-4u^2-A^4u^2-A^2 knotoid 8.4.79: -A^-18-A^-16u^2-A^-14+A^-12u^2-A^-10-2A^-6-A^6-A^4u^2-A^-2-A^2+u^2 knotoid 8.4.80: -A^-30-A^-28u^2-A^-26+A^-24u^2-A^-22-2A^-18-A^-14+A^-12u^2-A^-10-A^-8u^2-A^-6