30849 lines
718 KiB
Plaintext
30849 lines
718 KiB
Plaintext
ply
|
|
format ascii 1.0
|
|
comment author
|
|
comment File Generated with PlantGL 3D Viewer
|
|
element vertex 12738
|
|
property float x
|
|
property float y
|
|
property float z
|
|
property uchar diffuse_red
|
|
property uchar diffuse_green
|
|
property uchar diffuse_blue
|
|
element face 18096
|
|
property list uchar int vertex_indices
|
|
end_header
|
|
16.383 11.4279 -0.99981 60 60 15
|
|
16.383 75.4516 730.795 60 60 15
|
|
3.47296 19.6212 -1.71663 60 60 15
|
|
3.47296 83.6449 730.078 60 60 15
|
|
-11.4715 16.3207 -1.42788 60 60 15
|
|
-11.4715 80.3444 730.367 60 60 15
|
|
-19.6962 3.45975 -0.302689 60 60 15
|
|
-19.6962 67.4835 731.492 60 60 15
|
|
-16.383 -11.4279 0.99981 60 60 15
|
|
-16.383 52.5958 732.794 60 60 15
|
|
-3.47296 -19.6212 1.71663 60 60 15
|
|
-3.47296 44.4025 733.511 60 60 15
|
|
11.4715 -16.3207 1.42788 60 60 15
|
|
11.4715 47.703 733.222 60 60 15
|
|
19.6962 -3.45975 0.302689 60 60 15
|
|
19.6962 60.564 732.097 60 60 15
|
|
-66.282 166.775 820.141 60 60 15
|
|
0 64.0237 731.794 60 60 15
|
|
17.5973 175.623 786.922 60 60 15
|
|
-26.5908 244.124 845.819 60 60 15
|
|
-132.564 269.527 908.487 60 60 15
|
|
-150.161 157.928 853.36 60 60 15
|
|
-105.973 89.4268 794.463 60 60 15
|
|
66.282 -21.8255 836.641 60 60 15
|
|
0 64.0237 731.794 60 60 15
|
|
-17.5973 -36.307 805.463 60 60 15
|
|
26.5908 -93.5398 875.361 60 60 15
|
|
132.564 -107.675 941.488 60 60 15
|
|
150.161 -7.344 867.82 60 60 15
|
|
105.973 49.8888 797.922 60 60 15
|
|
12.8558 48.7611 733.13 60 60 15
|
|
12.8558 86.795 1167.86 60 60 15
|
|
19.9239 62.2872 731.946 60 60 15
|
|
19.9239 100.321 1166.68 60 60 15
|
|
15.3209 76.8306 730.674 60 60 15
|
|
15.3209 114.864 1165.4 60 60 15
|
|
1.74311 83.8718 730.058 60 60 15
|
|
1.74311 121.906 1164.79 60 60 15
|
|
-12.8558 79.2863 730.459 60 60 15
|
|
-12.8558 117.32 1165.19 60 60 15
|
|
-19.9239 65.7602 731.643 60 60 15
|
|
-19.9239 103.794 1166.37 60 60 15
|
|
-15.3209 51.2169 732.915 60 60 15
|
|
-15.3209 89.2508 1167.64 60 60 15
|
|
-1.74311 44.1756 733.531 60 60 15
|
|
-1.74311 82.2095 1168.26 60 60 15
|
|
64.5913 164.808 1261.9 60 60 15
|
|
0 102.058 1166.52 60 60 15
|
|
85.2199 93.8392 1234.49 60 60 15
|
|
128.281 135.673 1298.08 60 60 15
|
|
129.183 227.558 1357.28 60 60 15
|
|
43.9628 235.777 1289.32 60 60 15
|
|
0.90189 193.943 1225.73 60 60 15
|
|
-64.5913 56.8233 1271.35 60 60 15
|
|
0 102.058 1166.52 60 60 15
|
|
-85.2199 121.953 1232.03 60 60 15
|
|
-128.281 91.7971 1301.91 60 60 15
|
|
-129.183 11.5889 1376.18 60 60 15
|
|
-43.9628 -8.30678 1310.67 60 60 15
|
|
-0.90189 21.8495 1240.79 60 60 15
|
|
-11.3137 90.787 1167.51 60 60 15
|
|
-11.3137 128.444 1597.94 60 60 15
|
|
5.71581e-010 86.1185 1167.92 60 60 15
|
|
5.7159e-010 123.776 1598.34 60 60 15
|
|
11.3137 90.787 1167.51 60 60 15
|
|
11.3137 128.444 1597.94 60 60 15
|
|
16 102.058 1166.52 60 60 15
|
|
16 139.715 1596.95 60 60 15
|
|
11.3137 113.328 1165.54 60 60 15
|
|
11.3137 150.986 1595.96 60 60 15
|
|
-7.3489e-010 117.997 1165.13 60 60 15
|
|
-7.34881e-010 155.654 1595.55 60 60 15
|
|
-11.3137 113.328 1165.54 60 60 15
|
|
-11.3137 150.986 1595.96 60 60 15
|
|
-16 102.058 1166.52 60 60 15
|
|
-16 139.715 1596.95 60 60 15
|
|
40.3283 108.15 1698.87 60 60 15
|
|
0 139.715 1596.95 60 60 15
|
|
-13.4428 78.4966 1668.41 60 60 15
|
|
13.4428 57.4531 1736.36 60 60 15
|
|
80.6566 76.5844 1800.79 60 60 15
|
|
94.0993 137.803 1729.33 60 60 15
|
|
67.2138 158.846 1661.38 60 60 15
|
|
-40.3283 188.499 1691.84 60 60 15
|
|
0 139.715 1596.95 60 60 15
|
|
13.4428 212.413 1656.7 60 60 15
|
|
-13.4428 244.936 1719.96 60 60 15
|
|
-80.6566 237.284 1786.73 60 60 15
|
|
-94.0993 164.586 1726.99 60 60 15
|
|
-67.2138 132.063 1663.73 60 60 15
|
|
-12.1418 149.864 1596.06 60 60 15
|
|
-12.1418 187.149 2022.22 60 60 15
|
|
-15.7897 138.339 1597.07 60 60 15
|
|
-15.7897 175.623 2023.23 60 60 15
|
|
-10.1882 127.619 1598.01 60 60 15
|
|
-10.1882 164.904 2024.17 60 60 15
|
|
1.38142 123.985 1598.33 60 60 15
|
|
1.38142 161.27 2024.49 60 60 15
|
|
12.1418 129.566 1597.84 60 60 15
|
|
12.1418 166.85 2024 60 60 15
|
|
15.7897 141.091 1596.83 60 60 15
|
|
15.7897 178.376 2022.99 60 60 15
|
|
10.1882 151.811 1595.89 60 60 15
|
|
10.1882 189.095 2022.05 60 60 15
|
|
-1.38142 155.445 1595.57 60 60 15
|
|
-1.38142 192.729 2021.74 60 60 15
|
|
-21.806 159.234 2118.23 60 60 15
|
|
0 176.999 2023.11 60 60 15
|
|
-52.5284 196.913 2083.74 60 60 15
|
|
