This is the code I mentioned above. Paste this code on the WebGraphViz page input. It's not for the faint-hearted 😅 digraph Tree { node [ shape=box ] ; 0 [ label="X [ 5 ] <= 6.797 \nmse = 83.807 \nsamples = 400 \nvalue = 24.335 "] ; 1 [label=" X [ 12 ] <= 14.4 \nmse = 34.521 \nsamples = 314 \nvalue = 20.982 "] ; 0 -> 1 [labeldistance=2.5, labelangle=45, headlabel=" True "] ; 2 [label=" X [ 7 ] <= 1.434 \nmse = 25.724 \nsamples = 214 \nvalue = 23.304 "] ; 1 -> 2 ; 3 [label=" mse = 0.0 \nsamples = 4 \nvalue = 50.0 "] ; 2 -> 3 ; 4 [label=" X [ 5 ] <= 6.543 \nmse = 12.38 \nsamples = 210 \nvalue = 22.795 "] ; 2 -> 4 ; 5 [label=" X [ 5 ] <= 6.099 \nmse = 8.087 \nsamples = 172 \nvalue = 21.851 "] ; 4 -> 5 ; 6 [label=" X [ 12 ] <= 7.41 \nmse = 5.734 \nsamples = 78 \nvalue = 20.487 "] ; 5 -> 6 ; 7 [label=" X [ 7 ] <= 1.685 \nmse = 5.114 \nsamples = 5 \nvalue = 23.66 "] ; 6 -> 7 ; 8 [label=" mse = 0.0 \nsamples = 1 \nvalue = 27.5 "] ; 7 -> 8 ; 9 [label=" X [ 10 ] <= 21.5 \nmse = 1.785 \nsamples = 4 \nvalue = 22.7 "] ; 7 -> 9 ; 10 [label=" X [ 7 ] <= 3.128 \nmse = 0.42 \nsamples = 3 \nvalue = 23.4 "] ; 9 -> 10 ; 11 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.3 "] ; 10 -> 11 ; 12 [label=" X [ 6 ] <= 18.55 \nmse = 0.022 \nsamples = 2 \nvalue = 22.95 "] ; 10 -> 12 ; 13 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.8 "] ; 12 -> 13 ; 14 [label=" mse = -0.0 \nsamples = 1 \nvalue = 23.1 "] ; 12 -> 14 ; 15 [label=" mse = -0.0 \nsamples = 1 \nvalue = 20.6 "] ; 9 -> 15 ; 16 [label=" X [ 7 ] <= 3.94 \nmse = 5.04 \nsamples = 73 \nvalue = 20.27 "] ; 6 -> 16 ; 17 [label=" X [ 2 ] <= 6.58 \nmse = 6.234 \nsamples = 29 \nvalue = 21.145 "] ; 16 -> 17 ; 18 [label=" X [ 11 ] <= 395.165 \nmse = 4.675 \nsamples = 10 \nvalue = 22.79 "] ; 17 -> 18 ; 19 [label=" X [ 2 ] <= 3.215 \nmse = 3.048 \nsamples = 8 \nvalue = 23.5 "] ; 18 -> 19 ; 20 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.4 "] ; 19 -> 20 ; 21 [label=" X [ 7 ] <= 3.466 \nmse = 2.11 \nsamples = 7 \nvalue = 23.086 "] ; 19 -> 21 ; 22 [label=" X [ 4 ] <= 0.505 \nmse = 1.627 \nsamples = 3 \nvalue = 21.8 "] ; 21 -> 22 ; 23 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.0 "] ; 22 -> 23 ; 24 [label=" X [ 10 ] <= 14.8 \nmse = 0.01 \nsamples = 2 \nvalue = 22.7 "] ; 22 -> 24 ; 25 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.8 "] ; 24 -> 25 ; 26 [label=" mse = -0.0 \nsamples = 1 \nvalue = 22.6 "] ; 24 -> 26 ; 27 [label=" X [ 7 ] <= 3.603 \nmse = 0.302 \nsamples = 4 \nvalue = 24.05 "] ; 21 -> 27 ; 28 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.2 "] ; 27 -> 28 ; 29 [label=" X [ 7 ] <= 3.759 \nmse = 0.082 \nsamples = 3 \nvalue = 24.333 "] ; 27 -> 29 ; 30 [label=" X [ 11 ] <= 377.55 \nmse = 0.023 \nsamples = 2 \nvalue = 24.15 "] ; 29 -> 30 ; 31 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.0 "] ; 30 -> 31 ; 32 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.3 "] ; 30 -> 32 ; 33 [label=" mse = -0.0 \nsamples = 1 \nvalue = 24.7 "] ; 29 -> 33 ; 34 [label=" X [ 12 ] <= 9.225 \nmse = 1.102 \nsamples = 2 \nvalue = 19.95 "] ; 18 -> 34 ; 35 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.0 "] ; 34 -> 35 ; 36 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.9 "] ; 34 -> 36 ; 37 [label=" X [ 11 ] <= 258.3 \nmse = 4.88 \nsamples = 19 \nvalue = 20.279 "] ; 17 -> 37 ; 38 [label=" X [ 2 ] <= 18.84 \nmse = 0.122 \nsamples = 2 \nvalue = 23.45 "] ; 37 -> 38 ; 39 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.1 "] ; 38 -> 39 ; 40 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.8 "] ; 38 -> 40 ; 41 [label=" X [ 0 ] <= 0.07 \nmse = 4.117 \nsamples = 17 \nvalue = 19.906 "] ; 37 -> 41 ; 42 [label=" X [ 7 ] <= 2.685 \nmse = 0.423 \nsamples = 2 \nvalue = 22.65 "] ; 41 -> 42 ; 43 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.0 "] ; 42 -> 43 ; 44 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.3 "] ; 42 -> 44 ; 45 [label=" X [ 6 ] <= 90.9 \nmse = 3.472 \nsamples = 15 \nvalue = 19.54 "] ; 41 -> 45 ; 46 [label=" X [ 5 ] <= 5.234 \nmse = 3.064 \nsamples = 10 \nvalue = 18.9 "] ; 45 -> 46 ; 47 [label=" X [ 11 ] <= 346.865 \nmse = 0.16 \nsamples = 2 \nvalue = 15.7 "] ; 46 -> 47 ; 48 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.3 "] ; 47 -> 48 ; 49 [label=" mse = 0.0 \nsamples = 1 \nvalue = 16.1 "] ; 47 -> 49 ; 50 [label=" X [ 9 ] <= 305.5 \nmse = 0.59 \nsamples = 8 \nvalue = 19.7 "] ; 46 -> 50 ; 51 [label=" X [ 11 ] <= 396.27 \nmse = 0.227 \nsamples = 4 \nvalue = 20.175 "] ; 50 -> 51 ; 52 [label=" X [ 7 ] <= 3.51 \nmse = 0.036 \nsamples = 3 \nvalue = 20.433 "] ; 51 -> 52 ; 53 [label=" X [ 8 ] <= 3.0 \nmse = 0.0 \nsamples = 2 \nvalue = 20.3 "] ; 52 -> 53 ; 54 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.3 "] ; 53 -> 54 ; 55 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.3 "] ; 53 -> 55 ; 56 [label=" mse = -0.0 \nsamples = 1 \nvalue = 20.7 "] ; 52 -> 56 ; 57 [label=" mse = -0.0 \nsamples = 1 \nvalue = 19.4 "] ; 51 -> 57 ; 58 [label=" X [ 0 ] <= 0.764 \nmse = 0.502 \nsamples = 4 \nvalue = 19.225 "] ; 50 -> 58 ; 59 [label=" X [ 7 ] <= 3.278 \nmse = 0.247 \nsamples = 3 \nvalue = 18.9 "] ; 58 -> 59 ; 60 [label=" X [ 12 ] <= 11.955 \nmse = 0.002 \nsamples = 2 \nvalue = 19.25 "] ; 59 -> 60 ; 61 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.2 "] ; 60 -> 61 ; 62 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.3 "] ; 60 -> 62 ; 63 [label=" mse = -0.0 \nsamples = 1 \nvalue = 18.2 "] ; 59 -> 63 ; 64 [label=" mse = -0.0 \nsamples = 1 \nvalue = 20.2 "] ; 58 -> 64 ; 65 [label=" X [ 6 ] <= 94.0 \nmse = 1.83 \nsamples = 5 \nvalue = 20.82 "] ; 45 -> 65 ; 66 [label=" X [ 2 ] <= 18.84 \nmse = 0.16 \nsamples = 2 \nvalue = 22.3 "] ; 65 -> 66 ; 67 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.9 "] ; 66 -> 67 ; 68 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.7 "] ; 66 -> 68 ; 69 [label=" X [ 5 ] <= 5.383 \nmse = 0.509 \nsamples = 3 \nvalue = 19.833 "] ; 65 -> 69 ; 70 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.8 "] ; 69 -> 70 ; 71 [label=" X [ 4 ] <= 0.738 \nmse = 0.062 \nsamples = 2 \nvalue = 19.35 "] ; 69 -> 71 ; 72 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.1 "] ; 71 -> 72 ; 73 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.6 "] ; 71 -> 73 ; 74 [label=" X [ 6 ] <= 70.45 \nmse = 3.417 \nsamples = 44 \nvalue = 19.693 "] ; 16 -> 74 ; 75 [label=" X [ 5 ] <= 5.763 \nmse = 2.619 \nsamples = 37 \nvalue = 20.081 "] ; 74 -> 75 ; 76 [label=" X [ 9 ] <= 294.0 \nmse = 0.658 \nsamples = 5 \nvalue = 18.14 "] ; 75 -> 76 ; 77 [label=" X [ 4 ] <= 0.451 \nmse = 0.09 \nsamples = 2 \nvalue = 19.0 "] ; 76 -> 77 ; 78 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.3 "] ; 77 -> 78 ; 79 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.7 "] ; 77 -> 79 ; 80 [label=" X [ 12 ] <= 10.24 \nmse = 0.216 \nsamples = 3 \nvalue = 17.567 "] ; 76 -> 80 ; 81 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.2 "] ; 80 -> 81 ; 82 [label=" X [ 6 ] <= 32.6 \nmse = 0.022 \nsamples = 2 \nvalue = 17.25 "] ; 80 -> 82 ; 83 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.1 "] ; 82 -> 83 ; 84 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.4 "] ; 82 -> 84 ; 85 [label=" X [ 2 ] <= 5.415 \nmse = 2.245 \nsamples = 32 \nvalue = 20.384 "] ; 75 -> 85 ; 86 [label=" X [ 5 ] <= 6.014 \nmse = 1.809 \nsamples = 15 \nvalue = 19.5 "] ; 85 -> 86 ; 87 [label=" X [ 12 ] <= 10.385 \nmse = 0.946 \nsamples = 11 \nvalue = 18.927 "] ; 86 -> 87 ; 88 [label=" X [ 8 ] <= 2.5 \nmse = 0.449 \nsamples = 8 \nvalue = 19.375 "] ; 87 -> 88 ; 89 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.9 "] ; 88 -> 89 ; 90 [label=" X [ 6 ] <= 22.15 \nmse = 0.134 \nsamples = 7 \nvalue = 19.157 "] ; 88 -> 90 ; 91 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.6 "] ; 90 -> 91 ; 92 [label=" X [ 7 ] <= 5.013 \nmse = 0.096 \nsamples = 6 \nvalue = 19.25 "] ; 90 -> 92 ; 93 [label=" X [ 0 ] <= 