; output from: vlist -krsz --num-cpts=2 --max-crossings=9 realizable-2-component-non-prime-links-up-to-9 ; num_invariants: 1 k3.2.1 Labelled peer code: [-3 -7^ -9 -1, -5]/+ + + + * shortcut_crossing: 0 -1 0 0 0 k3.2.2 Labelled peer code: [-3 -7^ 9 -1, 5]/+ + + + * shortcut_crossing: 0 -1 0 0 0 k3.2.3 Labelled peer code: [-3 -7^ -9 -1, -5]/+ + + - * shortcut_crossing: 0 -1 0 0 0 k3.2.4 Labelled peer code: [-9, -1^ -7 -3 -5]/+ + * + + shortcut_crossing: 0 -1 0 0 0 k3.2.5 Labelled peer code: [9, 1^ -7 -3 -5]/+ + * + + shortcut_crossing: 0 1 0 0 0 k3.2.6 Labelled peer code: [-9, -1^ -7 -3 -5]/+ + * + - shortcut_crossing: 0 -1 0 0 0 k3.2.7 Labelled peer code: [-3 -7 9, -1 5^]/+ * + + + shortcut_crossing: 0 0 0 0 1 k3.2.8 Labelled peer code: [-3 9 -7, 1 -5^]/+ * + + + shortcut_crossing: 0 0 0 0 -1 k3.2.9 Labelled peer code: [-9 7, -1 3^ -5]/+ - * + + shortcut_crossing: 0 0 0 1 0 k3.2.10 Labelled peer code: [5 -7, 1 -9 -3^]/+ - * + + shortcut_crossing: 0 0 0 0 -1 k3.2.11 Labelled peer code: [-9 7, -1 3^ -5]/- - * + + shortcut_crossing: 0 0 0 1 0 k3.2.12 Labelled peer code: [-5 9^ -1 -11 3, -7]/+ + * + + * shortcut_crossing: 0 1 0 0 0 0 k3.2.13 Labelled peer code: [-5 9^ -1 11 3, 7]/+ + * + + * shortcut_crossing: 0 1 0 0 0 0 k3.2.14 Labelled peer code: [-5 9^ -1 -11 3, -7]/+ + * + - * shortcut_crossing: 0 1 0 0 0 0 k3.2.15 Labelled peer code: [-5 9^ -1 11 3, 7]/+ + * + - * shortcut_crossing: 0 1 0 0 0 0 k3.2.16 Labelled peer code: [-11 -5 7 -1 3^, -9]/+ + - * - + shortcut_crossing: 0 0 0 0 -1 -1 k3.2.17 Labelled peer code: [-3 5 -9 1 -11^, -7]/+ - + * - - shortcut_crossing: 0 0 -1 0 1 0 k3.2.18 Labelled peer code: [-11 -5 7 -1 3^, -9]/+ - + * - + shortcut_crossing: 0 0 0 0 -1 -1 k3.2.19 Labelled peer code: [-3 5 -9 1 -11^, -7]/- + + * - - shortcut_crossing: 0 0 -1 0 1 0 k3.2.20 Labelled peer code: [-9 5^ -11, -3 -1 7]/+ + + * + * shortcut_crossing: 0 1 0 0 0 0 k3.2.21 Labelled peer code: [9 5^ 7, 3 11 1]/+ + + * * + shortcut_crossing: 0 1 0 0 0 0 k3.2.22 Labelled peer code: [-9 5^ -11, -3 -1 7]/+ + + * * + shortcut_crossing: 0 1 0 0 0 0 k3.2.23 Labelled peer code: [9 5^ 7, 3 11 1]/+ + + * + * shortcut_crossing: 0 1 0 0 0 0 k3.2.24 Labelled peer code: [-9 5^ -11, -3 -1 7]/+ + - * * + shortcut_crossing: 0 1 0 0 0 0 k3.2.25 Labelled peer code: [-9 5 -11^, -3 -1 7]/+ + - + + * shortcut_crossing: 0 1 1 0 0 0 k3.2.26 Labelled peer code: [9 5 7^, 3 11 1]/+ + - + * + shortcut_crossing: 0 1 -1 0 0 0 k3.2.27 Labelled peer code: [-11 -9 1^, -5 -3 7]/- + - + + * shortcut_crossing: 0 0 -1 -1 0 0 k3.2.28 Labelled peer code: [7 9 1^, 5 11 3]/- + - + * + shortcut_crossing: 0 0 -1 1 0 0 k3.2.29 Labelled peer code: [-9 -5^, -1 -11 -3 -7]/+ - + + + * shortcut_crossing: 0 1 0 0 -1 0 k3.2.30 Labelled peer code: [7 11^, 1 -9 3 -5]/+ - + * + + shortcut_crossing: 0 -1 0 0 1 0 k3.2.31 Labelled peer code: [-5 -9^, -3 -11 -1 -7]/- - + + + * shortcut_crossing: 0 1 -1 0 0 0 k3.2.32 Labelled peer code: [-9 -11 -7, -3 -5^ -1]/+ + + * + * shortcut_crossing: 0 0 0 0 -1 0 k3.2.33 Labelled peer code: [9 7 11, 3 1 5^]/+ + + * * + shortcut_crossing: 0 0 0 0 0 1 k3.2.34 Labelled peer code: [-11 -9 -7^, -1 -3 -5]/- + - * + + shortcut_crossing: 0 0 1 0 0 -1 k3.2.35 Labelled peer code: [7 9 11^, 1 5 3]/- + - * + + shortcut_crossing: 0 0 -1 0 1 0 k3.2.36 Labelled peer code: [-13 -5 -9^ -1 -3 -7, -11]/+ * + + - - + shortcut_crossing: 0 0 -1 0 0 1 -1 k3.2.37 Labelled peer code: [-5 -7 -11 -3 13 -1, 9^]/- + + * + - + shortcut_crossing: 0 0 -1 0 0 1 1 k3.2.38 Labelled peer code: [-13 -5 -9^ -1 -3 -7, -11]/+ * + - + - + shortcut_crossing: 0 0 -1 0 0 1 -1 k3.2.39 Labelled peer