-67.0657 185.07 2147.16 60 60 15
|
|
-43.612 141.469 2213.34 60 60 15
|
|
8.91634 121.556 2152.71 60 60 15
|
|
23.4537 133.399 2089.3 60 60 15
|
|
21.806 211.011 2113.7 60 60 15
|
|
0 176.999 2023.11 60 60 15
|
|
52.5284 167.917 2086.28 60 60 15
|
|
67.0657 190.592 2146.67 60 60 15
|
|
43.612 245.023 2204.28 60 60 15
|
|
-8.91634 254.106 2141.12 60 60 15
|
|
-23.4537 231.431 2080.72 60 60 15
|
|
9.00515 189.811 2021.99 60 60 15
|
|
9.00515 226.726 2443.94 60 60 15
|
|
-2.72628 192.402 2021.76 60 60 15
|
|
-2.72628 229.317 2443.71 60 60 15
|
|
-12.8607 185.97 2022.33 60 60 15
|
|
-12.8607 222.886 2444.27 60 60 15
|
|
-15.4615 174.284 2023.35 60 60 15
|
|
-15.4615 211.199 2445.29 60 60 15
|
|
-9.00515 164.188 2024.23 60 60 15
|
|
-9.00515 201.103 2446.18 60 60 15
|
|
2.72628 161.597 2024.46 60 60 15
|
|
2.72628 198.512 2446.4 60 60 15
|
|
12.8607 168.029 2023.9 60 60 15
|
|
12.8607 204.944 2445.84 60 60 15
|
|
15.4615 179.715 2022.87 60 60 15
|
|
15.4615 216.631 2444.82 60 60 15
|
|
-12.2686 229.876 2528.92 60 60 15
|
|
0 213.915 2445.06 60 60 15
|
|
16.5564 259.747 2497.89 60 60 15
|
|
8.37739 270.387 2553.8 60 60 15
|
|
-24.5371 245.836 2612.79 60 60 15
|
|
-41.0936 200.004 2559.96 60 60 15
|
|
-32.9145 189.364 2504.05 60 60 15
|
|
12.2686 212.76 2530.42 60 60 15
|
|
0 213.915 2445.06 60 60 15
|
|
-16.5564 177.953 2505.05 60 60 15
|
|
-8.37739 177.183 2561.96 60 60 15
|
|
24.5371 211.605 2615.79 60 60 15
|
|
41.0936 247.566 2555.8 60 60 15
|
|
32.9145 248.336 2498.89 60 60 15
|
|
13.4667 206.169 2445.73 60 60 15
|
|
13.4667 242.719 2863.5 60 60 15
|
|
15.0201 217.924 2444.71 60 60 15
|
|
15.0201 254.474 2862.47 60 60 15
|
|
7.775 227.33 2443.88 60 60 15
|
|
7.775 263.88 2861.65 60 60 15
|
|
-4.02464 228.878 2443.75 60 60 15
|
|
-4.02464 265.428 2861.51 60 60 15
|
|
-13.4667 221.66 2444.38 60 60 15
|
|
-13.4667 258.21 2862.15 60 60 15
|
|
-15.0201 209.905 2445.41 60 60 15
|
|
-15.0201 246.455 2863.17 60 60 15
|
|
-7.775 200.499 2446.23 60 60 15
|
|
-7.775 237.049 2864 60 60 15
|
|
4.02464 198.952 2446.37 60 60 15
|
|
4.02464 235.502 2864.13 60 60 15
|
|
-2.08633 252.99 2877.87 60 60 15
|
|
-75.0905 293.815 2860.9 60 60 15
|
|
3.96946 261.645 2872.64 60 60 15
|
|
-69.0347 302.47 2855.67 60 60 15
|
|
7.7 263.751 2861.66 60 60 15
|
|
-65.3042 304.576 2844.69 60 60 15
|
|
6.91998 258.073 2851.36 60 60 15
|
|
-66.0842 298.898 2834.39 60 60 15
|
|
2.08633 247.939 2847.78 60 60 15
|
|
-70.9178 288.764 2830.8 60 60 15
|
|
-3.96946 239.284 2853 60 60 15
|
|
-76.9736 280.109 2836.03 60 60 15
|
|
-7.7 237.179 2863.99 60 60 15
|
|
-80.7042 278.003 2847.01 60 60 15
|
|
-6.91998 242.856 2874.29 60 60 15
|
|
-79.9242 283.681 2857.31 60 60 15
|
|
-85.6882 298.17 2840.47 60 60 15
|
|
-74.5765 288.337 2801.69 60 60 15
|
|
-76.5284 305.549 2841.22 60 60 15
|
|
-65.4167 295.717 2802.44 60 60 15
|
|
-65.3042 304.576 2844.69 60 60 15
|
|
-54.1925 294.743 2805.91 60 60 15
|
|
-58.5905 295.819 2848.83 60 60 15
|
|
-47.4788 285.986 2810.05 60 60 15
|
|
-60.3201 284.409 2851.23 60 60 15
|
|
-49.2084 274.576 2812.45 60 60 15
|
|
-69.4799 277.03 2850.47 60 60 15
|
|
-58.3682 267.197 2811.69 60 60 15
|
|
-80.7042 278.003 2847.01 60 60 15
|
|
-69.5925 268.171 2808.23 60 60 15
|
|
-87.4179 286.76 2842.87 60 60 15
|
|
-76.3062 276.927 2804.09 60 60 15
|
|
29.0627 234.615 2874.19 65 45 15
|
|
23.556 238.836 2885.95 65 45 15
|
|
14.4631 244.827 2894.19 65 45 15
|
|
3.16835 251.676 2897.66 65 45 15
|
|
-8.60876 258.341 2895.82 65 45 15
|
|
-19.0753 263.806 2888.96 65 45 15
|
|
-26.6377 267.241 2878.12 65 45 15
|
|
33.443 242.651 2869.57 65 45 15
|
|
31.6498 253.683 2877.42 65 45 15
|
|
25.0382 264.225 2883.04 65 45 15
|
|
14.6147 272.673 2885.59 65 45 15
|
|
1.96632 277.739 2884.67 65 45 15
|
|
-10.9814 278.653 2880.42 65 45 15
|
|
-22.2574 275.276 2873.5 65 45 15
|
|
34.5472 245.707 2859.85 65 45 15
|
|
33.69 259.331 2859.45 65 45 15
|
|
27.7038 271.605 2859.57 65 45 15
|
|
17.5 280.66 2860.18 65 45 15
|
|
4.63196 285.119 2861.2 65 45 15
|
|
-8.94125 284.301 2862.46 65 45 15
|
|
-21.1532 278.333 2863.78 65 45 15
|
|
31.7283 241.995 2850.72 65 45 15
|
|
28.4814 252.471 2842.58 65 45 15
|
|
20.8985 262.642 2837.53 65 45 15
|
|
10.134 270.959 2836.32 65 45 15
|
|
-2.17333 276.156 2839.15 65 45 15
|
|
-14.1498 277.442 2845.59 65 45 15
|
|
-23.9721 274.62 2854.65 65 45 15
|
|
26.6377 233.688 2847.53 65 45 15
|
|
19.0753 237.123 2836.69 65 45 15
|
|
8.60876 242.588 2829.83 65 45 15
|
|
-3.16835 249.253 2827.99 65 45 15
|
|