0.058 \nmse = 0.022 \nsamples = 2 \nvalue = 18.85 "] ; 92 -> 93 ; 94 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.0 "] ; 93 -> 94 ; 95 [label=" mse = -0.0 \nsamples = 1 \nvalue = 18.7 "] ; 93 -> 95 ; 96 [label=" X [ 5 ] <= 5.868 \nmse = 0.013 \nsamples = 4 \nvalue = 19.45 "] ; 92 -> 96 ; 97 [label=" X [ 1 ] <= 40.0 \nmse = 0.002 \nsamples = 2 \nvalue = 19.35 "] ; 96 -> 97 ; 98 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.3 "] ; 97 -> 98 ; 99 [label=" mse = -0.0 \nsamples = 1 \nvalue = 19.4 "] ; 97 -> 99 ; 100 [label=" X [ 9 ] <= 254.0 \nmse = 0.002 \nsamples = 2 \nvalue = 19.55 "] ; 96 -> 100 ; 101 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.5 "] ; 100 -> 101 ; 102 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.6 "] ; 100 -> 102 ; 103 [label=" X [ 10 ] <= 19.5 \nmse = 0.309 \nsamples = 3 \nvalue = 17.733 "] ; 87 -> 103 ; 104 [label=" X [ 5 ] <= 5.956 \nmse = 0.022 \nsamples = 2 \nvalue = 17.35 "] ; 103 -> 104 ; 105 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.2 "] ; 104 -> 105 ; 106 [label=" mse = -0.0 \nsamples = 1 \nvalue = 17.5 "] ; 104 -> 106 ; 107 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.5 "] ; 103 -> 107 ; 108 [label=" X [ 2 ] <= 4.71 \nmse = 0.802 \nsamples = 4 \nvalue = 21.075 "] ; 86 -> 108 ; 109 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.5 "] ; 108 -> 109 ; 110 [label=" X [ 5 ] <= 6.048 \nmse = 0.167 \nsamples = 3 \nvalue = 20.6 "] ; 108 -> 110 ; 111 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.1 "] ; 110 -> 111 ; 112 [label=" X [ 1 ] <= 15.0 \nmse = 0.062 \nsamples = 2 \nvalue = 20.35 "] ; 110 -> 112 ; 113 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.6 "] ; 112 -> 113 ; 114 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.1 "] ; 112 -> 114 ; 115 [label=" X [ 6 ] <= 22.8 \nmse = 1.331 \nsamples = 17 \nvalue = 21.165 "] ; 85 -> 115 ; 116 [label=" X [ 4 ] <= 0.426 \nmse = 0.422 \nsamples = 4 \nvalue = 22.425 "] ; 115 -> 116 ; 117 [label=" X [ 9 ] <= 325.0 \nmse = 0.022 \nsamples = 2 \nvalue = 21.85 "] ; 116 -> 117 ; 118 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.7 "] ; 117 -> 118 ; 119 [label=" mse = -0.0 \nsamples = 1 \nvalue = 22.0 "] ; 117 -> 119 ; 120 [label=" X [ 6 ] <= 21.85 \nmse = 0.16 \nsamples = 2 \nvalue = 23.0 "] ; 116 -> 120 ; 121 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.4 "] ; 120 -> 121 ; 122 [label=" mse = -0.0 \nsamples = 1 \nvalue = 22.6 "] ; 120 -> 122 ; 123 [label=" X [ 10 ] <= 16.4 \nmse = 0.971 \nsamples = 13 \nvalue = 20.777 "] ; 115 -> 123 ; 124 [label=" X [ 2 ] <= 10.895 \nmse = 0.36 \nsamples = 2 \nvalue = 22.3 "] ; 123 -> 124 ; 125 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.9 "] ; 124 -> 125 ; 126 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.7 "] ; 124 -> 126 ; 127 [label=" X [ 5 ] <= 6.055 \nmse = 0.584 \nsamples = 11 \nvalue = 20.5 "] ; 123 -> 127 ; 128 [label=" X [ 10 ] <= 18.25 \nmse = 0.267 \nsamples = 9 \nvalue = 20.233 "] ; 127 -> 128 ; 129 [label=" X [ 4 ] <= 0.438 \nmse = 0.06 \nsamples = 3 \nvalue = 19.7 "] ; 128 -> 129 ; 130 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.4 "] ; 129 -> 130 ; 131 [label=" X [ 12 ] <= 13.8 \nmse = 0.023 \nsamples = 2 \nvalue = 19.85 "] ; 129 -> 131 ; 132 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.7 "] ; 131 -> 132 ; 133 [label=" mse = -0.0 \nsamples = 1 \nvalue = 20.0 "] ; 131 -> 133 ; 134 [label=" X [ 1 ] <= 6.25 \nmse = 0.157 \nsamples = 6 \nvalue = 20.5 "] ; 128 -> 134 ; 135 [label=" X [ 5 ] <= 5.854 \nmse = 0.043 \nsamples = 4 \nvalue = 20.25 "] ; 134 -> 135 ; 136 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.9 "] ; 135 -> 136 ; 137 [label=" X [ 2 ] <= 10.485 \nmse = 0.002 \nsamples = 3 \nvalue = 20.367 "] ; 135 -> 137 ; 138 [label=" mse = 0.0 \nsamples = 2 \nvalue = 20.4 "] ; 137 -> 138 ; 139 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.3 "] ; 137 -> 139 ; 140 [label=" X [ 6 ] <= 37.55 \nmse = 0.01 \nsamples = 2 \nvalue = 21.0 "] ; 134 -> 140 ; 141 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.9 "] ; 140 -> 141 ; 142 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.1 "] ; 140 -> 142 ; 143 [label=" X [ 7 ] <= 5.568 \nmse = 0.25 \nsamples = 2 \nvalue = 21.7 "] ; 127 -> 143 ; 144 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.2 "] ; 143 -> 144 ; 145 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.2 "] ; 143 -> 145 ; 146 [label=" X [ 0 ] <= 1.103 \nmse = 2.631 \nsamples = 7 \nvalue = 17.643 "] ; 74 -> 146 ; 147 [label=" X [ 5 ] <= 5.707 \nmse = 1.149 \nsamples = 6 \nvalue = 18.167 "] ; 146 -> 147 ; 148 [label=" X [ 7 ] <= 5.95 \nmse = 0.49 \nsamples = 2 \nvalue = 16.9 "] ; 147 -> 148 ; 149 [label=" mse = 0.0 \nsamples = 1 \nvalue = 16.2 "] ; 148 -> 149 ; 150 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.6 "] ; 148 -> 150 ; 151 [label=" X [ 0 ] <= 0.745 \nmse = 0.275 \nsamples = 4 \nvalue = 18.8 "] ; 147 -> 151 ; 152 [label=" X [ 11 ] <= 394.015 \nmse = 0.082 \nsamples = 3 \nvalue = 18.533 "] ; 151 -> 152 ; 153 [label=" X [ 9 ] <= 297.0 \nmse = 0.023 \nsamples = 2 \nvalue = 18.35 "] ; 152 -> 153 ; 154 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.5 "] ; 153 -> 154 ; 155 [label=" mse = -0.0 \nsamples = 1 \nvalue = 18.2 "] ; 153 -> 155 ; 156 [label=" mse = -0.0 \nsamples = 1 \nvalue = 18.9 "] ; 152 -> 156 ; 157 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.6 "] ; 151 -> 157 ; 158 [label=" mse = 0.0 \nsamples = 1 \nvalue = 14.5 "] ; 146 -> 158 ; 159 [label=" X [ 9 ] <= 222.5 \nmse = 7.218 \nsamples = 94 \nvalue = 22.982 "] ; 5 -> 159 ; 160 [label=" X [ 0 ] <= 0.065 \nmse = 11.18 \nsamples = 3 \nvalue = 31.5 "] ; 159 -> 160 ; 161 [label=" X [ 6 ] <= 63.75 \nmse = 0.202 \nsamples = 2 \nvalue = 29.15 "] ; 160 -> 161 ; 162 [label=" mse = 0.0 \nsamples = 1 \nvalue = 28.7 "] ; 161 -> 162 ; 163 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.6 "] ; 161 -> 163 ; 164 [label=" mse = -0.0 \nsamples = 1 \nvalue = 36.2 "] ; 160 -> 164 ; 165 [label=" X [ 12 ] <= 9.98 \nmse = 4.616 \nsamples = 91 \nvalue = 22.701 "] ; 159 -> 165 ; 166 [label=" X [ 5 ] <= 6.539 \nmse = 3.624 \nsamples = 60 \nvalue = 23.553 "] ; 165 -> 166 ; 167 [label=" X [ 2 ] <= 5.75 \nmse = 2.828 \nsamples = 59 \nvalue = 23.673 "] ; 166 -> 167 ; 168 [label=" X [ 5 ] <= 6.145 \nmse = 1.571 \nsamples = 28 \nvalue = 22.875 "] ; 167 -> 168 ; 169 [label=" X [ 12 ] <= 8.765 \nmse = 0.975 \nsamples = 4 \nvalue = 21.1 "] ; 168 -> 169 ; 170 [label=" X [ 10 ] <= 17.45 \nmse = 0.023 \nsamples = 2 \nvalue = 22.05 "] ; 169 -> 170 ; 171 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.9 "] ; 170 -> 171 ; 172 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.2 "] ; 170 -> 172 ; 173 [label=" X [ 0 ] <= 0.044 \nmse = 0.122 \nsamples = 2 \nvalue = 20.15 "] ; 169 -> 173 ; 174 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.5 "] ; 173 -> 174 ; 175 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.8 "] ; 173 -> 175 ; 176 [label=" X [ 9 ] <= 233.5 \nmse = 1.058 \nsamples = 24 \nvalue = 23.171 "] ; 168 -> 176 ; 177 [label=" X [ 11 ] <= 389.555 \nmse = 0.562 \nsamples = 2 \nvalue = 21.45 "] ; 176 -> 177 ; 178 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.7 "] ; 177 -> 178 ; 179 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.2 "] ; 177 -> 179 ; 180 [label=" X [ 12 ] <= 6.725 \nmse = 0.809 \nsamples = 22 \nvalue = 23.327 "] ; 176 -> 180 ; 181 [label=" X [ 9 ] <= 324.0 \nmse = 0.697 \nsamples = 10 \nvalue = 23.85 "] ; 180 -> 181 ; 182 [label=" X [ 8 ] <= 5.5 \nmse = 0.271 \nsamples = 6 \nvalue = 24.417 "] ; 181 -> 182 ; 183 [label=" X [ 9 ] <= 262.0 \nmse = 0.022 \nsamples = 4 \nvalue = 24.775 "] ; 182 -> 183 ; 184 [label=" mse = 0.0 \nsamples = 1 \nvalue = 25.0 "] ; 183 -> 184 ; 185 [label=" X [ 6 ] <= 33.95 \nmse = 0.007 \nsamples = 3 \nvalue = 24.7 "] ; 183 -> 185 ; 186 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.8 "] ; 185 -> 186 ; 187 [label=" X [ 11 ] <= 396.25 \nmse = 0.002 \nsamples = 2 \nvalue = 24.65 "] ; 185 -> 187 ; 188 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.6 "] ; 187 -> 188 ; 189 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.7 "] ; 187 -> 189 ; 190 [label=" mse = -0.0 \nsamples = 2 \nvalue = 23.7 "] ; 182 -> 190 ; 191 [label=" X [ 1 ] <= 75.0 \nmse = 0.13 \nsamples = 4 \nvalue = 23.0 "] ; 181 -> 191 ; 192 [label=" X [ 2 ] <= 1.745 \nmse = 0.04 \nsamples = 2 \nvalue = 22.7 "] ; 191 -> 192 ; 193 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.9 "] ; 192 -> 193 ; 194 [label=" mse = -0.0 \nsamples = 1 \nvalue = 22.5 "] ; 192 -> 194 ; 195 [label=" X [ 11 ] <= 394.665 \nmse = 0.04 \nsamples = 2 \nvalue = 23.3 "] ; 191 -> 195 ; 196 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.1 "] ; 195 -> 196 ; 197 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.5 "] ; 195 -> 197 ; 198 [label=" X [ 12 ] <= 8.925 \nmse = 0.486 \nsamples = 12 \nvalue = 22.892 "] ; 180 -> 198 ; 199 [label=" X [ 5 ] <= 6.262 \nmse = 0.402 \nsamples = 10 \nvalue = 22.72 "] ; 198 -> 199 ; 200 [label=" X [ 10 ] <= 15.65 \nmse = 0.197 \nsamples = 4 \nvalue = 23.375 "] ; 199 -> 200 ; 201 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.1 "] ; 200 -> 201 ; 202 [label=" X [ 9 ] <= 282.5 \nmse = 0.029 \nsamples = 3 \nvalue = 23.133 "] ; 200 -> 202 ; 203 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.9 "] ; 202 -> 203 ; 204 [label=" X [ 7 ] <= 7.566 \nmse = 0.002 \nsamples = 2 \nvalue = 23.25 "] ; 202 -> 204 ; 205 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.2 "] ; 204 -> 205 ; 206 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.3 "] ; 204 -> 206 ; 207 [label=" X [ 11 ] <= 392.865 \nmse = 0.061 \nsamples = 6 \nvalue = 22.283 "] ; 199 -> 207 ; 208 [label=" mse = 0.0 \nsamples = 2 \nvalue = 22.6 "] ; 207 -> 208 ; 209 [label=" X [ 0 ] <= 0.043 \nmse = 0.017 \nsamples = 4 \nvalue = 22.125 "] ; 207 -> 209 ; 210 [label=" mse = 0.0 \nsamples = 2 \nvalue = 22.0 "] ; 209 -> 210 ; 211 [label=" X [ 4 ] <= 0.429 \nmse = 0.002 \nsamples = 2 \nvalue = 22.25 "] ; 209 -> 211 ; 212 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.3 "] ; 211 -> 212 ; 213 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.2 "] ; 211 -> 213 ; 214 [label=" X [ 6 ] <= 66.05 \nmse = 0.023 \nsamples = 2 \nvalue = 23.75 "] ; 198 -> 214 ; 215 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.9 "] ; 214 -> 215 ; 216 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.6 "] ; 214 -> 216 ; 217 [label=" X [ 1 ] <= 31.0 \nmse = 2.868 \nsamples = 31 \nvalue = 24.394 "] ; 167 -> 217 ; 218 [label=" X [ 12 ] <= 9.27 \nmse = 2.11 \nsamples = 29 \nvalue = 24.162 "] ; 217 -> 218 ; 219 [label=" X [ 12 ] <= 7.845 \nmse = 1.71 \nsamples = 25 \nvalue = 23.924 "] ; 218 -> 219 ; 220 [label=" X [ 11 ] <= 351.615 \nmse = 1.113 \nsamples = 19 \nvalue = 24.337 "] ; 219 -> 220 ; 221 [label=" mse = 0.0 \nsamples = 1 \nvalue = 27.0 "] ; 220 -> 221 ; 222 [label=" X [ 5 ] <= 6.146 \nmse = 0.759 \nsamples = 18 \nvalue = 24.189 "] ; 220 -> 222 ; 223 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.1 "] ; 222 -> 223 ; 224 [label=" X [ 5 ] <= 6.242 \nmse = 0.532 \nsamples = 17 \nvalue = 24.312 "] ; 222 -> 224 ; 225 [label=" X [ 12 ] <= 7.015 \nmse = 0.052 \nsamples = 4 \nvalue = 25.05 "] ; 224 -> 225 ; 226 [label=" X [ 0 ] <= 0.085 \nmse = 0.016 \nsamples = 3 \nvalue = 25.167 "] ; 225 -> 226 ; 227 [label=" mse = 0.0 \nsamples = 1 \nvalue = 25.0 "] ; 226 -> 227 ; 228 [label=" X [ 6 ] <= 11.45 \nmse = 0.003 \nsamples = 2 \nvalue = 25.25 "] ; 226 -> 228 ; 229 [label=" mse = 0.0 \nsamples = 1 \nvalue = 25.3 "] ; 228 -> 229 ; 230 [label=" mse = 0.0 \nsamples = 1 \nvalue = 25.2 "] ; 228 -> 230 ; 231 [label=" mse = -0.0 \nsamples = 1 \nvalue = 24.7 "] ; 225 -> 231 ; 232 [label=" X [ 5 ] <= 6.387 \nmse = 0.46 \nsamples = 13 \nvalue = 24.085 "] ; 224 -> 232 ; 233 [label=" X [ 0 ] <= 0.13 \nmse = 0.185 \nsamples = 4 \nvalue = 23.4 "] ; 232 -> 233 ; 234 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.1 "] ; 233 -> 234 ; 235 [label=" X [ 11 ] <= 387.035 \nmse = 0.029 \nsamples = 3 \nvalue = 23.167 "] ; 233 -> 235 ; 236 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.4 "] ; 235 -> 236 ; 237 [label=" X [ 7 ] <= 4.978 \nmse = 0.003 \nsamples = 2 \nvalue = 23.05 "] ; 235 -> 237 ; 238 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.1 "] ; 237 -> 238 ; 239 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.0 "] ; 237 -> 239 ; 240 [label=" X [ 6 ] <= 94.0 \nmse = 0.281 \nsamples = 9 \nvalue = 24.389 "] ; 232 -> 240 ; 241 [label=" X [ 0 ] <= 0.18 \nmse = 0.149 \nsamples = 8 \nvalue = 24.525 "] ; 240 -> 241 ; 242 [label=" X [ 11 ] <= 396.59 \nmse = 0.06 \nsamples = 4 \nvalue = 24.2 "] ; 241 -> 242 ; 243 [label=" X [ 2 ] <= 8.885 \nmse = 0.009 \nsamples = 3 \nvalue = 24.333 "] ; 242 -> 243 ; 244 [label=" mse = 0.0 \nsamples = 2 \nvalue = 24.4 "] ; 243 -> 244 ; 245 [label=" mse = -0.0 \nsamples = 1 \nvalue = 24.2 "] ; 243 -> 245 ; 246 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.8 "] ; 242 -> 246 ; 247 [label=" X [ 7 ] <= 5.069 \nmse = 0.027 \nsamples = 4 \nvalue = 24.85 "] ; 241 -> 247 ; 248 [label=" mse = 0.0 \nsamples = 2 \nvalue = 25.0 "] ; 247 -> 248 ; 249 [label=" X [ 0 ] <= 0.203 \nmse = 0.01 \nsamples = 2 \nvalue = 24.7 "] ; 247 -> 249 ; 250 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.6 "] ; 249 -> 250 ; 251 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.8 "] ; 249 -> 251 ; 252 [label=" mse = -0.0 \nsamples = 1 \nvalue = 23.3 "] ; 240 -> 252 ; 253 [label=" X [ 5 ] <= 6.196 \nmse = 1.351 \nsamples = 6 \nvalue = 22.617 "] ; 219 -> 253 ; 254 [label=" X [ 8 ] <= 5.5 \nmse = 0.04 \nsamples = 2 \nvalue = 24.1 "] ; 253 -> 254 ; 255 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.9 "] ; 254 -> 255 ; 256 [label=" mse = -0.0 \nsamples = 1 \nvalue = 24.3 "] ; 254 -> 256 ; 257 [label=" X [ 5 ] <= 6.431 \nmse = 0.357 \nsamples = 4 \nvalue = 21.875 "] ; 253 -> 257 ; 258 [label=" X [ 4 ] <= 0.453 \nmse = 0.009 \nsamples = 3 \nvalue = 21.533 "] ; 257 -> 258 ; 259 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.4 "] ; 258 -> 259 ; 260 [label=" X [ 12 ] <= 8.52 \nmse = 0.0 \nsamples = 2 \nvalue = 21.6 "] ; 258 -> 260 ; 261 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.6 "] ; 260 -> 261 ; 262 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.6 "] ; 260 -> 262 ; 263 [label=" mse = -0.0 \nsamples = 1 \nvalue = 22.9 "] ; 257 -> 263 ; 264 [label=" X [ 0 ] <= 0.152 \nmse = 2.042 \nsamples = 4 \nvalue = 25.65 "] ; 218 -> 264 ; 265 [label=" mse = 0.0 \nsamples = 1 \nvalue = 28.1 "] ; 264 -> 265 ; 266 [label=" X [ 1 ] <= 11.0 \nmse = 0.056 \nsamples = 3 \nvalue = 24.833 "] ; 264 -> 266 ; 267 [label=" mse = 0.0 \nsamples = 2 \nvalue = 25.0 "] ; 266 -> 267 ; 268 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.5 "] ; 266 -> 268 ; 269 [label=" X [ 10 ] <= 16.85 \nmse = 1.823 \nsamples = 2 \nvalue = 27.75 "] ; 217 -> 269 ; 270 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.4 "] ; 269 -> 270 ; 271 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.1 "] ; 269 -> 271 ; 272 [label=" mse = 0.0 \nsamples = 1 \nvalue = 16.5 "] ; 166 -> 272 ; 273 [label=" X [ 5 ] <= 6.404 \nmse = 2.41 \nsamples = 31 \nvalue = 21.052 "] ; 165 -> 273 ; 274 [label=" X [ 5 ] <= 6.299 \nmse = 2.007 \nsamples = 27 \nvalue = 21.356 "] ; 273 -> 274 ; 275 [label=" X [ 0 ] <= 4.049 \nmse = 1.06 \nsamples = 18 \nvalue = 20.75 "] ; 274 -> 275 ; 276 [label=" X [ 5 ] <= 6.25 \nmse = 0.685 \nsamples = 16 \nvalue = 20.513 "] ; 275 -> 276 ; 277 [label=" X [ 10 ] <= 18.1 \nmse = 0.424 \nsamples = 13 \nvalue = 20.754 "] ; 276 -> 277 ; 278 [label=" X [ 9 ] <= 417.5 \nmse = 0.016 \nsamples = 3 \nvalue = 21.367 "] ; 277 -> 278 ; 279 [label=" X [ 0 ] <= 0.886 \nmse = 0.003 \nsamples = 2 \nvalue = 21.45 "] ; 278 -> 279 ; 280 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.4 "] ; 279 -> 280 ; 281 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.5 "] ; 279 -> 281 ; 282 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.2 "] ; 278 -> 282 ; 283 [label=" X [ 6 ] <= 86.3 \nmse = 0.4 \nsamples = 10 \nvalue = 20.57 "] ; 277 -> 283 ; 284 [label=" X [ 1 ] <= 11.0 \nmse = 0.224 \nsamples = 8 \nvalue = 20.788 "] ; 283 -> 284 ; 285 [label=" X [ 5 ] <= 6.168 \nmse = 0.186 \nsamples = 5 \nvalue = 21.02 "] ; 284 -> 285 ; 286 [label=" X [ 10 ] <= 19.8 \nmse = 0.062 \nsamples = 3 \nvalue = 20.733 "] ; 285 -> 286 ; 287 [label=" X [ 5 ] <= 6.126 \nmse = 0.01 \nsamples = 2 \nvalue = 20.9 "] ; 286 -> 287 ; 288 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.0 "] ; 287 -> 288 ; 289 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.8 "] ; 287 -> 289 ; 290 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.4 "] ; 286 -> 290 ; 291 [label=" X [ 5 ] <= 6.214 \nmse = 0.062 \nsamples = 2 \nvalue = 21.45 "] ; 285 -> 291 ; 292 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.7 "] ; 291 -> 292 ; 293 [label=" mse = -0.0 \nsamples = 1 \nvalue = 21.2 "] ; 291 -> 293 ; 294 [label=" X [ 7 ] <= 8.572 \nmse = 0.047 \nsamples = 3 \nvalue = 20.4 "] ; 284 -> 294 ; 295 [label=" X [ 4 ] <= 0.447 \nmse = 0.003 \nsamples = 2 \nvalue = 20.55 "] ; 294 -> 295 ; 296 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.5 "] ; 295 -> 296 ; 297 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.6 "] ; 295 -> 297 ; 298 [label=" mse = -0.0 \nsamples = 1 \nvalue = 20.1 "] ; 294 -> 298 ; 299 [label=" X [ 0 ] <= 0.176 \nmse = 0.16 \nsamples = 2 \nvalue = 19.7 "] ; 283 -> 299 ; 300 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.1 "] ; 299 -> 300 ; 301 [label=" mse = -0.0 \nsamples = 1 \nvalue = 19.3 "] ; 299 -> 301 ; 302 [label=" X [ 10 ] <= 18.25 \nmse = 0.469 \nsamples = 3 \nvalue = 19.467 "] ; 276 -> 302 ; 303 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.5 "] ; 302 -> 303 ; 304 [label=" X [ 7 ] <= 3.174 \nmse = 0.002 \nsamples = 2 \nvalue = 19.95 "] ; 302 -> 304 ; 305 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.9 "] ; 304 -> 305 ; 306 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.0 "] ; 304 -> 306 ; 307 [label=" X [ 7 ] <= 2.616 \nmse = 0.002 \nsamples = 2 \nvalue = 22.65 "] ; 275 -> 307 ; 308 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.6 "] ; 307 -> 308 ; 309 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.7 "] ; 307 -> 309 ; 310 [label=" X [ 11 ] <= 396.055 \nmse = 1.7 \nsamples = 9 \nvalue = 22.567 "] ; 274 -> 310 ; 311 [label=" X [ 12 ] <= 11.17 \nmse = 0.675 \nsamples = 8 \nvalue = 22.938 "] ; 310 -> 311 ; 312 [label=" X [ 5 ] <= 6.349 \nmse = 0.31 \nsamples = 5 \nvalue = 23.46 "] ; 311 -> 312 ; 313 [label=" X [ 2 ] <= 15.085 \nmse = 0.09 \nsamples = 2 \nvalue = 24.1 "] ; 312 -> 313 ; 314 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.4 "] ; 313 -> 314 ; 315 [label=" mse = -0.0 \nsamples = 1 \nvalue = 23.8 "] ; 313 -> 315 ; 316 [label=" X [ 12 ] <= 10.43 \nmse = 0.002 \nsamples = 3 \nvalue = 23.033 "] ; 312 -> 316 ; 317 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.1 "] ; 316 -> 317 ; 318 [label=" X [ 9 ] <= 356.5 \nmse = 0.0 \nsamples = 2 \nvalue = 23.0 "] ; 316 -> 318 ; 319 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.0 "] ; 318 -> 319 ; 320 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.0 "] ; 318 -> 320 ; 321 [label=" X [ 11 ] <= 382.045 \nmse = 0.069 \nsamples = 3 \nvalue = 22.067 "] ; 311 -> 321 ; 322 [label=" X [ 2 ] <= 12.255 \nmse = 0.002 \nsamples = 2 \nvalue = 22.25 "] ; 321 -> 322 ; 323 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.2 "] ; 322 -> 323 ; 324 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.3 "] ; 322 -> 324 ; 325 [label=" mse = -0.0 \nsamples = 1 \nvalue = 21.7 "] ; 321 -> 325 ; 326 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.6 "] ; 310 -> 326 ; 327 [label=" X [ 11 ] <= 391.49 \nmse = 0.3 \nsamples = 4 \nvalue = 19.0 "] ; 273 -> 327 ; 328 [label=" X [ 4 ] <= 0.529 \nmse = 0.01 \nsamples = 2 \nvalue = 18.5 "] ; 327 -> 328 ; 329 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.6 "] ; 328 -> 329 ; 330 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.4 "] ; 328 -> 330 ; 331 [label=" X [ 6 ] <= 98.0 \nmse = 0.09 \nsamples = 2 \nvalue = 19.5 "] ; 327 -> 331 ; 332 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.8 "] ; 331 -> 332 ; 333 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.2 "] ; 331 -> 333 ; 334 [label=" X [ 12 ] <= 6.93 \nmse = 9.489 \nsamples = 38 \nvalue = 27.071 "] ; 4 -> 334 ; 335 [label=" X [ 4 ] <= 0.524 \nmse = 8.003 \nsamples = 21 \nvalue = 28.371 "] ; 334 -> 335 ; 336 [label=" X [ 2 ] <= 2.015 \nmse = 5.932 \nsamples = 19 \nvalue = 28.895 "] ; 335 -> 336 ; 337 [label=" X [ 4 ] <= 0.423 \nmse = 0.04 \nsamples = 2 \nvalue = 24.3 "] ; 336 -> 337 ; 338 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.1 "] ; 337 -> 338 ; 339 [label=" mse = -0.0 \nsamples = 1 \nvalue = 24.5 "] ; 337 -> 339 ; 340 [label=" X [ 10 ] <= 17.85 \nmse = 3.849 \nsamples = 17 \nvalue = 29.435 "] ; 336 -> 340 ; 341 [label=" X [ 10 ] <= 17.2 \nmse = 1.821 \nsamples = 10 \nvalue = 30.59 "] ; 340 -> 341 ; 342 [label=" X [ 6 ] <= 38.6 \nmse = 1.056 \nsamples = 7 \nvalue = 29.929 "] ; 341 -> 342 ; 343 [label=" X [ 8 ] <= 4.5 \nmse = 0.398 \nsamples = 6 \nvalue = 29.583 "] ; 342 -> 343 ; 344 [label=" X [ 9 ] <= 277.0 \nmse = 0.062 \nsamples = 2 \nvalue = 28.85 "] ; 343 -> 344 ; 345 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.1 "] ; 344 -> 345 ; 346 [label=" mse = -0.0 \nsamples = 1 \nvalue = 28.6 "] ; 344 -> 346 ; 347 [label=" X [ 7 ] <= 5.523 \nmse = 0.162 \nsamples = 4 \nvalue = 29.95 "] ; 343 -> 347 ; 348 [label=" X [ 1 ] <= 22.5 \nmse = 0.04 \nsamples = 2 \nvalue = 29.6 "] ; 347 -> 348 ; 349 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.4 "] ; 348 -> 349 ; 350 [label=" mse = -0.0 \nsamples = 1 \nvalue = 29.8 "] ; 348 -> 350 ; 351 [label=" X [ 2 ] <= 2.73 \nmse = 0.04 \nsamples = 2 \nvalue = 30.3 "] ; 347 -> 351 ; 352 [label=" mse = 0.0 \nsamples = 1 \nvalue = 30.1 "] ; 351 -> 352 ; 353 [label=" mse = 0.0 \nsamples = 1 \nvalue = 30.5 "] ; 351 -> 353 ; 354 [label=" mse = 0.0 \nsamples = 1 \nvalue = 32.0 "] ; 342 -> 354 ; 355 [label=" X [ 9 ] <= 280.5 \nmse = 0.202 \nsamples = 3 \nvalue = 32.133 "] ; 341 -> 355 ; 356 [label=" X [ 2 ] <= 4.435 \nmse = 0.002 \nsamples = 2 \nvalue = 32.45 "] ; 355 -> 356 ; 357 [label=" mse = 0.0 \nsamples = 1 \nvalue = 32.5 "] ; 356 -> 357 ; 358 [label=" mse = -0.0 \nsamples = 1 \nvalue = 32.4 "] ; 356 -> 358 ; 359 [label=" mse = 0.0 \nsamples = 1 \nvalue = 31.5 "] ; 355 -> 359 ; 360 [label=" X [ 0 ] <= 0.032 \nmse = 2.121 \nsamples = 7 \nvalue = 27.786 "] ; 340 -> 360 ; 361 [label=" mse = 0.0 \nsamples = 1 \nvalue = 30.8 "] ; 360 -> 361 ; 362 [label=" X [ 2 ] <= 5.405 \nmse = 0.708 \nsamples = 6 \nvalue = 27.283 "] ; 360 -> 362 ; 363 [label=" X [ 4 ] <= 0.447 \nmse = 0.457 \nsamples = 4 \nvalue = 27.725 "] ; 362 -> 363 ; 364 [label=" X [ 6 ] <= 45.65 \nmse = 0.047 \nsamples = 3 \nvalue = 28.1 "] ; 363 -> 364 ; 365 [label=" X [ 0 ] <= 0.039 \nmse = 0.002 \nsamples = 2 \nvalue = 27.95 "] ; 364 -> 365 ; 366 [label=" mse = 0.0 \nsamples = 1 \nvalue = 27.9 "] ; 365 -> 366 ; 367 [label=" mse = -0.0 \nsamples = 1 \nvalue = 28.0 "] ; 365 -> 367 ; 368 [label=" mse = 0.0 \nsamples = 1 \nvalue = 28.4 "] ; 364 -> 368 ; 369 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.6 "] ; 363 -> 369 ; 370 [label=" X [ 6 ] <= 10.2 \nmse = 0.04 \nsamples = 2 \nvalue = 26.4 "] ; 362 -> 370 ; 371 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.6 "] ; 370 -> 371 ; 372 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.2 "] ; 370 -> 372 ; 373 [label=" X [ 1 ] <= 9.0 \nmse = 0.36 \nsamples = 2 \nvalue = 23.4 "] ; 335 -> 373 ; 374 