code: [-5 -7 -11 -3 13 -1, 9^]/+ - + * + - + shortcut_crossing: 0 0 -1 0 0 1 1 k3.2.40 Labelled peer code: [-13 7 9 3 1 5^, -11]/- - - * * - + shortcut_crossing: 0 0 0 0 0 -1 -1 k3.2.41 Labelled peer code: [-5 -7 -11 -3 -1 -13^, -9]/+ + + * * - + shortcut_crossing: 0 0 -1 0 0 1 0 k3.2.42 Labelled peer code: [-13 7 9 3 1 5^, -11]/- + + * * - + shortcut_crossing: 0 0 0 0 0 -1 -1 k3.2.43 Labelled peer code: [-5 -7 -11 -3 -1 -13^, -9]/- - + * * - + shortcut_crossing: 0 0 -1 0 0 1 0 k3.2.44 Labelled peer code: [-5 -11 13 -1 3, 7 -9^]/- * * * - - + shortcut_crossing: 0 0 0 0 0 0 -1 k3.2.45 Labelled peer code: [-5 11 -13 -1 3, 9^ -7]/- * * * - + - shortcut_crossing: 0 0 0 0 0 1 0 k3.2.46 Labelled peer code: [-5 -11 13 -1 3, 7 -9^]/+ * * * - - + shortcut_crossing: 0 0 0 0 0 0 -1 k3.2.47 Labelled peer code: [-5 11 -13 -1 3, 9^ -7]/+ * * * - + - shortcut_crossing: 0 0 0 0 0 1 0 k3.2.48 Labelled peer code: [5 -7 -11 13 -3^, 9 -1]/- - * * - + - shortcut_crossing: 0 0 0 0 1 1 0 k3.2.49 Labelled peer code: [5 -7 11 -13 -3^, 1 -9]/- - * * - - + shortcut_crossing: 0 0 0 0 1 0 -1 k3.2.50 Labelled peer code: [5 -7 -11 13 -3^, 9 -1]/- + * * - + - shortcut_crossing: 0 0 0 0 1 1 0 k3.2.51 Labelled peer code: [5 -7 11 -13 -3^, 1 -9]/- + * * - - + shortcut_crossing: 0 0 0 0 1 0 -1 k3.2.52 Labelled peer code: [5 -7 -11 13 -3^, 9 -1]/- - * * - + + shortcut_crossing: 0 0 0 0 1 1 0 k3.2.53 Labelled peer code: [5 -7 11 -13 -3^, 1 -9]/- - * * - + + shortcut_crossing: 0 0 0 0 1 0 -1 k3.2.54 Labelled peer code: [5 -7 -11 13 -3^, 9 -1]/- + * * - + + shortcut_crossing: 0 0 0 0 1 1 0 k3.2.55 Labelled peer code: [5 -7 11 -13 -3^, 1 -9]/- + * * - + + shortcut_crossing: 0 0 0 0 1 0 -1 k3.2.56 Labelled peer code: [-11 13 9^ -1 3, -7 5]/+ * + * + * + shortcut_crossing: 0 0 1 0 0 0 0 k3.2.57 Labelled peer code: [-11 13 9^ -1 3, -7 5]/- * + * + * + shortcut_crossing: 0 0 1 0 0 0 0 k3.2.58 Labelled peer code: [13 -11 9^ -1 3, 7 -5]/- * + * + * + shortcut_crossing: 0 0 1 0 0 0 0 k3.2.59 Labelled peer code: [-5 -11 13 -1 3^, 7 -9]/- - * * - - + shortcut_crossing: 0 0 0 0 -1 0 -1 k3.2.60 Labelled peer code: [-5 11 -13 -1 3^, 9 -7]/- - * * - + - shortcut_crossing: 0 0 0 0 -1 1 0 k3.2.61 Labelled peer code: [-5 -11 13 -1 3^, 7 -9]/+ - * * - - + shortcut_crossing: 0 0 0 0 -1 0 -1 k3.2.62 Labelled peer code: [-5 11 -13 -1 3^, 9 -7]/+ - * * - + - shortcut_crossing: 0 0 0 0 -1 1 0 k3.2.63 Labelled peer code: [-5 -11 13 -1 3^, 7 -9]/- - * * - + + shortcut_crossing: 0 0 0 0 -1 0 -1 k3.2.64 Labelled peer code: [-5 11 -13 -1 3^, 9 -7]/- - * * - + + shortcut_crossing: 0 0 0 0 -1 1 0 k3.2.65 Labelled peer code: [-5 -11 13 -1 3^, 7 -9]/+ - * * - + + shortcut_crossing: 0 0 0 0 -1 0 -1 k3.2.66 Labelled peer code: [-5 11 -13 -1 3^, 9 -7]/+ - * * - + + shortcut_crossing: 0 0 0 0 -1 1 0 k3.2.67 Labelled peer code: [5 -7 -11 13 -3^, 9 -1]/- + - * - + * shortcut_crossing: 0 0 0 0 1 1 0 k3.2.68 Labelled peer code: [5 -7 11 -13 -3^, 1 -9]/- + - * - * + shortcut_crossing: 0 0 0 0 1 0 -1 k3.2.69 Labelled peer code: [-5 7 -11 13 3, -1 9^]/+ * + * - * + shortcut_crossing: 0 0 0 0 0 0 1 k3.2.70 Labelled peer code: [-5 7 13 -11 3, 1 -9^]/+ * + * - * + shortcut_crossing: 0 0 0 0 0 0 -1 k3.2.71 Labelled peer code: [-5 7 -11 13 3^, -1 9]/+ - - * - * + shortcut_crossing: 0 0 0 0 -1 0 1 k3.2.72 Labelled peer code: [-5 7 13 -11 3^, 1 -9]/+ - - * - * + shortcut_crossing: 0 0 0 0 -1 0 -1 k3.2.73 Labelled peer code: [-13 5^, -9 11 1 -3 7]/+ - * + + + * shortcut_crossing: 0 -1 0 0 0 -1 0 k3.2.74 Labelled peer code: [-13 5^, -9 11 1 -3 7]/+ - * + - + * shortcut_crossing: 0 -1 0 0 0 -1 0 k3.2.75 Labelled