-14.4631 256.102 2831.45 65 45 15
|
|
-23.556 262.093 2839.7 65 45 15
|
|
-29.0627 266.314 2851.46 65 45 15
|
|
22.2574 225.653 2852.15 65 45 15
|
|
10.9814 222.276 2845.22 65 45 15
|
|
-1.96632 223.19 2840.98 65 45 15
|
|
-14.6147 228.256 2840.06 65 45 15
|
|
-25.0382 236.704 2842.61 65 45 15
|
|
-31.6498 247.246 2848.23 65 45 15
|
|
-33.443 258.279 2856.08 65 45 15
|
|
21.1532 222.596 2861.87 65 45 15
|
|
8.94125 216.628 2863.19 65 45 15
|
|
-4.63196 215.811 2864.45 65 45 15
|
|
-17.5 220.269 2865.46 65 45 15
|
|
-27.7038 229.324 2866.08 65 45 15
|
|
-33.69 241.598 2866.2 65 45 15
|
|
-34.5472 255.222 2865.8 65 45 15
|
|
23.9721 226.309 2871 65 45 15
|
|
14.1498 223.487 2880.06 65 45 15
|
|
2.17333 224.773 2886.49 65 45 15
|
|
-10.134 229.97 2889.32 65 45 15
|
|
-20.8985 238.287 2888.12 65 45 15
|
|
-28.4814 248.458 2883.07 65 45 15
|
|
-31.7283 258.934 2874.93 65 45 15
|
|
30.1448 232.808 2860.7 65 45 15
|
|
-30.1448 268.121 2864.95 65 45 15
|
|
0.724194 250.741 2870.79 65 45 15
|
|
-84.1907 300.479 2876.78 65 45 15
|
|
3.34051 255.541 2868.03 65 45 15
|
|
-81.5744 305.278 2874.02 65 45 15
|
|
4 257.366 2862.22 65 45 15
|
|
-80.9149 307.104 2868.21 65 45 15
|
|
2.31634 255.149 2856.77 65 45 15
|
|
-82.5985 304.886 2862.76 65 45 15
|
|
-0.724194 250.188 2854.86 65 45 15
|
|
-85.6391 299.925 2860.85 65 45 15
|
|
-3.34051 245.388 2857.62 65 45 15
|
|
-88.2554 295.126 2863.61 65 45 15
|
|
-4 243.563 2863.43 65 45 15
|
|
-88.9149 293.3 2869.42 65 45 15
|
|
-2.31634 245.78 2868.88 65 45 15
|
|
-87.2312 295.517 2874.87 65 45 15
|
|
-87.8429 302.518 2875.89 65 45 15
|
|
-145.88 333.174 2841.84 65 45 15
|
|
-84.1569 306.72 2873.39 65 45 15
|
|
-142.194 337.376 2839.34 65 45 15
|
|
-80.9149 307.104 2868.21 65 45 15
|
|
-138.952 337.76 2834.16 65 45 15
|
|
-80.0161 303.445 2863.39 65 45 15
|
|
-138.053 334.101 2829.33 65 45 15
|
|
-81.9869 297.886 2861.74 65 45 15
|
|
-140.024 328.543 2827.69 65 45 15
|
|
-85.6729 293.684 2864.24 65 45 15
|
|
-143.71 324.341 2830.19 65 45 15
|
|
-88.9149 293.3 2869.42 65 45 15
|
|
-146.952 323.957 2835.37 65 45 15
|
|
-89.8137 296.959 2874.25 65 45 15
|
|
-147.851 327.616 2840.2 65 45 15
|
|
-148.696 334.552 2838.93 65 45 15
|
|
-172.569 344.72 2797.02 65 45 15
|
|
-144.185 338.35 2837.28 65 45 15
|
|
-168.058 348.519 2795.37 65 45 15
|
|
-138.952 337.76 2834.16 65 45 15
|
|
-162.825 347.929 2792.25 65 45 15
|
|
-136.062 333.127 2831.39 65 45 15
|
|
-159.935 343.296 2789.48 65 45 15
|
|
-137.208 327.165 2830.6 65 45 15
|
|
-161.081 337.334 2788.68 65 45 15
|
|
-141.719 323.367 2832.25 65 45 15
|
|
-165.592 333.535 2790.33 65 45 15
|
|
-146.952 323.957 2835.37 65 45 15
|
|
-170.825 334.125 2793.46 65 45 15
|
|
-149.842 328.59 2838.14 65 45 15
|
|
-173.715 338.758 2796.23 65 45 15
|
|
16.6072 241.408 2869.32 60 60 15
|
|
13.4606 243.82 2876.04 60 60 15
|
|
8.26463 247.243 2880.75 60 60 15
|
|
1.81049 251.157 2882.73 60 60 15
|
|
-4.91929 254.965 2881.68 60 60 15
|
|
-10.9001 258.088 2877.76 60 60 15
|
|
-15.2216 260.051 2871.56 60 60 15
|
|
19.1103 245.999 2866.68 60 60 15
|
|
18.0856 252.304 2871.16 60 60 15
|
|
14.3075 258.328 2874.38 60 60 15
|
|
8.35127 263.155 2875.83 60 60 15
|
|
1.12361 266.05 2875.31 60 60 15
|
|
-6.27511 266.572 2872.88 60 60 15
|
|
-12.7185 264.642 2868.92 60 60 15
|
|
19.7412 247.746 2861.12 60 60 15
|
|
19.2514 255.531 2860.9 60 60 15
|
|
15.8308 262.545 2860.96 60 60 15
|
|
10 267.719 2861.31 60 60 15
|
|
2.64683 270.267 2861.89 60 60 15
|
|
-5.10929 269.8 2862.62 60 60 15
|
|
-12.0876 266.389 2863.37 60 60 15
|
|
18.1305 245.625 2855.9 60 60 15
|
|
16.2751 251.611 2851.26 60 60 15
|
|
11.942 257.423 2848.37 60 60 15
|
|
5.79086 262.176 2847.68 60 60 15
|
|
-1.2419 265.146 2849.3 60 60 15
|
|
-8.0856 265.88 2852.97 60 60 15
|
|
-13.6983 264.268 2858.15 60 60 15
|
|
15.2216 240.878 2854.08 60 60 15
|
|
10.9001 242.841 2847.89 60 60 15
|
|
4.91929 245.964 2843.97 60 60 15
|
|
-1.81049 249.772 2842.92 60 60 15
|
|
-8.26463 253.686 2844.9 60 60 15
|
|
-13.4606 257.109 2849.61 60 60 15
|
|
-16.6072 259.521 2856.33 60 60 15
|
|
12.7185 236.287 2856.72 60 60 15
|
|
6.27511 234.357 2852.77 60 60 15
|
|
-1.12361 234.879 2850.34 60 60 15
|
|
-8.35127 237.774 2849.81 60 60 15
|
|
-14.3075 242.601 2851.27 60 60 15
|
|
-18.0856 248.626 2854.48 60 60 15
|
|
-19.1103 254.93 2858.97 60 60 15
|
|
12.0876 234.54 2862.28 60 60 15
|
|
5.10929 231.129 2863.03 60 60 15
|
|
-2.64683 230.662 2863.75 60 60 15
|
|
-10 233.21 2864.33 60 60 15
|
|