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.8 "] ; 373 -> 374 ; 375 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.0 "] ; 373 -> 375 ; 376 [label=" X [ 7 ] <= 3.9 \nmse = 6.655 \nsamples = 17 \nvalue = 25.465 "] ; 334 -> 376 ; 377 [label=" X [ 10 ] <= 17.6 \nmse = 5.845 \nsamples = 8 \nvalue = 27.1 "] ; 376 -> 377 ; 378 [label=" X [ 12 ] <= 7.825 \nmse = 0.362 \nsamples = 3 \nvalue = 29.267 "] ; 377 -> 378 ; 379 [label=" mse = 0.0 \nsamples = 1 \nvalue = 30.1 "] ; 378 -> 379 ; 380 [label=" X [ 11 ] <= 376.49 \nmse = 0.022 \nsamples = 2 \nvalue = 28.85 "] ; 378 -> 380 ; 381 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.0 "] ; 380 -> 381 ; 382 [label=" mse = -0.0 \nsamples = 1 \nvalue = 28.7 "] ; 380 -> 382 ; 383 [label=" X [ 6 ] <= 80.75 \nmse = 4.628 \nsamples = 5 \nvalue = 25.8 "] ; 377 -> 383 ; 384 [label=" X [ 12 ] <= 8.3 \nmse = 0.602 \nsamples = 3 \nvalue = 27.467 "] ; 383 -> 384 ; 385 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.5 "] ; 384 -> 385 ; 386 [label=" X [ 8 ] <= 6.0 \nmse = 0.202 \nsamples = 2 \nvalue = 27.95 "] ; 384 -> 386 ; 387 [label=" mse = 0.0 \nsamples = 1 \nvalue = 27.5 "] ; 386 -> 387 ; 388 [label=" mse = 0.0 \nsamples = 1 \nvalue = 28.4 "] ; 386 -> 388 ; 389 [label=" X [ 9 ] <= 368.0 \nmse = 0.25 \nsamples = 2 \nvalue = 23.3 "] ; 383 -> 389 ; 390 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.8 "] ; 389 -> 390 ; 391 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.8 "] ; 389 -> 391 ; 392 [label=" X [ 2 ] <= 11.03 \nmse = 2.885 \nsamples = 9 \nvalue = 24.011 "] ; 376 -> 392 ; 393 [label=" X [ 12 ] <= 10.76 \nmse = 1.904 \nsamples = 8 \nvalue = 23.625 "] ; 392 -> 393 ; 394 [label=" X [ 10 ] <= 16.35 \nmse = 1.051 \nsamples = 7 \nvalue = 24.0 "] ; 393 -> 394 ; 395 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.0 "] ; 394 -> 395 ; 396 [label=" X [ 2 ] <= 5.03 \nmse = 0.449 \nsamples = 6 \nvalue = 24.333 "] ; 394 -> 396 ; 397 [label=" X [ 10 ] <= 17.1 \nmse = 0.08 \nsamples = 3 \nvalue = 23.7 "] ; 396 -> 397 ; 398 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.3 "] ; 397 -> 398 ; 399 [label=" X [ 6 ] <= 63.4 \nmse = 0.0 \nsamples = 2 \nvalue = 23.9 "] ; 397 -> 399 ; 400 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.9 "] ; 399 -> 400 ; 401 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.9 "] ; 399 -> 401 ; 402 [label=" X [ 6 ] <= 33.15 \nmse = 0.016 \nsamples = 3 \nvalue = 24.967 "] ; 396 -> 402 ; 403 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.8 "] ; 402 -> 403 ; 404 [label=" X [ 1 ] <= 12.5 \nmse = 0.002 \nsamples = 2 \nvalue = 25.05 "] ; 402 -> 404 ; 405 [label=" mse = 0.0 \nsamples = 1 \nvalue = 25.1 "] ; 404 -> 405 ; 406 [label=" mse = 0.0 \nsamples = 1 \nvalue = 25.0 "] ; 404 -> 406 ; 407 [label=" mse = -0.0 \nsamples = 1 \nvalue = 21.0 "] ; 393 -> 407 ; 408 [label=" mse = 0.0 \nsamples = 1 \nvalue = 27.1 "] ; 392 -> 408 ; 409 [label=" X [ 0 ] <= 0.812 \nmse = 17.14 \nsamples = 100 \nvalue = 16.015 "] ; 1 -> 409 ; 410 [label=" X [ 0 ] <= 0.147 \nmse = 7.681 \nsamples = 48 \nvalue = 18.948 "] ; 409 -> 410 ; 411 [label=" X [ 5 ] <= 6.013 \nmse = 5.884 \nsamples = 12 \nvalue = 21.25 "] ; 410 -> 411 ; 412 [label=" X [ 10 ] <= 17.2 \nmse = 1.836 \nsamples = 10 \nvalue = 20.35 "] ; 411 -> 412 ; 413 [label=" X [ 2 ] <= 5.96 \nmse = 0.987 \nsamples = 4 \nvalue = 21.65 "] ; 412 -> 413 ; 414 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.1 "] ; 413 -> 414 ; 415 [label=" X [ 7 ] <= 5.885 \nmse = 0.382 \nsamples = 3 \nvalue = 21.167 "] ; 413 -> 415 ; 416 [label=" X [ 9 ] <= 293.5 \nmse = 0.01 \nsamples = 2 \nvalue = 21.6 "] ; 415 -> 416 ; 417 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.5 "] ; 416 -> 417 ; 418 [label=" mse = -0.0 \nsamples = 1 \nvalue = 21.7 "] ; 416 -> 418 ; 419 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.3 "] ; 415 -> 419 ; 420 [label=" X [ 11 ] <= 378.735 \nmse = 0.525 \nsamples = 6 \nvalue = 19.483 "] ; 412 -> 420 ; 421 [label=" X [ 2 ] <= 17.83 \nmse = 0.002 \nsamples = 2 \nvalue = 20.45 "] ; 420 -> 421 ; 422 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.4 "] ; 421 -> 422 ; 423 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.5 "] ; 421 -> 423 ; 424 [label=" X [ 0 ] <= 0.128 \nmse = 0.085 \nsamples = 4 \nvalue = 19.0 "] ; 420 -> 424 ; 425 [label=" X [ 10 ] <= 20.1 \nmse = 0.002 \nsamples = 3 \nvalue = 18.833 "] ; 424 -> 425 ; 426 [label=" mse = 0.0 \nsamples = 2 \nvalue = 18.8 "] ; 425 -> 426 ; 427 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.9 "] ; 425 -> 427 ; 428 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.5 "] ; 424 -> 428 ; 429 [label=" X [ 12 ] <= 16.905 \nmse = 1.822 \nsamples = 2 \nvalue = 25.75 "] ; 411 -> 429 ; 430 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.4 "] ; 429 -> 430 ; 431 [label=" mse = 0.0 \nsamples = 1 \nvalue = 27.1 "] ; 429 -> 431 ; 432 [label=" X [ 6 ] <= 92.75 \nmse = 5.924 \nsamples = 36 \nvalue = 18.181 "] ; 410 -> 432 ; 433 [label=" X [ 2 ] <= 10.3 \nmse = 4.117 \nsamples = 18 \nvalue = 19.722 "] ; 432 -> 433 ; 434 [label=" X [ 11 ] <= 393.99 \nmse = 1.927 \nsamples = 12 \nvalue = 18.667 "] ; 433 -> 434 ; 435 [label=" X [ 8 ] <= 4.5 \nmse = 0.913 \nsamples = 8 \nvalue = 17.95 "] ; 434 -> 435 ; 436 [label=" X [ 6 ] <= 84.35 \nmse = 0.287 \nsamples = 4 \nvalue = 17.125 "] ; 435 -> 436 ; 437 [label=" X [ 2 ] <= 9.02 \nmse = 0.023 \nsamples = 2 \nvalue = 17.65 "] ; 436 -> 437 ; 438 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.5 "] ; 437 -> 438 ; 439 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.8 "] ; 437 -> 439 ; 440 [label=" mse = -0.0 \nsamples = 2 \nvalue = 16.6 "] ; 436 -> 440 ; 441 [label=" X [ 5 ] <= 5.966 \nmse = 0.177 \nsamples = 4 \nvalue = 18.775 "] ; 435 -> 441 ; 442 [label=" X [ 6 ] <= 79.2 \nmse = 0.01 \nsamples = 2 \nvalue = 18.4 "] ; 441 -> 442 ; 443 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.5 "] ; 442 -> 443 ; 444 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.3 "] ; 442 -> 444 ; 445 [label=" X [ 1 ] <= 6.25 \nmse = 0.062 \nsamples = 2 \nvalue = 19.15 "] ; 441 -> 445 ; 446 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.4 "] ; 445 -> 446 ; 447 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.9 "] ; 445 -> 447 ; 448 [label=" X [ 0 ] <= 0.326 \nmse = 0.875 \nsamples = 4 \nvalue = 20.1 "] ; 434 -> 448 ; 449 [label=" X [ 12 ] <= 16.07 \nmse = 0.029 \nsamples = 3 \nvalue = 19.567 "] ; 448 -> 449 ; 450 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.8 "] ; 449 -> 450 ; 451 [label=" X [ 7 ] <= 4.149 \nmse = 0.002 \nsamples = 2 \nvalue = 19.45 "] ; 449 -> 451 ; 452 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.5 "] ; 451 -> 452 ; 453 [label=" mse = -0.0 \nsamples = 1 \nvalue = 19.4 "] ; 451 -> 453 ; 454 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.7 "] ; 448 -> 454 ; 455 [label=" X [ 5 ] <= 5.408 \nmse = 1.812 \nsamples = 6 \nvalue = 21.833 "] ; 433 -> 455 ; 456 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.3 "] ; 455 -> 456 ; 457 [label=" X [ 0 ] <= 0.271 \nmse = 0.634 \nsamples = 5 \nvalue = 22.34 "] ; 455 -> 457 ; 458 [label=" X [ 6 ] <= 80.55 \nmse = 0.215 \nsamples = 4 \nvalue = 22.0 "] ; 457 -> 458 ; 459 [label=" X [ 5 ] <= 5.795 \nmse = 0.003 \nsamples = 2 \nvalue = 22.45 "] ; 458 -> 459 ; 460 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.5 "] ; 459 -> 460 ; 461 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.4 "] ; 459 -> 461 ; 462 [label=" X [ 5 ] <= 5.973 \nmse = 0.022 \nsamples = 2 \nvalue = 21.55 "] ; 458 -> 462 ; 463 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.7 "] ; 462 -> 463 ; 464 [label=" mse = 0.0 \nsamples = 1 \nvalue = 21.4 "] ; 462 -> 464 ; 465 [label=" mse = -0.0 \nsamples = 1 \nvalue = 23.7 "] ; 457 -> 465 ; 466 [label=" X [ 7 ] <= 1.669 \nmse = 2.978 \nsamples = 18 \nvalue = 16.639 "] ; 432 -> 466 ; 467 [label=" X [ 7 ] <= 1.64 \nmse = 0.122 \nsamples = 2 \nvalue = 13.65 "] ; 466 -> 467 ; 468 [label=" mse = 0.0 \nsamples = 1 \nvalue = 14.0 "] ; 467 -> 468 ; 469 [label=" mse = -0.0 \nsamples = 1 \nvalue = 13.3 "] ; 467 -> 469 ; 470 [label=" X [ 7 ] <= 4.137 \nmse = 2.079 \nsamples = 16 \nvalue = 17.012 "] ; 466 -> 470 ; 471 [label=" X [ 7 ] <= 2.039 \nmse = 1.264 \nsamples = 11 \nvalue = 17.7 "] ; 470 -> 471 ; 472 [label=" X [ 5 ] <= 5.774 \nmse = 0.599 \nsamples = 7 \nvalue = 17.071 "] ; 471 -> 472 ; 473 [label=" X [ 5 ] <= 5.653 \nmse = 0.062 \nsamples = 2 \nvalue = 15.95 "] ; 472 -> 473 ; 474 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.7 "] ; 473 -> 474 ; 475 [label=" mse = -0.0 \nsamples = 1 \nvalue = 16.2 "] ; 473 -> 475 ; 476 [label=" X [ 11 ] <= 395.49 \nmse = 0.11 \nsamples = 5 \nvalue = 17.52 "] ; 472 -> 476 ; 477 [label=" X [ 11 ] <= 386.165 \nmse = 0.016 \nsamples = 3 \nvalue = 17.267 "] ; 476 -> 477 ; 478 [label=" X [ 11 ] <= 374.28 \nmse = 0.002 \nsamples = 2 \nvalue = 17.35 "] ; 477 -> 478 ; 479 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.3 "] ; 478 -> 479 ; 480 [label=" mse = -0.0 \nsamples = 1 \nvalue = 17.4 "] ; 478 -> 480 ; 481 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.1 "] ; 477 -> 481 ; 482 [label=" X [ 12 ] <= 16.925 \nmse = 0.01 \nsamples = 2 \nvalue = 17.9 "] ; 476 -> 482 ; 483 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.0 "] ; 482 -> 483 ; 484 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.8 "] ; 482 -> 484 ; 485 [label=" X [ 9 ] <= 354.5 \nmse = 0.525 \nsamples = 4 \nvalue = 18.8 "] ; 471 -> 485 ; 486 [label=" mse = 0.0 \nsamples = 1 \nvalue = 20.0 "] ; 485 -> 486 ; 487 [label=" X [ 2 ] <= 15.95 \nmse = 0.06 \nsamples = 3 \nvalue = 18.4 "] ; 485 -> 487 ; 488 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.7 "] ; 487 -> 488 ; 489 [label=" X [ 5 ] <= 6.079 \nmse = 0.023 \nsamples = 2 \nvalue = 18.25 "] ; 487 -> 489 ; 490 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.4 "] ; 489 -> 490 ; 491 [label=" mse = 0.0 \nsamples = 1 \nvalue = 18.1 "] ; 489 -> 491 ; 492 [label=" X [ 0 ] <= 0.218 \nmse = 0.544 \nsamples = 5 \nvalue = 15.5 "] ; 470 -> 492 ; 493 [label=" X [ 6 ] <= 96.7 \nmse = 0.062 \nsamples = 2 \nvalue = 16.25 "] ; 492 -> 493 ; 494 [label=" mse = 0.0 \nsamples = 1 \nvalue = 16.0 "] ; 493 -> 494 ; 495 [label=" mse = 0.0 \nsamples = 1 \nvalue = 16.5 "] ; 493 -> 495 ; 496 [label=" X [ 9 ] <= 270.0 \nmse = 0.24 \nsamples = 3 \nvalue = 15.0 "] ; 492 -> 496 ; 497 [label=" mse = 0.0 \nsamples = 1 \nvalue = 14.4 "] ; 496 -> 497 ; 498 [label=" X [ 7 ] <= 5.373 \nmse = 0.09 \nsamples = 2 \nvalue = 15.3 "] ; 496 -> 498 ; 499 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.6 "] ; 498 -> 499 ; 500 [label=" mse = -0.0 \nsamples = 1 \nvalue = 15.0 "] ; 498 -> 500 ; 501 [label=" X [ 0 ] <= 7.317 \nmse = 10.603 \nsamples = 52 \nvalue = 13.308 "] ; 409 -> 501 ; 502 [label=" X [ 12 ] <= 15.965 \nmse = 5.239 \nsamples = 29 \nvalue = 15.066 "] ; 501 -> 502 ; 503 [label=" X [ 5 ] <= 5.756 \nmse = 1.526 \nsamples = 5 \nvalue = 17.24 "] ; 502 -> 503 ; 504 [label=" mse = 0.0 \nsamples = 1 \nvalue = 19.4 "] ; 503 -> 504 ; 505 [label=" X [ 5 ] <= 6.141 \nmse = 0.45 \nsamples = 4 \nvalue = 16.7 "] ; 503 -> 505 ; 506 [label=" X [ 7 ] <= 2.165 \nmse = 0.062 \nsamples = 3 \nvalue = 17.067 "] ; 505 -> 506 ; 507 [label=" X [ 4 ] <= 0.82 \nmse = 0.01 \nsamples = 2 \nvalue = 16.9 "] ; 506 -> 507 ; 508 [label=" mse = 0.0 \nsamples = 1 \nvalue = 16.8 "] ; 507 -> 508 ; 509 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.0 "] ; 507 -> 509 ; 510 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.4 "] ; 506 -> 510 ; 511 [label=" mse = -0.0 \nsamples = 1 \nvalue = 15.6 "] ; 505 -> 511 ; 512 [label=" X [ 6 ] <= 84.1 \nmse = 4.822 \nsamples = 24 \nvalue = 14.612 "] ; 502 -> 512 ; 513 [label=" X [ 2 ] <= 13.12 \nmse = 25.0 \nsamples = 2 \nvalue = 18.2 "] ; 512 -> 513 ; 514 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.2 "] ; 513 -> 514 ; 515 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.2 "] ; 513 -> 515 ; 516 [label=" X [ 5 ] <= 4.914 \nmse = 1.711 \nsamples = 22 \nvalue = 14.286 "] ; 512 -> 516 ; 517 [label=" mse = 0.0 \nsamples = 1 \nvalue = 11.8 "] ; 516 -> 517 ; 518 [label=" X [ 7 ] <= 1.603 \nmse = 1.484 \nsamples = 21 \nvalue = 14.405 "] ; 516 -> 518 ; 519 [label=" X [ 6 ] <= 94.35 \nmse = 1.649 \nsamples = 8 \nvalue = 15.075 "] ; 518 -> 519 ; 520 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.8 "] ; 519 -> 520 ; 521 [label=" X [ 12 ] <= 26.62 \nmse = 0.673 \nsamples = 7 \nvalue = 14.686 "] ; 519 -> 521 ; 522 [label=" X [ 6 ] <= 97.45 \nmse = 0.009 \nsamples = 3 \nvalue = 15.533 "] ; 521 -> 522 ; 523 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.4 "] ; 522 -> 523 ; 524 [label=" mse = -0.0 \nsamples = 2 \nvalue = 15.6 "] ; 522 -> 524 ; 525 [label=" X [ 5 ] <= 5.211 \nmse = 0.227 \nsamples = 4 \nvalue = 14.05 "] ; 521 -> 525 ; 526 [label=" X [ 0 ] <= 1.999 \nmse = 0.01 \nsamples = 2 \nvalue = 14.5 "] ; 525 -> 526 ; 527 [label=" mse = 0.0 \nsamples = 1 \nvalue = 14.4 "] ; 526 -> 527 ; 528 [label=" mse = -0.0 \nsamples = 1 \nvalue = 14.6 "] ; 526 -> 528 ; 529 [label=" X [ 3 ] <= 0.5 \nmse = 0.04 \nsamples = 2 \nvalue = 13.6 "] ; 525 -> 529 ; 530 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.8 "] ; 529 -> 530 ; 531 [label=" mse = -0.0 \nsamples = 1 \nvalue = 13.4 "] ; 529 -> 531 ; 532 [label=" X [ 7 ] <= 1.831 \nmse = 0.936 \nsamples = 13 \nvalue = 13.992 "] ; 518 -> 532 ; 533 [label=" X [ 10 ] <= 17.45 \nmse = 0.09 \nsamples = 2 \nvalue = 12.8 "] ; 532 -> 533 ; 534 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.1 "] ; 533 -> 534 ; 535 [label=" mse = -0.0 \nsamples = 1 \nvalue = 12.5 "] ; 533 -> 535 ; 536 [label=" X [ 12 ] <= 20.11 \nmse = 0.784 \nsamples = 11 \nvalue = 14.209 "] ; 532 -> 536 ; 537 [label=" X [ 5 ] <= 5.707 \nmse = 0.56 \nsamples = 8 \nvalue = 14.562 "] ; 536 -> 537 ; 538 [label=" X [ 12 ] <= 18.345 \nmse = 0.249 \nsamples = 3 \nvalue = 13.767 "] ; 537 -> 538 ; 539 [label=" X [ 9 ] <= 372.0 \nmse = 0.04 \nsamples = 2 \nvalue = 14.1 "] ; 538 -> 539 ; 540 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.9 "] ; 539 -> 540 ; 541 [label=" mse = -0.0 \nsamples = 1 \nvalue = 14.3 "] ; 539 -> 541 ; 542 [label=" mse = -0.0 \nsamples = 1 \nvalue = 13.1 "] ; 538 -> 542 ; 543 [label=" X [ 7 ] <= 4.036 \nmse = 0.138 \nsamples = 5 \nvalue = 15.04 "] ; 537 -> 543 ; 544 [label=" X [ 2 ] <= 19.995 \nmse = 0.047 \nsamples = 3 \nvalue = 15.3 "] ; 543 -> 544 ; 545 [label=" X [ 7 ] <= 2.952 \nmse = 0.003 \nsamples = 2 \nvalue = 15.15 "] ; 544 -> 545 ; 546 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.1 "] ; 545 -> 546 ; 547 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.2 "] ; 545 -> 547 ; 548 [label=" mse = -0.0 \nsamples = 1 \nvalue = 15.6 "] ; 544 -> 548 ; 549 [label=" X [ 6 ] <= 94.4 \nmse = 0.023 \nsamples = 2 \nvalue = 14.65 "] ; 543 -> 549 ; 550 [label=" mse = 0.0 \nsamples = 1 \nvalue = 14.8 "] ; 549 -> 550 ; 551 [label=" mse = 0.0 \nsamples = 1 \nvalue = 14.5 "] ; 549 -> 551 ; 552 [label=" X [ 7 ] <= 4.015 \nmse = 0.162 \nsamples = 3 \nvalue = 13.267 "] ; 536 -> 552 ; 553 [label=" X [ 0 ] <= 1.432 \nmse = 0.003 \nsamples = 2 \nvalue = 13.55 "] ; 552 -> 553 ; 554 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.6 "] ; 553 -> 554 ; 555 [label=" mse = -0.0 \nsamples = 1 \nvalue = 13.5 "] ; 553 -> 555 ; 556 [label=" mse = 0.0 \nsamples = 1 \nvalue = 12.7 "] ; 552 -> 556 ; 557 [label=" X [ 5 ] <= 5.87 \nmse = 8.557 \nsamples = 23 \nvalue = 11.091 "] ; 501 -> 557 ; 558 [label=" X [ 7 ] <= 1.3 \nmse = 6.749 \nsamples = 14 \nvalue = 9.736 "] ; 557 -> 558 ; 559 [label=" mse = 0.0 \nsamples = 2 \nvalue = 13.8 "] ; 558 -> 559 ; 560 [label=" X [ 12 ] <= 29.125 \nmse = 4.662 \nsamples = 12 \nvalue = 9.058 "] ; 558 -> 560 ; 561 [label=" X [ 0 ] <= 7.832 \nmse = 1.569 \nsamples = 6 \nvalue = 