peer code: [7 -9^, 3 -11 13 -5 -1]/+ - + * * - - shortcut_crossing: 0 1 1 0 0 0 0 k3.2.76 Labelled peer code: [-13 7 1 -11 3^, -5 -9]/- + * * - + + shortcut_crossing: 0 0 0 0 -1 0 -1 k3.2.77 Labelled peer code: [11 7 1 13 3^, 5 9]/- + * * - + + shortcut_crossing: 0 0 0 0 -1 0 1 k3.2.78 Labelled peer code: [5 9^ -11 1 -13, -3 -7]/+ + * * + + * shortcut_crossing: 0 1 0 0 0 0 0 k3.2.79 Labelled peer code: [5 9^ 13 1 11, 3 7]/+ + * * + + * shortcut_crossing: 0 1 0 0 0 0 0 k3.2.80 Labelled peer code: [5 9^ -11 1 -13, -3 -7]/+ + * * + - * shortcut_crossing: 0 1 0 0 0 0 0 k3.2.81 Labelled peer code: [-7 -13 11^, -5 -1 3 9]/+ * - + * + + shortcut_crossing: 0 0 -1 -1 0 0 0 k3.2.82 Labelled peer code: [13 7 -9^, 5 11 -3 1]/+ * - + + + * shortcut_crossing: 0 0 1 1 0 0 0 k3.2.83 Labelled peer code: [-7 -13 11^, -5 -1 3 9]/- * - + * + + shortcut_crossing: 0 0 -1 -1 0 0 0 k3.2.84 Labelled peer code: [13 7 -9^, 5 11 -3 1]/- * - + + + * shortcut_crossing: 0 0 1 1 0 0 0 k3.2.85 Labelled peer code: [-7 -13 11^, -5 -1 3 9]/+ * - + * - + shortcut_crossing: 0 0 -1 -1 0 0 0 k3.2.86 Labelled peer code: [13 7 -9^, 5 11 -3 1]/+ * - + + - * shortcut_crossing: 0 0 1 1 0 0 0 k3.2.87 Labelled peer code: [-5 11 7 -13 1 15 3^, 9]/- - * + * - - * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.88 Labelled peer code: [-5 11 7 -13 1 -15 3^, -9]/- - * + * - - * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.89 Labelled peer code: [-5 11 7 -13 1 15 3^, 9]/- + * + * - - * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.90 Labelled peer code: [-5 11 7 -13 1 -15 3^, -9]/- + * + * - - * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.91 Labelled peer code: [9 -11 -1 -15 13 5 -3^, -7]/- + * * + * - + shortcut_crossing: 0 0 0 0 1 0 1 0 k3.2.92 Labelled peer code: [9 -11 -1 15 13 5 -3^, 7]/- + * * + * - + shortcut_crossing: 0 0 0 0 1 0 1 0 k3.2.93 Labelled peer code: [-15 -5 9 -11 13 3^, -1 7]/+ * + + * - * + shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.94 Labelled peer code: [-15 -5 9 -11 13 3^, -1 7]/+ * + + * - * - shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.95 Labelled peer code: [-5 13 7 -11 -15 3^, 1 -9]/- + * + * - * - shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.96 Labelled peer code: [11 15 1 -9^, 3 -13 7 -5]/- * * - - * + + shortcut_crossing: 0 0 0 1 0 0 1 0 k3.2.97 Labelled peer code: [-11 -15 1 13^, 5 -7 -9 -3]/- * * - + + * - shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.98 Labelled peer code: [-9 13 -15 3^, -11 -1 7 -5]/+ * * - + * + + shortcut_crossing: 0 0 0 -1 0 0 1 0 k3.2.99 Labelled peer code: [15 -11 9 3^, -13 5 -7 1]/+ * * - + + + * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.100 Labelled peer code: [-9 13 -15 3^, -11 -1 7 -5]/+ * * - + * + - shortcut_crossing: 0 0 0 -1 0 0 1 0 k3.2.101 Labelled peer code: [15 -11 9 3^, -13 5 -7 1]/+ * * - + - + * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.102 Labelled peer code: [-9 13 -15 3^, -11 -1 7 -5]/+ * * - - * + + shortcut_crossing: 0 0 0 -1 0 0 1 0 k3.2.103 Labelled peer code: [15 -11 9 3^, -13 5 -7 1]/+ * * - - + + * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.104 Labelled peer code: [-9 13 -15 3^, -11 -1 7 -5]/+ * * - - * + - shortcut_crossing: 0 0 0 -1 0 0 1 0 k3.2.105 Labelled peer code: [15 -11 9 3^, -13 5 -7 1]/+ * * - - - + * shortcut_crossing: 0 0 0 -1 0 0 -1 0 k3.2.106 Labelled peer code: [-13 -5 -9 11^, -3 1 15 -7]/- - * - - * * + shortcut_crossing: 0 0 0 -1 0 0 0 -1 k3.2.107 Labelled peer code: [3 -9 11 -15^, -13 -1 7 -5]/+ + * - * * + + shortcut_crossing: 0 0 0 1 0 0 1 0 k3.2.108 Labelled peer