-15.8308 238.384 2864.68 60 60 15
|
|
-19.2514 245.398 2864.75 60 60 15
|
|
-19.7412 253.183 2864.52 60 60 15
|
|
13.6983 236.661 2867.49 60 60 15
|
|
8.0856 235.049 2872.67 60 60 15
|
|
1.2419 235.784 2876.35 60 60 15
|
|
-5.79086 238.753 2877.97 60 60 15
|
|
-11.942 243.506 2877.28 60 60 15
|
|
-16.2751 249.318 2874.39 60 60 15
|
|
-18.1305 255.304 2869.74 60 60 15
|
|
17.2256 240.375 2861.61 60 60 15
|
|
-17.2256 260.554 2864.04 60 60 15
|
|
-4.63087 265.096 2861.54 60 60 15
|
|
-4.63087 271.127 2930.48 60 60 15
|
|
-13.66 257.548 2862.2 60 60 15
|
|
-13.66 263.58 2931.14 60 60 15
|
|
-14.6872 245.851 2863.23 60 60 15
|
|
-14.6872 251.883 2932.16 60 60 15
|
|
-7.11093 236.857 2864.01 60 60 15
|
|
-7.11093 242.888 2932.95 60 60 15
|
|
4.63087 235.833 2864.1 60 60 15
|
|
4.63087 241.865 2933.04 60 60 15
|
|
13.66 243.381 2863.44 60 60 15
|
|
13.66 249.412 2932.38 60 60 15
|
|
14.6872 255.078 2862.42 60 60 15
|
|
14.6872 261.109 2931.36 60 60 15
|
|
7.11093 264.073 2861.63 60 60 15
|
|
7.11093 270.104 2930.57 60 60 15
|
|
0.638215 255.796 2946.98 60 60 15
|
|
25.8017 175.266 2942.22 60 60 15
|
|
-9.833 252.77 2942.81 60 60 15
|
|
15.3305 172.241 2938.05 60 60 15
|
|
-14.5442 251.928 2932.16 60 60 15
|
|
10.6193 171.398 2927.4 60 60 15
|
|
-10.7356 253.761 2921.28 60 60 15
|
|
14.4279 173.231 2916.52 60 60 15
|
|
-0.638215 257.196 2916.54 60 60 15
|
|
24.5252 176.667 2911.78 60 60 15
|
|
9.833 260.221 2920.72 60 60 15
|
|
34.9965 179.692 2915.96 60 60 15
|
|
14.5442 261.064 2931.36 60 60 15
|
|
39.7076 180.535 2926.6 60 60 15
|
|
10.7356 259.231 2942.24 60 60 15
|
|
35.899 178.701 2937.48 60 60 15
|
|
29.5716 161.672 2924.03 60 60 15
|
|
26.1642 168.994 2883.72 60 60 15
|
|
17.9962 162.629 2925.18 60 60 15
|
|
14.5888 169.95 2884.88 60 60 15
|
|
10.6193 171.398 2927.4 60 60 15
|
|
7.21185 178.72 2887.09 60 60 15
|
|
11.7622 182.843 2929.38 60 60 15
|
|
8.35473 190.165 2889.07 60 60 15
|
|
20.7553 190.26 2929.97 60 60 15
|
|
17.3479 197.582 2889.66 60 60 15
|
|
32.3307 189.304 2928.82 60 60 15
|
|
28.9233 196.626 2888.51 60 60 15
|
|
39.7076 180.535 2926.6 60 60 15
|
|
36.3002 187.856 2886.29 60 60 15
|
|
38.5648 169.089 2924.62 60 60 15
|
|
35.1573 176.411 2884.31 60 60 15
|
|
-10.1419 289.355 2938.28 65 45 15
|
|
-8.29358 284.578 2950.93 65 45 15
|
|
-5.18261 275.525 2960.68 65 45 15
|
|
-1.28264 263.576 2966.01 65 45 15
|
|
2.8126 250.549 2966.14 65 45 15
|
|
6.47965 238.427 2961.03 65 45 15
|
|
9.16024 229.056 2951.46 65 45 15
|
|
-19.0307 285.724 2934.68 65 45 15
|
|
-24.718 277.869 2944.3 65 45 15
|
|
-26.6421 266.76 2952.01 65 45 15
|
|
-24.5103 254.089 2956.63 65 45 15
|
|
-18.6469 241.784 2957.47 65 45 15
|
|
-9.94475 231.718 2954.39 65 45 15
|
|
0.271412 225.425 2947.87 65 45 15
|
|
-22.4251 282.633 2925.52 65 45 15
|
|
-30.9899 272.157 2927.36 65 45 15
|
|
-34.8368 259.298 2929.88 65 45 15
|
|
-33.3801 246.011 2932.68 65 45 15
|
|
-26.8416 234.321 2935.34 65 45 15
|
|
-16.2167 226.007 2937.46 65 45 15
|
|
-3.12293 222.334 2938.71 65 45 15
|
|
-18.3366 281.892 2916.15 65 45 15
|
|
-23.4353 270.789 2910.05 65 45 15
|
|
-24.9663 257.509 2907.25 65 45 15
|
|
-22.6963 244.076 2908.19 65 45 15
|
|
-16.9711 232.533 2912.72 65 45 15
|
|
-8.66211 224.638 2920.14 65 45 15
|
|
0.965571 221.593 2929.33 65 45 15
|
|
-9.16024 283.936 2912.06 65 45 15
|
|
-6.47965 274.565 2902.49 65 45 15
|
|
-2.8126 262.443 2897.39 65 45 15
|
|
1.28264 249.416 2897.51 65 45 15
|
|
5.18261 237.466 2902.85 65 45 15
|
|
8.29358 228.414 2912.59 65 45 15
|
|
10.1419 223.637 2925.25 65 45 15
|
|
-0.271412 287.566 2915.65 65 45 15
|
|
9.94475 281.273 2909.13 65 45 15
|
|
18.6469 271.208 2906.05 65 45 15
|
|
24.5103 258.903 2906.89 65 45 15
|
|
26.6421 246.232 2911.52 65 45 15
|
|
24.718 235.123 2919.22 65 45 15
|
|
19.0307 227.268 2928.84 65 45 15
|
|
3.12293 290.658 2924.82 65 45 15
|
|
16.2167 286.985 2926.07 65 45 15
|
|
26.8416 278.671 2928.18 65 45 15
|
|
33.3801 266.981 2930.84 65 45 15
|
|
34.8368 253.694 2933.64 65 45 15
|
|
30.9899 240.834 2936.16 65 45 15
|
|
22.4251 230.359 2938 65 45 15
|
|
-0.965571 291.398 2934.19 65 45 15
|
|
8.66211 288.354 2943.38 65 45 15
|
|
16.9711 280.459 2950.81 65 45 15
|
|
22.6963 268.916 2955.33 65 45 15
|
|
24.9663 255.482 2956.27 65 45 15
|
|
23.4353 242.203 2953.48 65 45 15
|
|
18.3366 231.1 2947.38 65 45 15
|
|
-10.4463 289.129 2924.62 65 45 15
|
|
10.4463 223.862 2938.9 65 45 15
|
|
-0.293175 258.114 2939.59 65 45 15
|
|
28.8415 167.099 2959.49 65 45 15
|
|