10.633 "] ; 560 -> 561 ; 562 [label=" mse = 0.0 \nsamples = 1 \nvalue = 8.5 "] ; 561 -> 562 ; 563 [label=" X [ 12 ] <= 25.12 \nmse = 0.79 \nsamples = 5 \nvalue = 11.06 "] ; 561 -> 563 ; 564 [label=" X [ 7 ] <= 1.557 \nmse = 0.187 \nsamples = 3 \nvalue = 11.7 "] ; 563 -> 564 ; 565 [label=" mse = 0.0 \nsamples = 1 \nvalue = 12.3 "] ; 564 -> 565 ; 566 [label=" X [ 6 ] <= 99.45 \nmse = 0.01 \nsamples = 2 \nvalue = 11.4 "] ; 564 -> 566 ; 567 [label=" mse = 0.0 \nsamples = 1 \nvalue = 11.5 "] ; 566 -> 567 ; 568 [label=" mse = -0.0 \nsamples = 1 \nvalue = 11.3 "] ; 566 -> 568 ; 569 [label=" X [ 5 ] <= 4.844 \nmse = 0.16 \nsamples = 2 \nvalue = 10.1 "] ; 563 -> 569 ; 570 [label=" mse = 0.0 \nsamples = 1 \nvalue = 10.5 "] ; 569 -> 570 ; 571 [label=" mse = -0.0 \nsamples = 1 \nvalue = 9.7 "] ; 569 -> 571 ; 572 [label=" X [ 5 ] <= 4.94 \nmse = 2.795 \nsamples = 6 \nvalue = 7.483 "] ; 560 -> 572 ; 573 [label=" X [ 12 ] <= 30.625 \nmse = 0.49 \nsamples = 2 \nvalue = 9.5 "] ; 572 -> 573 ; 574 [label=" mse = 0.0 \nsamples = 1 \nvalue = 10.2 "] ; 573 -> 574 ; 575 [label=" mse = 0.0 \nsamples = 1 \nvalue = 8.8 "] ; 573 -> 575 ; 576 [label=" X [ 6 ] <= 99.05 \nmse = 0.897 \nsamples = 4 \nvalue = 6.475 "] ; 572 -> 576 ; 577 [label=" X [ 6 ] <= 83.65 \nmse = 0.229 \nsamples = 3 \nvalue = 6.967 "] ; 576 -> 577 ; 578 [label=" mse = 0.0 \nsamples = 1 \nvalue = 6.3 "] ; 577 -> 578 ; 579 [label=" X [ 0 ] <= 19.704 \nmse = 0.01 \nsamples = 2 \nvalue = 7.3 "] ; 577 -> 579 ; 580 [label=" mse = 0.0 \nsamples = 1 \nvalue = 7.2 "] ; 579 -> 580 ; 581 [label=" mse = -0.0 \nsamples = 1 \nvalue = 7.4 "] ; 579 -> 581 ; 582 [label=" mse = 0.0 \nsamples = 1 \nvalue = 5.0 "] ; 576 -> 582 ; 583 [label=" X [ 7 ] <= 1.957 \nmse = 4.064 \nsamples = 9 \nvalue = 13.2 "] ; 557 -> 583 ; 584 [label=" X [ 6 ] <= 98.95 \nmse = 1.597 \nsamples = 8 \nvalue = 12.625 "] ; 583 -> 584 ; 585 [label=" X [ 6 ] <= 94.0 \nmse = 0.175 \nsamples = 6 \nvalue = 13.317 "] ; 584 -> 585 ; 586 [label=" X [ 6 ] <= 92.95 \nmse = 0.002 \nsamples = 2 \nvalue = 13.85 "] ; 585 -> 586 ; 587 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.8 "] ; 586 -> 587 ; 588 [label=" mse = -0.0 \nsamples = 1 \nvalue = 13.9 "] ; 586 -> 588 ; 589 [label=" X [ 6 ] <= 95.45 \nmse = 0.047 \nsamples = 4 \nvalue = 13.05 "] ; 585 -> 589 ; 590 [label=" mse = 0.0 \nsamples = 1 \nvalue = 12.7 "] ; 589 -> 590 ; 591 [label=" X [ 5 ] <= 6.633 \nmse = 0.009 \nsamples = 3 \nvalue = 13.167 "] ; 589 -> 591 ; 592 [label=" mse = 0.0 \nsamples = 2 \nvalue = 13.1 "] ; 591 -> 592 ; 593 [label=" mse = 0.0 \nsamples = 1 \nvalue = 13.3 "] ; 591 -> 593 ; 594 [label=" X [ 12 ] <= 21.43 \nmse = 0.122 \nsamples = 2 \nvalue = 10.55 "] ; 584 -> 594 ; 595 [label=" mse = 0.0 \nsamples = 1 \nvalue = 10.9 "] ; 594 -> 595 ; 596 [label=" mse = -0.0 \nsamples = 1 \nvalue = 10.2 "] ; 594 -> 596 ; 597 [label=" mse = 0.0 \nsamples = 1 \nvalue = 17.8 "] ; 583 -> 597 ; 598 [label=" X [ 5 ] <= 7.437 \nmse = 72.946 \nsamples = 86 \nvalue = 36.573 "] ; 0 -> 598 [labeldistance=2.5, labelangle=-45, headlabel=" False "] ; 599 [label=" X [ 0 ] <= 13.074 \nmse = 32.634 \nsamples = 56 \nvalue = 32.007 "] ; 598 -> 599 ; 600 [label=" X [ 7 ] <= 1.886 \nmse = 19.329 \nsamples = 54 \nvalue = 32.722 "] ; 599 -> 600 ; 601 [label=" X [ 9 ] <= 534.5 \nmse = 18.923 \nsamples = 2 \nvalue = 45.65 "] ; 600 -> 601 ; 602 [label=" mse = 0.0 \nsamples = 1 \nvalue = 41.3 "] ; 601 -> 602 ; 603 [label=" mse = 0.0 \nsamples = 1 \nvalue = 50.0 "] ; 601 -> 603 ; 604 [label=" X [ 5 ] <= 7.121 \nmse = 12.67 \nsamples = 52 \nvalue = 32.225 "] ; 600 -> 604 ; 605 [label=" X [ 12 ] <= 5.3 \nmse = 13.741 \nsamples = 30 \nvalue = 30.713 "] ; 604 -> 605 ; 606 [label=" X [ 12 ] <= 5.035 \nmse = 6.799 \nsamples = 16 \nvalue = 32.944 "] ; 605 -> 606 ; 607 [label=" X [ 10 ] <= 18.9 \nmse = 4.948 \nsamples = 14 \nvalue = 32.35 "] ; 606 -> 607 ; 608 [label=" X [ 4 ] <= 0.402 \nmse = 3.605 \nsamples = 12 \nvalue = 32.9 "] ; 607 -> 608 ; 609 [label=" X [ 8 ] <= 3.0 \nmse = 1.102 \nsamples = 2 \nvalue = 30.05 "] ; 608 -> 609 ; 610 [label=" mse = 0.0 \nsamples = 1 \nvalue = 31.1 "] ; 609 -> 610 ; 611 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.0 "] ; 609 -> 611 ; 612 [label=" X [ 0 ] <= 0.031 \nmse = 2.156 \nsamples = 10 \nvalue = 33.47 "] ; 608 -> 612 ; 613 [label=" X [ 9 ] <= 313.0 \nmse = 0.04 \nsamples = 2 \nvalue = 31.4 "] ; 612 -> 613 ; 614 [label=" mse = 0.0 \nsamples = 1 \nvalue = 31.6 "] ; 613 -> 614 ; 615 [label=" mse = 0.0 \nsamples = 1 \nvalue = 31.2 "] ; 613 -> 615 ; 616 [label=" X [ 2 ] <= 4.71 \nmse = 1.346 \nsamples = 8 \nvalue = 33.988 "] ; 612 -> 616 ; 617 [label=" X [ 6 ] <= 41.5 \nmse = 0.482 \nsamples = 5 \nvalue = 34.74 "] ; 616 -> 617 ; 618 [label=" X [ 11 ] <= 393.925 \nmse = 0.042 \nsamples = 4 \nvalue = 35.075 "] ; 617 -> 618 ; 619 [label=" mse = 0.0 \nsamples = 1 \nvalue = 35.4 "] ; 618 -> 619 ; 620 [label=" X [ 1 ] <= 47.5 \nmse = 0.009 \nsamples = 3 \nvalue = 34.967 "] ; 618 -> 620 ; 621 [label=" mse = 0.0 \nsamples = 1 \nvalue = 35.1 "] ; 620 -> 621 ; 622 [label=" mse = -0.0 \nsamples = 2 \nvalue = 34.9 "] ; 620 -> 622 ; 623 [label=" mse = 0.0 \nsamples = 1 \nvalue = 33.4 "] ; 617 -> 623 ; 624 [label=" X [ 12 ] <= 3.57 \nmse = 0.269 \nsamples = 3 \nvalue = 32.733 "] ; 616 -> 624 ; 625 [label=" mse = 0.0 \nsamples = 1 \nvalue = 32.0 "] ; 624 -> 625 ; 626 [label=" X [ 9 ] <= 291.5 \nmse = 0.0 \nsamples = 2 \nvalue = 33.1 "] ; 624 -> 626 ; 627 [label=" mse = 0.0 \nsamples = 1 \nvalue = 33.1 "] ; 626 -> 627 ; 628 [label=" mse = 0.0 \nsamples = 1 \nvalue = 33.1 "] ; 626 -> 628 ; 629 [label=" X [ 9 ] <= 287.5 \nmse = 0.302 \nsamples = 2 \nvalue = 29.05 "] ; 607 -> 629 ; 630 [label=" mse = 0.0 \nsamples = 1 \nvalue = 28.5 "] ; 629 -> 630 ; 631 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.6 "] ; 629 -> 631 ; 632 [label=" X [ 0 ] <= 0.074 \nmse = 0.01 \nsamples = 2 \nvalue = 37.1 "] ; 606 -> 632 ; 633 [label=" mse = 0.0 \nsamples = 1 \nvalue = 37.2 "] ; 632 -> 633 ; 634 [label=" mse = 0.0 \nsamples = 1 \nvalue = 37.0 "] ; 632 -> 634 ; 635 [label=" X [ 5 ] <= 7.01 \nmse = 9.492 \nsamples = 14 \nvalue = 28.164 "] ; 605 -> 635 ; 636 [label=" X [ 7 ] <= 3.347 \nmse = 6.658 \nsamples = 9 \nvalue = 26.6 "] ; 635 -> 636 ; 637 [label=" X [ 12 ] <= 7.225 \nmse = 1.77 \nsamples = 5 \nvalue = 28.48 "] ; 636 -> 637 ; 638 [label=" X [ 7 ] <= 2.463 \nmse = 0.01 \nsamples = 2 \nvalue = 30.0 "] ; 637 -> 638 ; 639 [label=" mse = 0.0 \nsamples = 1 \nvalue = 30.1 "] ; 638 -> 639 ; 640 [label=" mse = 0.0 \nsamples = 1 \nvalue = 29.9 "] ; 638 -> 640 ; 641 [label=" X [ 5 ] <= 6.915 \nmse = 0.376 \nsamples = 3 \nvalue = 27.467 "] ; 637 -> 641 ; 642 [label=" X [ 3 ] <= 0.5 \nmse = 0.122 \nsamples = 2 \nvalue = 27.85 "] ; 641 -> 642 ; 643 [label=" mse = 0.0 \nsamples = 1 \nvalue = 28.2 "] ; 642 -> 643 ; 644 [label=" mse = -0.0 \nsamples = 1 \nvalue = 27.5 "] ; 642 -> 644 ; 645 [label=" mse = 0.0 \nsamples = 1 \nvalue = 26.7 "] ; 641 -> 645 ; 646 [label=" X [ 2 ] <= 2.825 \nmse = 2.827 \nsamples = 4 \nvalue = 24.25 "] ; 636 -> 646 ; 647 [label=" X [ 5 ] <= 6.905 \nmse = 0.81 \nsamples = 2 \nvalue = 25.7 "] ; 646 -> 647 ; 648 [label=" mse = 0.0 \nsamples = 1 \nvalue = 24.8 "] ; 647 -> 648 ; 649 [label=" mse = -0.0 \nsamples = 1 \nvalue = 26.6 "] ; 647 -> 649 ; 650 [label=" X [ 6 ] <= 70.3 \nmse = 0.64 \nsamples = 2 \nvalue = 22.8 "] ; 646 -> 650 ; 651 [label=" mse = 0.0 \nsamples = 1 \nvalue = 22.0 "] ; 650 -> 651 ; 652 [label=" mse = 0.0 \nsamples = 1 \nvalue = 23.6 "] ; 650 -> 652 ; 653 [label=" X [ 0 ] <= 0.033 \nmse = 2.262 \nsamples = 5 \nvalue = 30.98 "] ; 635 -> 653 ; 654 [label=" X [ 1 ] <= 53.75 \nmse = 0.16 \nsamples = 2 \nvalue = 32.6 "] ; 653 -> 654 ; 655 [label=" mse = 0.0 \nsamples = 1 \nvalue = 33.0 "] ; 654 -> 655 ; 656 [label=" mse = 0.0 \nsamples = 1 \nvalue = 32.2 "] ; 654 -> 656 ; 657 [label=" X [ 11 ] <= 390.065 \nmse = 0.747 \nsamples = 3 \nvalue = 29.9 "] ; 653 -> 657 ; 658 [label=" X [ 9 ] <= 296.5 \nmse = 0.04 \nsamples = 2 \nvalue = 30.5 "] ; 657 -> 658 ; 659 [label=" mse = 0.0 \nsamples = 1 \nvalue = 30.7 "] ; 658 -> 659 ; 660 [label=" mse = -0.0 \nsamples = 1 \nvalue = 30.3 "] ; 658 -> 660 ; 661 [label=" mse = -0.0 \nsamples = 1 \nvalue = 28.7 "] ; 657 -> 661 ; 662 [label=" X [ 9 ] <= 249.5 \nmse = 3.843 \nsamples = 22 \nvalue = 34.286 "] ; 604 -> 662 ; 663 [label=" X [ 5 ] <= 7.17 \nmse = 2.002 \nsamples = 7 \nvalue = 35.857 "] ; 662 -> 663 ; 664 [label=" X [ 2 ] <= 2.32 \nmse = 0.496 \nsamples = 3 \nvalue = 37.133 "] ; 663 -> 664 ; 665 [label=" mse = 0.0 \nsamples = 1 \nvalue = 36.2 "] ; 664 -> 665 ; 666 [label=" X [ 0 ] <= 0.085 \nmse = 0.09 \nsamples = 2 \nvalue = 37.6 "] ; 664 -> 666 ; 667 [label=" mse = 0.0 \nsamples = 1 \nvalue = 37.3 "] ; 666 -> 667 ; 668 [label=" mse = 0.0 \nsamples = 1 \nvalue = 37.9 "] ; 666 -> 668 ; 669 [label=" X [ 11 ] <= 396.415 \nmse = 0.995 \nsamples = 4 \nvalue = 34.9 "] ; 663 -> 669 ; 670 [label=" X [ 9 ] <= 224.0 \nmse = 0.327 \nsamples = 3 \nvalue = 35.4 "] ; 669 -> 670 ; 671 [label=" mse = 0.0 \nsamples = 1 \nvalue = 36.1 "] ; 670 -> 671 ; 672 [label=" X [ 5 ] <= 7.217 \nmse = 0.123 \nsamples = 2 \nvalue = 35.05 "] ; 670 -> 672 ; 673 [label=" mse = 0.0 \nsamples = 1 \nvalue = 34.7 "] ; 672 -> 673 ; 674 [label=" mse = 0.0 \nsamples = 1 \nvalue = 35.4 "] ; 672 -> 674 ; 675 [label=" mse = 0.0 \nsamples = 1 \nvalue = 33.4 "] ; 669 -> 675 ; 676 [label=" X [ 10 ] <= 15.35 \nmse = 3.013 \nsamples = 15 \nvalue = 33.553 "] ; 662 -> 676 ; 677 [label=" X [ 12 ] <= 10.42 \nmse = 3.022 \nsamples = 8 \nvalue = 34.562 "] ; 676 -> 677 ; 678 [label=" X [ 11 ] <= 391.345 \nmse = 1.382 \nsamples = 7 \nvalue = 35.071 "] ; 677 -> 678 ; 679 [label=" X [ 0 ] <= 0.607 \nmse = 0.047 \nsamples = 3 \nvalue = 36.3 "] ; 678 -> 679 ; 680 [label=" X [ 7 ] <= 4.205 \nmse = 0.002 \nsamples = 2 \nvalue = 36.45 "] ; 679 -> 680 ; 681 [label=" mse = 0.0 \nsamples = 1 \nvalue = 36.5 "] ; 680 -> 681 ; 682 [label=" mse = -0.0 \nsamples = 1 \nvalue = 36.4 "] ; 680 -> 682 ; 683 [label=" mse = 0.0 \nsamples = 1 \nvalue = 36.0 "] ; 679 -> 683 ; 684 [label=" X [ 5 ] <= 7.281 \nmse = 0.402 \nsamples = 4 \nvalue = 34.15 "] ; 678 -> 684 ; 685 [label=" X [ 4 ] <= 0.542 \nmse = 0.216 \nsamples = 3 \nvalue = 34.433 "] ; 684 -> 685 ; 686 [label=" X [ 1 ] <= 62.5 \nmse = 0.022 \nsamples = 2 \nvalue = 34.75 "] ; 685 -> 686 ; 687 [label=" mse = 0.0 \nsamples = 1 \nvalue = 34.9 "] ; 686 -> 687 ; 688 [label=" mse = 0.0 \nsamples = 1 \nvalue = 34.6 "] ; 686 -> 688 ; 689 [label=" mse = -0.0 \nsamples = 1 \nvalue = 33.8 "] ; 685 -> 689 ; 690 [label=" mse = -0.0 \nsamples = 1 \nvalue = 33.3 "] ; 684 -> 690 ; 691 [label=" mse = 0.0 \nsamples = 1 \nvalue = 31.0 "] ; 677 -> 691 ; 692 [label=" X [ 0 ] <= 0.259 \nmse = 0.509 \nsamples = 7 \nvalue = 32.4 "] ; 676 -> 692 ; 693 [label=" X [ 12 ] <= 5.77 \nmse = 0.045 \nsamples = 4 \nvalue = 33.0 "] ; 692 -> 693 ; 694 [label=" X [ 12 ] <= 4.97 \nmse = 0.01 \nsamples = 2 \nvalue = 32.8 "] ; 693 -> 694 ; 695 [label=" mse = 0.0 \nsamples = 1 \nvalue = 32.9 "] ; 694 -> 695 ; 696 [label=" mse = 0.0 \nsamples = 1 \nvalue = 32.7 "] ; 694 -> 696 ; 697 [label=" mse = 0.0 \nsamples = 2 \nvalue = 33.2 "] ; 693 -> 697 ; 698 [label=" X [ 5 ] <= 7.385 \nmse = 0.007 \nsamples = 3 \nvalue = 31.6 "] ; 692 -> 698 ; 699 [label=" X [ 4 ] <= 0.506 \nmse = 0.003 \nsamples = 2 \nvalue = 31.55 "] ; 698 -> 699 ; 700 [label=" mse = 0.0 \nsamples = 1 \nvalue = 31.6 "] ; 699 -> 700 ; 701 [label=" mse = -0.0 \nsamples = 1 \nvalue = 31.5 "] ; 699 -> 701 ; 702 [label=" mse = -0.0 \nsamples = 1 \nvalue = 31.7 "] ; 698 -> 702 ; 703 [label=" X [ 0 ] <= 54.293 \nmse = 5.29 \nsamples = 2 \nvalue = 12.7 "] ; 599 -> 703 ; 704 [label=" mse = 0.0 \nsamples = 1 \nvalue = 15.0 "] ; 703 -> 704 ; 705 [label=" mse = 0.0 \nsamples = 1 \nvalue = 10.4 "] ; 703 -> 705 ; 706 [label=" X [ 0 ] <= 2.742 \nmse = 36.628 \nsamples = 30 \nvalue = 45.097 "] ; 598 -> 706 ; 707 [label=" X [ 10 ] <= 14.8 \nmse = 18.697 \nsamples = 29 \nvalue = 45.897 "] ; 706 -> 707 ; 708 [label=" X [ 5 ] <= 7.706 \nmse = 8.027 \nsamples = 14 \nvalue = 48.3 "] ; 707 -> 708 ; 709 [label=" X [ 6 ] <= 90.1 \nmse = 9.462 \nsamples = 4 \nvalue = 44.725 "] ; 708 -> 709 ; 710 [label=" X [ 0 ] <= 0.278 \nmse = 0.249 \nsamples = 3 \nvalue = 42.967 "] ; 709 -> 710 ; 711 [label=" mse = 0.0 \nsamples = 1 \nvalue = 42.3 "] ; 710 -> 711 ; 712 [label=" X [ 11 ] <= 389.335 \nmse = 0.04 \nsamples = 2 \nvalue = 43.3 "] ; 710 -> 712 ; 713 [label=" mse = 0.0 \nsamples = 1 \nvalue = 43.1 "] ; 712 -> 713 ; 714 [label=" mse = 0.0 \nsamples = 1 \nvalue = 43.5 "] ; 712 -> 714 ; 715 [label=" mse = 0.0 \nsamples = 1 \nvalue = 50.0 "] ; 709 -> 715 ; 716 [label=" X [ 12 ] <= 3.755 \nmse = 0.296 \nsamples = 10 \nvalue = 49.73 "] ; 708 -> 716 ; 717 [label=" mse = 0.0 \nsamples = 6 \nvalue = 50.0 "] ; 716 -> 717 ; 718 [label=" X [ 0 ] <= 0.549 \nmse = 0.467 \nsamples = 4 \nvalue = 49.325 "] ; 716 -> 718 ; 719 [label=" X [ 1 ] <= 57.5 \nmse = 0.023 \nsamples = 2 \nvalue = 48.65 "] ; 718 -> 719 ; 720 [label=" mse = 0.0 \nsamples = 1 \nvalue = 48.8 "] ; 719 -> 720 ; 721 [label=" mse = 0.0 \nsamples = 1 \nvalue = 48.5 "] ; 719 -> 721 ; 722 [label=" mse = -0.0 \nsamples = 2 \nvalue = 50.0 "] ; 718 -> 722 ; 723 [label=" X [ 11 ] <= 385.48 \nmse = 18.232 \nsamples = 15 \nvalue = 43.653 "] ; 707 -> 723 ; 724 [label=" X [ 0 ] <= 0.323 \nmse = 3.298 \nsamples = 5 \nvalue = 47.16 "] ; 723 -> 724 ; 725 [label=" X [ 6 ] <= 64.0 \nmse = 0.616 \nsamples = 3 \nvalue = 45.833 "] ; 724 -> 725 ; 726 [label=" X [ 0 ] <= 0.18 \nmse = 0.122 \nsamples = 2 \nvalue = 46.35 "] ; 725 -> 726 ; 727 [label=" mse = 0.0 \nsamples = 1 \nvalue = 46.0 "] ; 726 -> 727 ; 728 [label=" mse = 0.0 \nsamples = 1 \nvalue = 46.7 "] ; 726 -> 728 ; 729 [label=" mse = 0.0 \nsamples = 1 \nvalue = 44.8 "] ; 725 -> 729 ; 730 [label=" X [ 11 ] <= 380.475 \nmse = 0.722 \nsamples = 2 \nvalue = 49.15 "] ; 724 -> 730 ; 731 [label=" mse = 0.0 \nsamples = 1 \nvalue = 48.3 "] ; 730 -> 731 ; 732 [label=" mse = -0.0 \nsamples = 1 \nvalue = 50.0 "] ; 730 -> 732 ; 733 [label=" X [ 0 ] <= 0.061 \nmse = 16.476 \nsamples = 10 \nvalue = 41.9 "] ; 723 -> 733 ; 734 [label=" X [ 4 ] <= 0.465 \nmse = 6.569 \nsamples = 3 \nvalue = 46.467 "] ; 733 -> 734 ; 735 [label=" X [ 7 ] <= 5.515 \nmse = 0.49 \nsamples = 2 \nvalue = 44.7 "] ; 734 -> 735 ; 736 [label=" mse = 0.0 \nsamples = 1 \nvalue = 45.4 "] ; 735 -> 736 ; 737 [label=" mse = -0.0 \nsamples = 1 \nvalue = 44.0 "] ; 735 -> 737 ; 738 [label=" mse = 0.0 \nsamples = 1 \nvalue = 50.0 "] ; 734 -> 738 ; 739 [label=" X [ 6 ] <= 44.35 \nmse = 7.954 \nsamples = 7 \nvalue = 39.943 "] ; 733 -> 739 ; 740 [label=" X [ 5 ] <= 8.039 \nmse = 0.25 \nsamples = 2 \nvalue = 43.3 "] ; 739 -> 740 ; 741 [label=" mse = 0.0 \nsamples = 1 \nvalue = 43.8 "] ; 740 -> 741 ; 742 [label=" mse = 0.0 \nsamples = 1 \nvalue = 42.8 "] ; 740 -> 742 ; 743 [label=" X [ 5 ] <= 7.728 \nmse = 4.724 \nsamples = 5 \nvalue = 38.6 "] ; 739 -> 743 ; 744 [label=" mse = 0.0 \nsamples = 1 \nvalue = 35.2 "] ; 743 -> 744 ; 745 [label=" X [ 12 ] <= 2.8 \nmse = 2.293 \nsamples = 4 \nvalue = 39.45 "] ; 743 -> 745 ; 746 [label=" mse = 0.0 \nsamples = 1 \nvalue = 41.7 "] ; 745 -> 746 ; 747 [label=" X [ 11 ] <= 391.47 \nmse = 0.807 \nsamples = 3 \nvalue = 38.7 "] ; 745 -> 747 ; 748 [label=" mse = 0.0 \nsamples = 1 \nvalue = 37.6 "] ; 747 -> 748 ; 749 [label=" X [ 12 ] <= 5.885 \nmse = 0.302 \nsamples = 2 \nvalue = 39.25 "] ; 747 -> 749 ; 750 [label=" mse = 0.0 \nsamples = 1 \nvalue = 38.7 "] ; 749 -> 750 ; 751 [label=" mse = 0.0 \nsamples = 1 \nvalue = 39.8 "] ; 749 -> 751 ; 752 [label=" mse = -0.0 \nsamples = 1 \nvalue = 21.9 "] ; 706 -> 752 ; } (Yes this is the output, and the graph you will get will blow your mind! But it's worth studying 😃)