code: [-13 -5 -9 11^, -3 1 15 -7]/+ - * - - * * + shortcut_crossing: 0 0 0 -1 0 0 0 -1 k3.2.109 Labelled peer code: [3 -9 11 -15^, -13 -1 7 -5]/+ + * - * * + - shortcut_crossing: 0 0 0 1 0 0 1 0 k3.2.110 Labelled peer code: [5 9 -13 15 3 -7^, 11 -1]/- - * * * - + - shortcut_crossing: 0 0 0 0 0 1 1 0 k3.2.111 Labelled peer code: [5 9 13 -15 3 -7^, 1 -11]/- - * * * - - + shortcut_crossing: 0 0 0 0 0 1 0 -1 k3.2.112 Labelled peer code: [5 9 -13 15 3 -7^, 11 -1]/- + * * * - + - shortcut_crossing: 0 0 0 0 0 1 1 0 k3.2.113 Labelled peer code: [5 9 13 -15 3 -7^, 1 -11]/- + * * * - - + shortcut_crossing: 0 0 0 0 0 1 0 -1 k3.2.114 Labelled peer code: [5 9 -13 15 3 -7^, 11 -1]/- - * * * - + + shortcut_crossing: 0 0 0 0 0 1 1 0 k3.2.115 Labelled peer code: [5 9 13 -15 3 -7^, 1 -11]/- - * * * - + + shortcut_crossing: 0 0 0 0 0 1 0 -1 k3.2.116 Labelled peer code: [5 9 -13 15 3 -7^, 11 -1]/- + * * * - + + shortcut_crossing: 0 0 0 0 0 1 1 0 k3.2.117 Labelled peer code: [5 9 13 -15 3 -7^, 1 -11]/- + * * * - + + shortcut_crossing: 0 0 0 0 0 1 0 -1 k3.2.118 Labelled peer code: [-5 -9 7 -11 -13 15^, -3 1]/+ + * + + - * * shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.119 Labelled peer code: [-5 -9 7 -11 15 -13^, 3 -1]/+ + * + + - * * shortcut_crossing: 0 0 0 -1 0 1 0 0 k3.2.120 Labelled peer code: [-5 -9 7 -11 -13 15^, -3 1]/+ + * + - - * * shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.121 Labelled peer code: [-5 -9 7 -11 15 -13^, 3 -1]/+ + * + - - * * shortcut_crossing: 0 0 0 -1 0 1 0 0 k3.2.122 Labelled peer code: [-5 -9 7 -11 -13 15^, -3 1]/- + * + + - * * shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.123 Labelled peer code: [-5 -9 7 -11 15 -13^, 3 -1]/- + * + + - * * shortcut_crossing: 0 0 0 -1 0 1 0 0 k3.2.124 Labelled peer code: [-5 -9 7 -11 -13 15^, -3 1]/- + * + - - * * shortcut_crossing: 0 0 0 -1 0 -1 0 0 k3.2.125 Labelled peer code: [-5 -9 7 -11 15 -13^, 3 -1]/- + * + - - * * shortcut_crossing: 0 0 0 -1 0 1 0 0 k3.2.126 Labelled peer code: [-15 7 -9 -11^, 13 -5 -3 -1]/+ + * - * + + * shortcut_crossing: 0 1 0 1 0 0 0 0 k3.2.127 Labelled peer code: [9 7 15 13^, 11 1 3 5]/+ + * - * * + + shortcut_crossing: 0 1 0 -1 0 0 0 0 k3.2.128 Labelled peer code: [-15 7 -9 -11^, 13 -5 -3 -1]/+ + * - * - + * shortcut_crossing: 0 1 0 1 0 0 0 0 k3.2.129 Labelled peer code: [9 7 15 13^, 11 1 3 5]/+ + * - * * + - shortcut_crossing: 0 1 0 -1 0 0 0 0 k3.2.130 Labelled peer code: [13 11 9 -1, 3 5^ -15 7]/- - - - * + * + shortcut_crossing: 0 0 0 1 0 1 0 1 k3.2.131 Labelled peer code: [-9 -11 -13 -1, -7 -15 -5^ -3]/- - - - + * + * shortcut_crossing: 0 0 0 1 -1 0 -1 0 k3.2.132 Labelled peer code: [13 11 9 -1, 3 5^ -15 7]/- - + - * + * + shortcut_crossing: 0 0 0 1 0 1 0 1 k3.2.133 Labelled peer code: [-9 -11 -13 -1, -7 -15 -5^ -3]/- - + - + * + * shortcut_crossing: 0 0 0 1 -1 0 -1 0 k3.2.134 Labelled peer code: [13 11 9 -1, 3 5^ -15 7]/- + - - * + * + shortcut_crossing: 0 0 0 1 0 1 0 1 k3.2.135 Labelled peer code: [-9 -11 -13 -1, -7 -15 -5^ -3]/- + - - + * + * shortcut_crossing: 0 0 0 1 -1 0 -1 0 k3.2.136 Labelled peer code: [-13 -9 -7^, -1 -3 -15 -5 -11]/+ * - * + + + * shortcut_crossing: 0 0 1 0 0 0 -1 0 k3.2.137 Labelled peer code: [9 13 15^, 1 -11 5 -7 3]/+ * - * * + + + shortcut_crossing: 0 0 -1 0 0 1 0 0 k3.2.138 Labelled peer code: [-13 -9 -7^, -1 -3 -15 -5 -11]/- * - * + + + * shortcut_crossing: 0 0 1 0 0 0 -1 0 k3.2.139 Labelled peer code: [-13 -9 -7^, -1 -3 -15 -5 -11]/+ * - * - + + * shortcut_crossing: 0 0 1 0 0 0 -1 0 k3.2.140 Labelled peer code: [-15 -13 -11 -9, -1 -3 -5^ -7]/+ - + - * * + + shortcut_crossing: 0 0 