-5.60234 255.946 2937.45 65 45 15
|
|
23.5323 164.931 2957.35 65 45 15
|
|
-7.62974 254.099 2931.97 65 45 15
|
|
21.5049 163.084 2951.88 65 45 15
|
|
-5.18773 253.657 2926.37 65 45 15
|
|
23.9469 162.642 2946.28 65 45 15
|
|
0.293175 254.878 2923.93 65 45 15
|
|
29.4278 163.863 2943.84 65 45 15
|
|
5.60234 257.046 2926.08 65 45 15
|
|
34.737 166.031 2945.98 65 45 15
|
|
7.62974 258.892 2931.55 65 45 15
|
|
36.7644 167.877 2951.46 65 45 15
|
|
5.18773 259.335 2937.15 65 45 15
|
|
34.3224 168.32 2957.05 65 45 15
|
|
30.0746 163.153 2959.26 65 45 15
|
|
50.3396 96.632 2936.37 65 45 15
|
|
24.4043 162.14 2957.19 65 45 15
|
|
44.6693 95.6193 2934.29 65 45 15
|
|
21.5049 163.084 2951.88 65 45 15
|
|
41.7699 96.5635 2928.98 65 45 15
|
|
23.075 165.433 2946.44 65 45 15
|
|
43.34 98.9116 2923.55 65 45 15
|
|
28.1947 167.809 2944.07 65 45 15
|
|
48.4597 101.288 2921.17 65 45 15
|
|
33.865 168.822 2946.15 65 45 15
|
|
54.13 102.301 2923.25 65 45 15
|
|
36.7644 167.877 2951.46 65 45 15
|
|
57.0294 101.357 2928.56 65 45 15
|
|
35.1944 165.529 2956.89 65 45 15
|
|
55.4594 99.0084 2933.99 65 45 15
|
|
51.3209 93.3094 2934.1 65 45 15
|
|
60.1536 62.0051 2897.71 65 45 15
|
|
45.3631 93.2699 2932.69 65 45 15
|
|
54.1958 61.9655 2896.3 65 45 15
|
|
41.7699 96.5635 2928.98 65 45 15
|
|
50.6026 65.2592 2892.59 65 45 15
|
|
42.6461 101.261 2925.15 65 45 15
|
|
51.4788 69.9567 2888.76 65 45 15
|
|
47.4784 104.611 2923.44 65 45 15
|
|
56.3111 73.3062 2887.05 65 45 15
|
|
53.4362 104.65 2924.86 65 45 15
|
|
62.2689 73.3458 2888.47 65 45 15
|
|
57.0294 101.357 2928.56 65 45 15
|
|
65.8621 70.0522 2892.17 65 45 15
|
|
56.1532 96.659 2932.39 65 45 15
|
|
64.9859 65.3547 2896 65 45 15
|
|
-5.79539 275.272 2935.48 60 60 15
|
|
-4.73919 272.543 2942.72 60 60 15
|
|
-2.96149 267.37 2948.28 60 60 15
|
|
-0.732936 260.542 2951.33 60 60 15
|
|
1.6072 253.098 2951.4 60 60 15
|
|
3.70266 246.171 2948.49 60 60 15
|
|
5.23442 240.816 2943.02 60 60 15
|
|
-10.8747 273.198 2933.43 60 60 15
|
|
-14.1246 268.709 2938.93 60 60 15
|
|
-15.2241 262.361 2943.33 60 60 15
|
|
-14.0059 255.12 2945.97 60 60 15
|
|
-10.6554 248.089 2946.45 60 60 15
|
|
-5.68271 242.337 2944.69 60 60 15
|
|
0.155093 238.741 2940.97 60 60 15
|
|
-12.8143 271.431 2928.19 60 60 15
|
|
-17.7085 265.445 2929.25 60 60 15
|
|
-19.9067 258.097 2930.68 60 60 15
|
|
-19.0743 250.505 2932.29 60 60 15
|
|
-15.338 243.825 2933.81 60 60 15
|
|
-9.26667 239.074 2935.02 60 60 15
|
|
-1.78453 236.975 2935.73 60 60 15
|
|
-10.4781 271.008 2922.84 60 60 15
|
|
-13.3916 264.663 2919.35 60 60 15
|
|
-14.2664 257.075 2917.76 60 60 15
|
|
-12.9693 249.399 2918.29 60 60 15
|
|
-9.69775 242.803 2920.88 60 60 15
|
|
-4.94978 238.291 2925.12 60 60 15
|
|
0.551755 236.552 2930.37 60 60 15
|
|
-5.23442 272.176 2920.5 60 60 15
|
|
-3.70266 266.821 2915.04 60 60 15
|
|
-1.6072 259.894 2912.12 60 60 15
|
|
0.732936 252.45 2912.19 60 60 15
|
|
2.96149 245.622 2915.24 60 60 15
|
|
4.73919 240.449 2920.8 60 60 15
|
|
5.79539 237.719 2928.04 60 60 15
|
|
-0.155093 274.251 2922.56 60 60 15
|
|
5.68271 270.654 2918.83 60 60 15
|
|
10.6554 264.903 2917.07 60 60 15
|
|
14.0059 257.871 2917.55 60 60 15
|
|
15.2241 250.631 2920.19 60 60 15
|
|
14.1246 244.283 2924.6 60 60 15
|
|
10.8747 239.794 2930.09 60 60 15
|
|
1.78453 276.017 2927.79 60 60 15
|
|
9.26667 273.918 2928.51 60 60 15
|
|
15.338 269.167 2929.72 60 60 15
|
|
19.0743 262.487 2931.24 60 60 15
|
|
19.9067 254.895 2932.84 60 60 15
|
|
17.7085 247.546 2934.27 60 60 15
|
|
12.8143 241.56 2935.33 60 60 15
|
|
-0.551755 276.44 2933.15 60 60 15
|
|
4.94978 274.7 2938.4 60 60 15
|
|
9.69775 270.189 2942.64 60 60 15
|
|
12.9693 263.593 2945.23 60 60 15
|
|
14.2664 255.917 2945.77 60 60 15
|
|
13.3916 248.329 2944.17 60 60 15
|
|
10.4781 241.984 2940.68 60 60 15
|
|
-5.96929 275.144 2927.68 60 60 15
|
|
5.96929 237.848 2935.84 60 60 15
|
|
-6.44493 242.727 2932.97 60 60 15
|
|
-6.44493 248.699 3001.22 60 60 15
|
|
5.21581 242.22 2933.01 60 60 15
|
|
5.21581 248.192 3001.27 60 60 15
|
|
13.8212 250.075 2932.32 60 60 15
|
|
13.8212 256.047 3000.58 60 60 15
|
|
14.3303 261.692 2931.31 60 60 15
|
|
14.3303 267.663 2999.56 60 60 15
|
|
6.44493 270.264 2930.56 60 60 15
|
|
6.44493 276.236 2998.81 60 60 15
|
|
-5.21581 270.772 2930.51 60 60 15
|
|
-5.21581 276.743 2998.77 60 60 15
|
|
-13.8212 262.916 2931.2 60 60 15
|
|
-13.8212 268.888 2999.46 60 60 15
|
|
-14.3303 251.3 2932.22 60 60 15
|
|
-14.3303 257.272 3000.47 60 60 15
|
|
0.777714 265.435 3014.8 60 60 15
|
|
35.8734 339.523 2998.08 60 60 15
|
|
10.2269 260.071 3010.86 60 60 15
|
|
45.3225 334.159 2994.15 60 60 15
|
|
13.6852 256.11 3000.57 60 60 15
|
|
48.7809 330.198 2983.86 60 60 15
|
|
9.127 255.874 2989.96 60 60 15
|
|
44.2227 329.962 2973.24 60 60 15
|
|
-0.777714 259.5 2985.23 60 60 15
|
|
34.3179 333.588 2968.51 60 60 15
|
|
-10.2269 264.864 2989.17 60 60 15
|
|
24.8688 338.952 2972.45 60 60 15
|
|
-13.6852 268.825 2999.46 60 60 15
|
|
21.4104 342.913 2982.74 60 60 15
|
|
-9.127 269.061 3010.08 60 60 15
|
|
25.9686 343.149 2993.36 60 60 15
|
|
41.2876 349.465 2978.5 60 60 15
|
|
37.1261 337.133 2939.94 60 60 15
|
|
49.151 341.189 2980.3 60 60 15
|
|
44.9895 328.856 2941.74 60 60 15
|
|
48.7809 330.198 2983.86 60 60 15
|
|
44.6194 317.866 2945.29 60 60 15
|
|
40.3942 322.931 2987.08 60 60 15
|
|
36.2327 310.599 2948.52 60 60 15
|
|
28.9037 323.645 2988.1 60 60 15
|
|
24.7422 311.313 2949.53 60 60 15
|
|
21.0403 331.922 2986.3 60 60 15
|
|
16.8788 319.589 2947.73 60 60 15
|
|
21.4104 342.913 2982.74 60 60 15
|
|
17.2489 330.58 2944.18 60 60 15
|
|
29.7971 350.179 2979.51 60 60 15
|
|
25.6356 337.847 2940.95 60 60 15
|
|
-14.3205 232.638 3011.42 65 45 15
|
|
-11.8131 239.066 3023.21 65 45 15
|
|
-7.50732 249.058 3031.46 65 45 15
|
|
-2.0586 261.09 3034.93 65 45 15
|
|
3.70353 273.333 3033.08 65 45 15
|
|
8.90183 283.921 3026.2 65 45 15
|
|
12.7449 291.243 3015.33 65 45 15
|
|
-5.50617 228.805 3007.86 65 45 15
|
|
4.47361 231.984 3016.62 65 45 15
|
|
13.7723 239.804 3022.86 65 45 15
|
|
20.9743 251.074 3025.62 65 45 15
|
|
24.9832 264.079 3024.48 65 45 15
|
|
25.1886 276.839 3019.61 65 45 15
|
|
21.5592 287.41 3011.77 65 45 15
|
|
-1.39369 227.526 2998.56 65 45 15
|
|
12.0725 229.621 2999.43 65 45 15
|
|
23.7007 236.716 3000.4 65 45 15
|
|
31.7208 247.732 3001.31 65 45 15
|
|
34.9116 260.991 3002.02 65 45 15
|
|
32.7875 274.475 3002.42 65 45 15
|
|
25.6717 286.131 3002.46 65 45 15
|
|
-4.39207 229.55 2988.96 65 45 15
|
|
6.53221 233.361 2981.71 65 45 15
|
|
16.462 241.603 2977.24 65 45 15
|
|
23.8856 253.022 2976.24 65 45 15
|
|
27.6729 265.878 2978.86 65 45 15
|
|
27.2472 278.216 2984.7 65 45 15
|
|
22.6733 288.156 2992.87 65 45 15
|
|
-12.7449 233.692 2984.7 65 45 15
|
|
-8.90183 241.014 2973.84 65 45 15
|
|
-3.70353 251.602 2966.95 65 45 15
|
|
2.0586 263.845 2965.1 65 45 15
|
|
7.50732 275.877 2968.57 65 45 15
|
|
11.8131 285.869 2976.83 65 45 15
|
|
14.3205 292.297 2988.61 65 45 15
|
|
-21.5592 237.525 2988.27 65 45 15
|
|
-25.1886 248.096 2980.42 65 45 15
|
|
-24.9832 260.856 2975.56 65 45 15
|
|
-20.9743 273.861 2974.42 65 45 15
|
|
-13.7723 285.131 2977.18 65 45 15
|
|
-4.47361 292.951 2983.41 65 45 15
|
|
5.50617 296.13 2992.17 65 45 15
|
|
-25.6717 238.804 2997.57 65 45 15
|
|
-32.7875 250.46 2997.61 65 45 15
|
|
-34.9116 263.944 2998.02 65 45 15
|
|
-31.7208 277.203 2998.73 65 45 15
|
|
-23.7007 288.219 2999.64 65 45 15
|
|
-12.0725 295.314 3000.6 65 45 15
|
|
1.39368 297.409 3001.48 65 45 15
|
|
-22.6733 236.779 3007.16 65 45 15
|
|
-27.2472 246.719 3015.33 65 45 15
|
|
-27.6729 259.057 3021.17 65 45 15
|
|
-23.8856 271.913 3023.79 65 45 15
|
|
-16.462 283.332 3022.79 65 45 15
|
|
-6.53221 291.574 3018.32 65 45 15
|
|
4.39207 295.385 3011.07 65 45 15
|
|
-14.6477 230.75 2997.9 65 45 15
|
|
14.6477 294.185 3002.13 65 45 15
|
|
-0.470537 262.153 3008 65 45 15
|
|
39.9775 349.736 3013.84 65 45 15
|
|
4.79413 259.863 3005.87 65 45 15
|
|
45.2421 347.447 3011.71 65 45 15
|
|
7.25046 259.099 3000.31 65 45 15
|
|
47.6985 346.683 3006.15 65 45 15
|
|
5.45957 260.308 2994.58 65 45 15
|
|
45.9076 347.892 3000.42 65 45 15
|
|
0.470537 262.782 2992.04 65 45 15
|
|
40.9185 350.366 2997.88 65 45 15
|
|
-4.79413 265.072 2994.17 65 45 15
|
|
35.6539 352.655 3000.01 65 45 15
|
|
-7.25046 265.836 2999.72 65 45 15
|
|
33.1975 353.419 3005.56 65 45 15
|
|
-5.45957 264.627 3005.45 65 45 15
|
|
34.9884 352.21 3011.29 65 45 15
|
|
41.6596 353.29 3013.07 65 45 15
|
|
70.2591 412.124 2981.85 65 45 15
|
|
46.4316 349.96 3011.17 65 45 15
|
|
75.031 408.794 2979.94 65 45 15
|
|
47.6985 346.683 3006.15 65 45 15
|
|
76.2979 405.517 2974.93 65 45 15
|
|
44.7181 345.379 3000.96 65 45 15
|
|
73.3175 404.213 2969.74 65 45 15
|
|
39.2364 346.811 2998.64 65 45 15
|
|
67.8358 405.646 2967.42 65 45 15
|
|
34.4644 350.142 3000.55 65 45 15
|
|
63.0638 408.976 2969.32 65 45 15
|
|
33.1975 353.419 3005.56 65 45 15
|
|
61.797 412.253 2974.34 65 45 15
|
|
36.1779 354.723 3010.75 65 45 15
|
|