0 1 0 0 -1 -1 k3.2.141 Labelled peer code: [9 11 13 15, 1 7 5^ 3]/+ - + - * + + * shortcut_crossing: 0 0 0 -1 0 1 1 0 k3.2.142 Labelled peer code: [-15 -13 -9 -11^, -1 -5 -3 -7]/+ + * - * + * + shortcut_crossing: 0 0 0 1 0 0 0 -1 k3.2.143 Labelled peer code: [9 11 15 13^, 1 7 3 5]/+ + * - * + * + shortcut_crossing: 0 0 0 -1 0 1 0 0 k3.2.144 Labelled peer code: [-15 -13 -9 -11^, -1 -5 -3 -7]/- + * - * + * + shortcut_crossing: 0 0 0 1 0 0 0 -1 k3.2.145 Labelled peer code: [9 11 15 13^, 1 7 3 5]/- + * - * + * + shortcut_crossing: 0 0 0 -1 0 1 0 0 k3.2.146 Labelled peer code: [-5 -13 7 -15 1 17 -3 11^, 9]/- - * + * - * - * shortcut_crossing: 0 0 0 -1 0 0 0 -1 0 k3.2.147 Labelled peer code: [-5 -13 7 -15 1 -17 -3 11^, -9]/- - * + * - * - * shortcut_crossing: 0 0 0 -1 0 0 0 -1 0 k3.2.148 Labelled peer code: [-5 -13 7 -15 1 17 -3 11^, 9]/- + * + * - * - * shortcut_crossing: 0 0 0 -1 0 0 0 -1 0 k3.2.149 Labelled peer code: [-5 -13 7 -15 1 -17 -3 11^, -9]/- + * + * - * - * shortcut_crossing: 0 0 0 -1 0 0 0 -1 0 k3.2.150 Labelled peer code: [15 -7^ -11 -3 -17, -1 -5 9 13]/+ + * + - * + + * shortcut_crossing: 0 -1 0 0 1 0 0 1 0 k3.2.151 Labelled peer code: [-3 11 -9 -15 17, 5 1 -7^ 13]/+ * + + - * + + * shortcut_crossing: 0 0 -1 0 -1 0 0 -1 0 k3.2.152 Labelled peer code: [15 -7^ -11 -3 -17, -1 -5 9 13]/+ + * - - * + + * shortcut_crossing: 0 -1 0 0 1 0 0 1 0 k3.2.153 Labelled peer code: [15 -7^ -11 -3 -17, -1 -5 9 13]/- + * + - * + + * shortcut_crossing: 0 -1 0 0 1 0 0 1 0 k3.2.154 Labelled peer code: [-3 11 -9 -15 17, 5 1 -7^ 13]/+ * + - - * + + * shortcut_crossing: 0 0 -1 0 -1 0 0 -1 0 k3.2.155 Labelled peer code: [-13 -15 9 -17 3 7^, -1 -11 -5]/+ * + + * - * + * shortcut_crossing: 0 0 0 0 0 -1 0 -1 0 k3.2.156 Labelled peer code: [17 15 9 13 3 7^, 1 5 11]/+ * + + * - * * + shortcut_crossing: 0 0 0 0 0 -1 0 0 1 k3.2.157 Labelled peer code: [-13 -15 9 -17 3 7^, -1 -11 -5]/+ * - + * - * + * shortcut_crossing: 0 0 0 0 0 -1 0 -1 0 k3.2.158 Labelled peer code: [17 15 9 13 3 7^, 1 5 11]/+ * - + * - * * + shortcut_crossing: 0 0 0 0 0 -1 0 0 1 k3.2.159 Labelled peer code: [-13 -15 9 -17 3 7^, -1 -11 -5]/+ * + - * - * + * shortcut_crossing: 0 0 0 0 0 -1 0 -1 0 k3.2.160 Labelled peer code: [17 15 9 13 3 7^, 1 5 11]/+ * + - * - * * + shortcut_crossing: 0 0 0 0 0 -1 0 0 1 k3.2.161 Labelled peer code: [-13 -15 9 -17 3 7^, -1 -11 -5]/+ * - - * - * + * shortcut_crossing: 0 0 0 0 0 -1 0 -1 0 k3.2.162 Labelled peer code: [17 15 9 13 3 7^, 1 5 11]/+ * - - * - * * + shortcut_crossing: 0 0 0 0 0 -1 0 0 1 k3.2.163 Labelled peer code: [7 -5 -11 -15 17 -3 -9^, 13 -1]/- * + - * * - + * shortcut_crossing: 0 0 0 0 0 0 1 1 0 k3.2.164 Labelled peer code: [7 -5 -11 15 -17 -3 -9^, 1 -13]/- * + - * * - * + shortcut_crossing: 0 0 0 0 0 0 1 0 -1 k3.2.165 Labelled peer code: [7 -5 -11^ -15 17 -3 -9, 13 -1]/- * + - * - - + * shortcut_crossing: 0 0 -1 0 0 0 1 1 0 k3.2.166 Labelled peer code: [7 -5 -11^ 15 -17 -3 -9, 1 -13]/- * + - * - - * + shortcut_crossing: 0 0 -1 0 0 0 1 0 -1 k3.2.167 Labelled peer code: [7 -5 -11^ -15 17 -3 -9, 13 -1]/- * + - * + - + * shortcut_crossing: 0 0 -1 0 0 0 1 1 0 k3.2.168 Labelled peer code: [7 -5 -11^ 15 -17 -3 -9, 1 -13]/- * + - * + - * + shortcut_crossing: 0 0 -1 0 0 0 1 0 -1 k3.2.169 Labelled peer code: [-7 5 11^ -15 17 3 9, -1 13]/+ * + - * + - * + shortcut_crossing: 0 0 1 0 0 0 -1 0 1 k3.2.170 Labelled peer code: [-7 5 11^ 17 -15 3 9, 1 -13]/+ * + - * + - * + shortcut_crossing: 0 0 1 0 0 0 -1 0 -1 normalized knotoid bracket polynomials calculated during processing: knotoid 3.2.1: A^14u^2+A^12u^2-A^10u^2-A^8u^2-A^8-A^6 knotoid 3.2.2: A^8u^2+A^6u^2-A^4u^2-A^2u^2-A^2-1 knotoid 3.2.3: -A^4-A^2 knotoid 3.2.4: A^14u^2+A^12-A^10u^2-A^8u^2-A^8-A^6 knotoid 3.2.5: A^8+A^6u^-2-A^4-A^2u^-2-A^2-u^-2 knotoid 3.2.6: -A^4u^2-A^2 knotoid 3.2.7: A^8+A^4u^-1-2A^4-A^2u^-2-A^2-u^-2+u^-1 knotoid 3.2.8: A^8u^2-2A^4u^2+A^4u-A^2u^2-A^2+u-1 knotoid 3.2.9: A^12u^-1-A^10u^-2-A^8u^-2+A^8u^-1-A^8-A^6 knotoid 3.2.10: -A^-6u^2-A^-4u^2+A^-4u-A^-4-A^-2+u knotoid 3.2.11: A^8u^-1-A^4u^-2+A^4u^-1-A^4-A^2u^-2-A^2 knotoid 3.2.12: A^6u^-1-A^6+A^4u^-1-2A^4-A^2u^-2+A^2u^-1-A^2-u^-2+u^-1 knotoid 3.2.13: -A^-6u^-2+A^-6u^-1-A^-4u^-2+A^-4u^-1-A^-4+A^-2u^-1-2A^-2+u^-1-1 knotoid 3.2.14: A^14u^-1+A^12u^-1-A^10u^-2+A^10u^-1-A^10-A^8u^-2+A^8u^-1-2A^8-A^6 knotoid 3.2.15: A^8u^-1+A^6u^-1-A^4u^-2+A^4u^-1-A^4-A^2u^-2+A^2u^-1-2A^2-1 knotoid 3.2.16: A^14u^3+A^12u-A^10u^4+A^10u^3-A^10u^2-2A^8u^2+A^8u-A^8-A^6 knotoid 3.2.17: A^8u+A^6u^-1-A^4u^2+A^4u-A^4-A^2u^-2+A^2u^-1-2A^2-u^-2 knotoid 3.2.18: A^-8u+A^-6u^3-A^-4u^2+A^-4u-A^-4-A^-2u^4+A^-2u^3-A^-2u^2-A^-2-u^2 knotoid 3.2.19: A^-14u^-1+A^-12u-A^-10u^-2+A^-10u^-1-A^-10-A^-8u^-2-A^-8u^2+A^-8u-A^-8-A^-6 knotoid 3.2.20: -A^12-A^10u^-2+A^10u^-1-A^10+A^6u^-2-A^2u^-1 knotoid 3.2.21: -A^-16u^-1+A^-12u^-2-A^-8u^-2+A^-8u^-1-A^-8-A^-6 knotoid 3.2.22: -A^6-A^4u^-2+2A^4u^-1-2A^4-A^2-u^-2+2u^-1 knotoid 3.2.23: -A^-12u^-2+2A^-12u^-1-A^-10-A^-8u^-2+2A^-8u^-1-2A^-8-A^-6 knotoid 3.2.24: A^-8u^-1-2A^-4u^-2+2A^-4u^-1-A^-4-2A^-2+u^-1-1 knotoid 3.2.25: -A^12u^-2-A^10u^-2+A^10u^-1-A^10+A^6u^-2-A^2u^-1 knotoid 3.2.26: -A^-16u+A^-12-A^-8u^2+A^-8u-A^-8-A^-6 knotoid 3.2.27: A^6u-A^6-A^4u^2+A^-2u^2-A^-2u-A^2u^2 knotoid 3.2.28: -A^-8u^-1+A^-8-A^-4-A^-2-u^-2+u^-1 knotoid 3.2.29: A^12u^-1+A^12u-A^12-A^10-A^8u^-2-A^8u^2+A^8u^-1+A^8u-A^8-A^6 knotoid 3.2.30: -A^-6-A^-4u^-2-A^-4u^2+A^-4u^-1+A^-4u-A^-4-A^-2+u^-1+u-1 knotoid 3.2.31: A^8u^-1-A^4u^-2+A^4u^-1+A^4u-2A^4-2A^2-u^2+u knotoid 3.2.32: -A^16u^2+A^12u^2-A^8u^2-A^6 knotoid 3.2.33: -A^-12u^-2-A^-10+A^-6-A^-2 knotoid 3.2.34: A^6u-A^6-A^4+A^-2u^2-A^-2u-A^2u^2 knotoid 3.2.35: A^-8u^2-A^-8u-A^-4u^2-A^-2+u-1 knotoid 3.2.36: A^6u^3-A^6u^2-A^4u^2+A^4u-A^4-A^2u^4+A^2u^3-A^2-u^2+u knotoid 3.2.37: A^-6u^-1-A^-6-A^-4u^-2-A^-4u^2+A^-4u-A^-2u^-2+A^-2u^-1-A^-2+u-1 knotoid 3.2.38: -A^6u^4+A^6u^3-2A^4u^2+A^4u+A^2u^3-A^2u^2-A^2+u-1 knotoid 3.2.39: -A^-6u^-2+A^-6u^-1-A^-4u^-2+A^-4u-A^-4+A^-2u^-1-2A^-2-u^2+u knotoid 3.2.40: A^8u^2+A^6u^4-A^4u^2-A^2u^4-A^2-u^2 knotoid 3.2.41: A^14+A^12u^2-A^10-A^8u^-2-A^8u^2-A^6 knotoid 3.2.42: A^-14u^4+A^-12u^2-A^-10u^4-2A^-8u^2-A^-6 knotoid 3.2.43: A^-8u^2+A^-6-A^-4u^2-2A^-2-u^-2 knotoid 3.2.44: -A^6u^2+A^6u-A^4u^2+A^4u-A^4+A^2u-2A^2-u^2+u knotoid 3.2.45: A^-6u^-1-A^-6-2A^-4u^-2+A^-4u^-1-A^-2u^-2+A^-2u^-1-A^-2+u^-1-1 knotoid 3.2.46: A^14u+A^12u-A^10u^2+A^10u-A^10-2A^8u^2+A^8u-A^8-A^6 knotoid 3.2.47: A^8u^-1+A^6u^-1-A^4u^-2+A^4u^-1-A^4-A^2u^-2+A^2u^-1-2A^2-u^-2 knotoid 3.2.48: A^-6u^-3-A^-6u^-2-A^-4u^-4+A^-4u^-3-A^-4u^-2-A^-2u^-4+A^-2u^-3-A^-2+u^-3-u^-2 knotoid 3.2.49: A^6u^-1-A^6-A^4u^-2-A^4u^2+A^4u^-1-A^2u^-2+A^2u^-1-A^2+u^-1-1 knotoid 3.2.50: A^8u^-3+A^6u^-3-A^4u^-4+A^4u^-3-A^4u^-2-A^2u^-4+A^2u^-3-A^2u^-2-A^2-u^-2 knotoid 3.2.51: A^14u^-1+A^12u^-1-A^10u^-2+A^10u^-1-A^10-A^8u^-2-A^8u^2+A^8u^-1-A^8-A^6 knotoid 3.2.52: -A^6u^-4+A^6u^-3+A^4u^-3-2A^4u^-2+A^2u^-3-A^2u^-2-A^2-u^-4+u^-3 knotoid 3.2.53: -A^-6u^-2+A^-6u^-1-A^-4u^2+A^-4u^-1-A^-4+A^-2u^-1-2A^-2-u^-2+u^-1 knotoid 3.2.54: A^14u^-3+A^12u^-3-A^10u^-4+A^10u^-3-A^10u^-2-A^8u^-4+A^8u^-3-2A^8u^-2-A^6 knotoid 3.2.55: A^8u^-1+A^6u^-1-A^4u^-2+A^4u^-1-A^4-A^2u^-2+A^2u^-1-2A^2-u^2 knotoid 3.2.56: A^-8u^-2-A^-4u^-2-2A^-2 knotoid 3.2.57: A^-12u^-2-A^-10-A^-8u^-2-A^-6 knotoid 3.2.58: -A^6-A^4u^-2-A^2+u^-2 knotoid 3.2.59: A^-8u^2+A^-4u^3-2A^-4u^2-A^-2u^2-A^-2-u^4+u^3 knotoid 3.2.60: A^-8+A^-4u-2A^-4-A^-2u^-2-A^-2-u^2+u knotoid 3.2.61: A^8u^3-A^4u^4+A^4u^3-A^4u^2-A^2u^2-A^2 knotoid 3.2.62: A^8u-A^4u^2+A^4u-A^4-A^2u^-2-A^2 knotoid 3.2.63: A^-12u^3-A^-10u^2-A^-8u^4+A^-8u^3-A^-8u^2-A^-6 knotoid 3.2.64: -A^6u^-2-A^4u^2+A^4u-A^4-A^2+u knotoid 3.2.65: -A^-6u^2-A^-4u^4+A^-4u^3-A^-4u^2-A^-2+u^3 knotoid 3.2.66: A^12u-A^10u^-2-A^8u^2+A^8u-A^8-A^6 knotoid 3.2.67: A^8u^-4+A^6u^-2-A^4u^-4-A^2u^-2-A^2-u^-2 knotoid 3.2.68: A^14u^-2+A^12-A^10u^-2-A^8u^2-A^8-A^6 knotoid 3.2.69: A^14+A^12u^-2-A^10-2A^8u^-2-A^6 knotoid 3.2.70: A^8u^2+A^6-A^4u^2-2A^2-u^2 knotoid 3.2.71: A^8+A^6u^2-A^4-A^2u^2-A^2-u^-2 knotoid 3.2.72: A^14u^2+A^12u^4-A^10u^2-A^8u^4-A^8u^2-A^6 knotoid 3.2.73: A^-8u^2-A^-4u^2-A^-2u^4-A^-2 knotoid 3.2.74: -A^6u^4-A^4u^2-A^2+u^2 knotoid 3.2.75: A^-12u^-2-A^-10u^-4-A^-8u^-2-A^-6 knotoid 3.2.76: A^-8u^4-2A^-4u^4+A^-4u^3-A^-2u^2-A^-2+u^3-u^2 knotoid 3.2.77: A^-8u^2-2A^-4u^2+A^-4u-A^-2u^-2-A^-2+u-1 knotoid 3.2.78: -A^6-2A^4u^-2+2A^4u^-1-A^4-A^2+2u^-1-1 knotoid 3.2.79: 2A^-12u^-1-A^-12-A^-10-2A^-8u^-2+2A^-8u^-1-A^-8-A^-6 knotoid 3.2.80: A^-8u^-1-A^-4u^-2+2A^-4u^-1-2A^-4-2A^-2-u^-2+u^-1 knotoid 3.2.81: A^-8u^3-2A^-4u^4+2A^-4u^3-A^-4u^2-A^-2u^4-A^-2+u^3-u^2 knotoid 3.2.82: A^-8u^-1-A^-4u^-2+2A^-4u^-1-2A^-4-A^-2u^-4-A^-2-u^-2+u^-1 knotoid 3.2.83: -A^-12u^4+2A^-12u^3-A^-10u^4-A^-8u^4+2A^-8u^3-2A^-8u^2-A^-6 knotoid 3.2.84: -A^6u^-4-2A^4u^-2+2A^4u^-1-A^4-A^2+2u^-1-1 knotoid 3.2.85: -A^6u^4-A^4u^4+2A^4u^3-2A^4u^2-A^2-u^4+2u^3 knotoid 3.2.86: 2A^-12u^-1-A^-12-A^-10u^-4-2A^-8u^-2+2A^-8u^-1-A^-8-A^-6 knotoid 3.2.87: A^6u^3-A^6u^2+A^4u^3-A^4u^2-A^4-A^2u^4+A^2u^3-A^2-u^4+u^3 knotoid 3.2.88: -A^-6u^4+A^-6u^3-A^-4u^4+A^-4u^3-A^-4+A^-2u^3-A^-2u^2-A^-2+u^3-u^2 knotoid 3.2.89: A^-8u^3+A^-6u^3-A^-4u^4+A^-4u^3-A^-4u^2-A^-2u^4+A^-2u^3-A^-2u^2-A^-2-1 knotoid 3.2.90: A^-14u^3+A^-12u^3-A^-10u^4+A^-10u^3-A^-10u^2-A^-8u^4+A^-8u^3-A^-8u^2-A^-8-A^-6 knotoid 3.2.91: A^14u^-4+A^12u^-4-A^10u^-4-A^8u^-4-A^8-A^6 knotoid 3.2.92: A^8u^-4+A^6u^-4-A^4u^-4-A^2u^-4-A^2-1 knotoid 3.2.93: A^-8u^3-2A^-4u^4+2A^-4u^3-A^-4u^2-2A^-2+u^3-u^2 knotoid 3.2.94: -A^6-A^4u^4+2A^4u^3-2A^4u^2-A^2-u^4+2u^3 knotoid 3.2.95: -A^-12u^4+2A^-12u^3-A^-10-A^-8u^4+2A^-8u^3-2A^-8u^2-A^-6 knotoid 3.2.96: -A^12u^-4-A^10u^-2+A^10u^-1-A^10+A^6u^-2-A^2u^-1 knotoid 3.2.97: -A^-16u^3+A^-12u^2-A^-8u^4+A^-8u^3-A^-8u^2-A^-6 knotoid 3.2.98: -A^12u^2+A^12u+A^12-A^10u^-2-A^8u^-2-A^8u^2+A^8u-A^6 knotoid 3.2.99: -A^-6u^2-A^-4u^4+A^-4u^3-A^-4-A^-2-u^4+u^3+u^2 knotoid 3.2.100: A^8u-2A^4u^2+A^4u-A^2u^-2-A^2-u^-2+1 knotoid 3.2.101: A^8u^3-2A^4u^4+A^4u^3-A^2u^2-A^2+u^2-1 knotoid 3.2.102: -A^6u^-2-A^4u^-2-A^4u^2+A^4u-A^2-u^2+u+1 knotoid 3.2.103: -A^-12u^4+A^-12u^3+A^-12u^2-A^-10u^2-A^-8u^4+A^-8u^3-A^-8-A^-6 knotoid 3.2.104: A^-8-A^-4u^-2-2A^-4u^2+A^-4u+A^-4-A^-2u^-2-A^-2+u-1 knotoid 3.2.105: A^-8u^2-2A^-4u^4+A^-4u^3+A^-4u^2-A^-4-A^-2u^2-A^-2+u^3-u^2 knotoid 3.2.106: A^-12u^3-A^-12u^2+A^-12u-A^-10u^4-A^-8u^4+A^-8u^3-A^-8u^2+A^-8u-A^-8-A^-6 knotoid 3.2.107: -A^6u^-4-A^4u^-4+A^4u^-3-A^4u^-2+A^4u^-1-A^4-A^2+u^-3-u^-2+u^-1 knotoid 3.2.108: A^-8u+A^-4u^3-2A^-4u^2+A^-4u-A^-4-A^-2u^4-A^-2-u^4+u^3 knotoid 3.2.109: A^-8u^-3-A^-4u^-4+A^-4u^-3-2A^-4u^-2+A^-4u^-1-A^-2u^-4-A^-2+u^-1-1 knotoid 3.2.110: A^8u^-2+A^6u^-2-A^4u^-2-A^2u^-4+A^2u^-2-2A^2-u^-2 knotoid 3.2.111: A^14+A^12-A^10-A^8u^-2-2A^8u^2+A^8-A^6 knotoid 3.2.112: A^-6u^-2-A^-6-A^-4u^-2-A^-2u^-4+A^-2u^-2-A^-2 knotoid 3.2.113: -A^4u^-2-A^4u^2+A^4-A^2-u^2+1 knotoid 3.2.114: A^14u^-2+A^12u^-2-A^10u^-4+A^10u^-2-A^10-2A^8u^-2-A^6 knotoid 3.2.115: A^8+A^6-A^4u^-2-A^4u^2+A^4-2A^2-u^2 knotoid 3.2.116: -A^6u^-4+A^6u^-2-A^4u^-2+A^2u^-2-2A^2 knotoid 3.2.117: -2A^-4u^2+A^-4-A^-2-u^-2+1 knotoid 3.2.118: A^14u^2+A^12u^2-A^10u^2-A^8u^4-A^8-A^6 knotoid 3.2.119: A^8+A^6-A^4-A^2u^-2-A^2u^2-u^-2 knotoid 3.2.120: A^8u^2+A^6u^2-A^4u^4+A^4u^2-A^4-A^2u^2-A^2-u^2 knotoid 3.2.121: A^14+A^12-A^10u^-2-A^10u^2+A^10-A^8u^-2-A^8-A^6 knotoid 3.2.122: -A^4-A^2-u^4+u^2 knotoid 3.2.123: -A^-6u^2+A^-6-A^-4u^-2-A^-2u^-2 knotoid 3.2.124: -A^-4u^4-A^-2+u^2-1 knotoid 3.2.125: -A^6u^-2+A^6-A^4u^-2-A^2u^2 knotoid 3.2.126: -A^12u^-2-A^10u^-4+2A^10u^-3-2A^10u^-2+2A^6u^-3-A^6u^-2-A^2u^-2 knotoid 3.2.127: -A^-16+2A^-12u^-1-A^-12-A^-8u^-2+2A^-8u^-1-2A^-8-A^-6 knotoid 3.2.128: A^6u^-3-A^6u^-2-A^4u^-2+A^-2u^-3-A^-2u^-2-A^2u^-4+2A^2u^-3-2A^2u^-2 knotoid 3.2.129: A^-8u^-1-A^-8-A^-4u^-2+2A^-4u^-1-2A^-4-A^-2+u^-1-1 knotoid 3.2.130: -A^12u^-4-A^10u^-4+2A^10u^-3-2A^10u^-2+2A^6u^-3-A^6u^-2-A^2u^-2 knotoid 3.2.131: -A^-16u^2-A^-12u^2+2A^-12u-2A^-8u^2+2A^-8u-A^-8-A^-6 knotoid 3.2.132: A^6u^-3-A^6u^-2-A^4u^-4+A^-2u^-3-A^-2u^-2-A^2u^-4+2A^2u^-3-2A^2u^-2 knotoid 3.2.133: -A^-8u^2+A^-8u-2A^-4u^2+2A^-4u-A^-4-A^-2-u^2+u knotoid 3.2.134: -A^6u^-4+2A^6u^-3-A^6u^-2-A^4u^-4+2A^2u^-3-3A^2u^-2 knotoid 3.2.135: -3A^-4u^2+2A^-4u-A^-2-u^2+2u-1 knotoid 3.2.136: A^12-A^10-A^8u^-2-A^8u^2+A^8-A^6 knotoid 3.2.137: -A^-6-A^-4u^-2-A^-4u^2+A^-4-A^-2+1 knotoid 3.2.138: A^8-A^4u^-2-A^4u^2+A^4-2A^2 knotoid 3.2.139: A^8u^2-2A^4u^2+A^4-2A^2-u^-2+1 knotoid 3.2.140: -A^6u^4+2A^6u^3-A^6u^2-A^4u^2+2A^2u^3-3A^2u^2 knotoid 3.2.141: 2A^-4u-3A^-4-A^-2-u^2+2u-1 knotoid 3.2.142: -A^12-A^10u^-2-A^10u^2+A^10u^-1+A^10u-A^10+A^6u^-1+A^6u-A^6-A^2 knotoid 3.2.143: -A^-16+A^-12u^-1+A^-12u-A^-12-A^-8u^-2-A^-8u^2+A^-8u^-1+A^-8u-A^-8-A^-6 knotoid 3.2.144: -A^6u^-2+A^6u^-1-A^4+A^-2u-A^-2-A^2u^2+A^2u^-1+A^2u-2A^2 knotoid 3.2.145: A^-8u-A^-8-A^-4u^2+A^-4u^-1+A^-4u-2A^-4-A^-2-u^-2+u^-1 knotoid 3.2.146: A^-8u^2+A^-6u^2-A^-4u^4+A^-4u^2-A^-4-A^-2u^4+A^-2u^2-2A^-2-1 knotoid 3.2.147: A^-14u^2+A^-12u^2-A^-10u^4+A^-10u^2-A^-10-A^-8u^4+A^-8u^2-2A^-8-A^-6 knotoid 3.2.148: A^6u^2-A^6+A^4u^2-2A^4-A^2u^4+A^2u^2-A^2-u^4+u^2 knotoid 3.2.149: -A^-6u^4+A^-6u^2-A^-4u^4+A^-4u^2-A^-4+A^-2u^2-2A^-2+u^2-1 knotoid 3.2.150: A^8+A^4u^-2-2A^4-A^2u^-4-A^2-u^-4+u^-2 knotoid 3.2.151: A^8u^4-2A^4u^4+A^4u^2-A^2u^4-A^2+u^2-1 knotoid 3.2.152: A^-8u^-2-A^-4u^-4+A^-4u^-2-A^-4-A^-2u^-4-A^-2 knotoid 3.2.153: A^12u^-2-A^10u^-4-A^8u^-4+A^8u^-2-A^8-A^6 knotoid 3.2.154: -A^-6u^4-A^-4u^4+A^-4u^2-A^-4-A^-2+u^2 knotoid 3.2.155: -A^6u^2-A^4u^4+A^4u-A^4-A^2+u^2+u-1 knotoid 3.2.156: -A^-12u^-2+A^-12u^-1+A^-12-A^-10u^-2-A^-8u^-2-A^-8u^2+A^-8u^-1-A^-6 knotoid 3.2.157: A^12u^2+A^12u-A^12-A^10u^2-A^8u^4+A^8u-A^8-A^6 knotoid 3.2.158: -A^-6u^-2-A^-4u^-2-A^-4u^2+A^-4u^-1-A^-2-u^-2+u^-1+1 knotoid 3.2.159: A^-8u+A^-4u-2A^-4-A^-2u^2-A^-2-u^4+u^2 knotoid 3.2.160: A^-8u^-1-2A^-4u^-2+A^-4u^-1-A^-2u^-2-A^-2-u^2+1 knotoid 3.2.161: A^8u^2-A^4u^4+A^4u^2+A^4u-2A^4-A^2u^2-A^2-u^2+u knotoid 3.2.162: A^8-2A^4u^-2-A^4u^2+A^4u^-1+A^4-A^2u^-2-A^2+u^-1-1 knotoid 3.2.163: A^8u^-3+A^6u^-1-A^4u^-4+A^4u^-3-A^4u^-2-A^2u^-2+A^2u^-1-2A^2-u^-2 knotoid 3.2.164: A^14u^-1+A^12u-A^10u^-2+A^10u^-1-A^10-2A^8u^2+A^8u-A^8-A^6 knotoid 3.2.165: -A^-6u^2+A^-6u-A^-4u^-2+A^-4u^-1-A^-4+A^-2u-2A^-2-u^-2+u^-1 knotoid 3.2.166: A^6u-A^6+A^4u^3-2A^4u^2-A^2u^2+A^2u-A^2-u^4+u^3 knotoid 3.2.167: A^8u^-1+A^6u-A^4u^-2+A^4u^-1-A^4-A^2u^2+A^2u-2A^2-u^-2 knotoid 3.2.168: A^14u+A^12u^3-A^10u^2+A^10u-A^10-A^8u^4+A^8u^3-2A^8u^2-A^6 knotoid 3.2.169: -A^-6u^-2+A^-6u^-1-A^-4u^-4+A^-4u^-3-A^-4u^-2+A^-2u^-1-2A^-2+u^-3-u^-2 knotoid 3.2.170: A^6u^-1-A^6-2A^4u^2+A^4u-A^2u^-2+A^2u^-1-A^2+u-1