64.7773 413.557 2979.53 65 45 15
|
|
71.6374 414.866 2979.27 65 45 15
|
|
84.7649 439.685 2939.94 65 45 15
|
|
76.0057 410.733 2978.12 65 45 15
|
|
89.1332 435.551 2938.79 65 45 15
|
|
76.2979 405.517 2974.93 65 45 15
|
|
89.4254 430.335 2935.6 65 45 15
|
|
72.3429 402.274 2971.56 65 45 15
|
|
85.4704 427.093 2932.23 65 45 15
|
|
66.4575 402.904 2969.99 65 45 15
|
|
79.585 427.722 2930.66 65 45 15
|
|
62.0892 407.037 2971.15 65 45 15
|
|
75.2167 431.856 2931.81 65 45 15
|
|
61.797 412.253 2974.34 65 45 15
|
|
74.9245 437.072 2935.01 65 45 15
|
|
65.752 415.496 2977.71 65 45 15
|
|
78.8795 440.314 2938.37 65 45 15
|
|
-8.18314 245.422 3006.54 60 60 15
|
|
-6.75036 249.095 3013.27 60 60 15
|
|
-4.2899 254.805 3017.99 60 60 15
|
|
-1.17634 261.681 3019.97 60 60 15
|
|
2.1163 268.676 3018.91 60 60 15
|
|
5.08676 274.727 3014.98 60 60 15
|
|
7.2828 278.911 3008.77 60 60 15
|
|
-3.14638 243.232 3004.5 60 60 15
|
|
2.55635 245.048 3009.51 60 60 15
|
|
7.8699 249.517 3013.07 60 60 15
|
|
11.9853 255.957 3014.64 60 60 15
|
|
14.2761 263.388 3013.99 60 60 15
|
|
14.3935 270.68 3011.21 60 60 15
|
|
12.3196 276.72 3006.73 60 60 15
|
|
-0.796391 242.501 2999.18 60 60 15
|
|
6.89857 243.698 2999.68 60 60 15
|
|
13.5433 247.752 3000.24 60 60 15
|
|
18.1262 254.047 3000.75 60 60 15
|
|
19.9495 261.624 3001.16 60 60 15
|
|
18.7357 269.329 3001.39 60 60 15
|
|
14.6696 275.99 3001.42 60 60 15
|
|
-2.50975 243.658 2993.7 60 60 15
|
|
3.73269 245.835 2989.56 60 60 15
|
|
9.40686 250.545 2987 60 60 15
|
|
13.6489 257.07 2986.43 60 60 15
|
|
15.8131 264.417 2987.93 60 60 15
|
|
15.5698 271.466 2991.26 60 60 15
|
|
12.9562 277.146 2995.93 60 60 15
|
|
-7.2828 246.024 2991.27 60 60 15
|
|
-5.08676 250.208 2985.06 60 60 15
|
|
-2.1163 256.259 2981.12 60 60 15
|
|
1.17634 263.254 2980.07 60 60 15
|
|
4.2899 270.13 2982.05 60 60 15
|
|
6.75036 275.84 2986.76 60 60 15
|
|
8.18314 279.513 2993.5 60 60 15
|
|
-12.3196 248.214 2993.3 60 60 15
|
|
-14.3935 254.255 2988.82 60 60 15
|
|
-14.2761 261.547 2986.04 60 60 15
|
|
-11.9853 268.978 2985.39 60 60 15
|
|
-7.8699 275.418 2986.97 60 60 15
|
|
-2.55635 279.887 2990.53 60 60 15
|
|
3.14638 281.703 2995.54 60 60 15
|
|
-14.6696 248.945 2998.62 60 60 15
|
|
-18.7357 255.606 2998.64 60 60 15
|
|
-19.9495 263.311 2998.87 60 60 15
|
|
-18.1262 270.888 2999.28 60 60 15
|
|
-13.5433 277.183 2999.8 60 60 15
|
|
-6.89857 281.237 3000.35 60 60 15
|
|
0.796391 282.434 3000.85 60 60 15
|
|
-12.9562 247.789 3004.1 60 60 15
|
|
-15.5698 253.468 3008.77 60 60 15
|
|
-15.8131 260.518 3012.11 60 60 15
|
|
-13.6489 267.865 3013.6 60 60 15
|
|
-9.40686 274.39 3013.03 60 60 15
|
|
-3.73269 279.1 3010.48 60 60 15
|
|
2.50975 281.277 3006.33 60 60 15
|
|
-8.37011 244.343 2998.81 60 60 15
|
|
8.37011 280.592 3001.23 60 60 15
|
|
13.9506 268.224 2999.51 60 60 15
|
|
13.9506 274.136 3067.09 60 60 15
|
|
5.77852 276.365 2998.8 60 60 15
|
|
5.77852 282.277 3066.38 60 60 15
|
|
-5.77852 276.365 2998.8 60 60 15
|
|
-5.77852 282.277 3066.38 60 60 15
|
|
-13.9506 268.224 2999.51 60 60 15
|
|
-13.9506 274.136 3067.09 60 60 15
|
|
-13.9506 256.711 3000.52 60 60 15
|
|
-13.9506 262.623 3068.1 60 60 15
|
|
-5.77852 248.57 3001.23 60 60 15
|
|
-5.77852 254.482 3068.81 60 60 15
|
|
5.77852 248.57 3001.23 60 60 15
|
|
5.77852 254.482 3068.81 60 60 15
|
|
13.9506 256.711 3000.52 60 60 15
|
|
13.9506 262.623 3068.1 60 60 15
|
|
-1.44375 269.08 3082.46 60 60 15
|
|
-77.5574 236.918 3076.58 60 60 15
|
|
-5.06632 278.604 3077.26 60 60 15
|
|
-81.18 246.442 3071.38 60 60 15
|
|
-5.72112 282.139 3066.39 60 60 15
|
|
-81.8348 249.977 3060.52 60 60 15
|
|
-3.02456 277.614 3056.24 60 60 15
|
|
-79.1382 245.452 3050.36 60 60 15
|
|
1.44375 267.68 3052.73 60 60 15
|
|
-74.6699 235.518 3046.86 60 60 15
|
|
5.06632 258.156 3057.94 60 60 15
|
|
-71.0474 225.994 3052.06 60 60 15
|
|
5.72112 254.621 3068.8 60 60 15
|
|
-70.3926 222.459 3062.92 60 60 15
|
|
3.02456 259.146 3078.96 60 60 15
|
|
-73.0891 226.984 3073.08 60 60 15
|
|
-89.6238 230.372 3059.11 60 60 15
|
|
-81.8828 230.131 3019.56 60 60 15
|
|
-89.7123 241.814 3059.02 60 60 15
|
|
-81.9712 241.572 3019.47 60 60 15
|
|
-81.8348 249.977 3060.52 60 60 15
|
|
-74.0938 249.736 3020.97 60 60 15
|
|
-70.606 250.081 3062.71 60 60 15
|
|
-62.865 249.839 3023.16 60 60 15
|
|
-62.6035 242.064 3064.33 60 60 15
|
|
-54.8625 241.822 3024.78 60 60 15
|
|
-62.5151 230.622 3064.41 60 60 15
|
|
-54.7741 230.381 3024.87 60 60 15
|
|
-70.3926 222.459 3062.92 60 60 15
|
|
-62.6515 222.217 3023.37 60 60 15
|
|
-81.6214 222.355 3060.73 60 60 15
|
|
-73.8804 222.114 3021.18 60 60 15
|
|
31.4423 282.066 3074.6 65 45 15
|
|
26.1602 280.968 3087.15 65 45 15
|
|
16.8954 277.953 3096.72 65 45 15
|
|
5.05843 273.48 3101.85 65 45 15
|
|
-7.54864 268.231 3101.77 65 45 15
|
|
-19.0065 263.005 3096.49 65 45 15
|
|
-27.5708 258.597 3086.81 65 45 15
|
|
27.251 290.211 3070 65 45 15
|
|
18.4156 296.018 3078.64 65 45 15
|
|
6.7766 297.616 3085.61 65 45 15
|
|
-5.89408 294.764 3089.83 65 45 15
|
|
-17.6674 287.895 3090.66 65 45 15
|
|
-26.7511 278.055 3087.99 65 45 15
|
|
-31.7621 266.742 3082.21 65 45 15
|
|
24.3809 292.442 3060.41 65 45 15
|
|
13.1124 300.139 3060.93 65 45 15
|
|
-0.152349 303.001 3062.46 65 45 15
|
|
-13.3939 300.593 3064.78 65 45 15
|
|
-24.5964 293.28 3067.52 65 45 15
|
|
-32.0543 282.177 3070.28 65 45 15
|
|
-34.6322 268.973 3072.62 65 45 15
|
|
24.5134 287.451 3051.46 65 45 15
|
|
13.3572 290.918 3044.39 65 45 15
|
|
0.16744 290.953 3040.85 65 45 15
|
|
-13.0478 287.551 3041.38 65 45 15
|
|
-24.2766 281.231 3045.91 65 45 15
|
|
-31.8095 272.955 3053.73 65 45 15
|
|
-34.4997 263.982 3063.67 65 45 15
|
|
27.5708 278.163 3048.38 65 45 15
|
|
19.0065 273.755 3038.7 65 45 15
|
|
7.54864 268.529 3033.42 65 45 15
|
|
-5.05843 263.28 3033.34 65 45 15
|
|
-16.8954 258.807 3038.48 65 45 15
|
|
-26.1602 255.792 3048.05 65 45 15
|
|
-31.4423 254.694 3060.59 65 45 15
|
|
31.7621 270.018 3052.99 65 45 15
|
|
26.7511 258.705 3047.21 65 45 15
|
|
17.6674 248.865 3044.53 65 45 15
|
|
5.89408 241.996 3045.37 65 45 15
|
|
-6.7766 239.143 3049.59 65 45 15
|
|
-18.4156 240.742 3056.55 65 45 15
|
|
-27.251 246.549 3065.19 65 45 15
|
|
34.6322 267.787 3062.57 65 45 15
|
|
32.0543 254.583 3064.92 65 45 15
|
|
24.5964 243.48 3067.67 65 45 15
|
|
13.3939 236.167 3070.42 65 45 15
|
|
0.152349 233.759 3072.73 65 45 15
|
|
-13.1124 236.621 3074.26 65 45 15
|
|
-24.3809 244.318 3074.78 65 45 15
|
|
34.4997 272.778 3071.52 65 45 15
|
|
31.8095 263.805 3081.46 65 45 15
|
|
24.2766 255.528 3089.29 65 45 15
|
|
13.0478 249.209 3093.81 65 45 15
|
|
-0.16744 245.807 3094.34 65 45 15
|
|
-13.3572 245.842 3090.81 65 45 15
|
|
-24.5134 249.309 3083.73 65 45 15
|
|
31.9377 281.081 3060.99 65 45 15
|
|
-31.9377 255.678 3074.2 65 45 15
|
|
1.15621 269.546 3075.43 65 45 15
|
|
-86.163 234.819 3093.49 65 45 15
|
|
-1.34722 274.411 3072.68 65 45 15
|
|
-88.6665 239.684 3090.74 65 45 15
|
|
-3.06147 275.743 3066.95 65 45 15
|
|
-90.3807 241.016 3085.02 65 45 15
|
|
-2.98235 272.762 3061.61 65 45 15
|
|
-90.3016 238.036 3079.67 65 45 15
|
|
-1.15621 267.214 3059.77 65 45 15
|
|
-88.4755 232.488 3077.83 65 45 15
|
|
1.34722 262.349 3062.52 65 45 15
|
|
-85.972 227.623 3080.58 65 45 15
|
|
3.06147 261.017 3068.24 65 45 15
|
|
-84.2578 226.291 3086.31 65 45 15
|
|
2.98235 263.998 3073.59 65 45 15
|
|
-84.3369 229.271 3091.65 65 45 15
|
|
-89.7255 233.32 3093.28 65 45 15
|
|
-152.419 205.414 3072.27 65 45 15
|
|
-91.1855 238.624 3090.6 65 45 15
|
|
-153.879 210.718 3069.58 65 45 15
|
|
-90.3807 241.016 3085.02 65 45 15
|
|
-153.074 213.11 3064 65 45 15
|
|
-87.7825 239.096 3079.82 65 45 15
|
|
-150.476 211.19 3058.8 65 45 15
|
|
-84.913 233.987 3078.04 65 45 15
|
|
-147.606 206.081 3057.03 65 45 15
|
|
-83.453 228.683 3080.73 65 45 15
|
|
-146.146 200.777 3059.71 65 45 15
|
|
-84.2578 226.291 3086.31 65 45 15
|
|
-146.951 198.384 3065.29 65 45 15
|
|
-86.856 228.211 3091.51 65 45 15
|
|
-149.549 200.305 3070.49 65 45 15
|
|
-155.418 203.992 3070.28 65 45 15
|
|
-185.565 188.503 3036.51 65 45 15
|
|
-156 209.713 3068.17 65 45 15
|
|
-186.147 194.223 3034.4 65 45 15
|
|
-153.074 213.11 3064 65 45 15
|
|
-183.221 197.621 3030.23 65 45 15
|
|
-148.355 212.195 3060.21 65 45 15
|
|
-178.502 196.705 3026.44 65 45 15
|
|
-144.607 207.502 3059.02 65 45 15
|
|
-174.754 192.013 3025.25 65 45 15
|
|
-144.026 201.782 3061.12 65 45 15
|
|
-174.173 186.292 3027.35 65 45 15
|
|
-146.951 198.384 3065.29 65 45 15
|
|
-177.098 182.895 3031.52 65 45 15
|
|
-151.67 199.3 3069.09 65 45 15
|
|
-181.817 183.811 3035.31 65 45 15
|
|
17.9671 276.201 3071.6 60 60 15
|
|
14.9487 275.573 3078.77 60 60 15
|
|
9.65451 273.85 3084.24 60 60 15
|
|
2.89053 271.294 3087.17 60 60 15
|
|
-4.31351 268.295 3087.13 60 60 15
|
|
-10.8609 265.309 3084.11 60 60 15
|
|
-15.7547 262.79 3078.58 60 60 15
|
|
15.572 280.855 3068.97 60 60 15
|
|
10.5232 284.173 3073.91 60 60 15
|
|
3.87234 285.087 3077.89 60 60 15
|
|
-3.36805 283.457 3080.3 60 60 15
|
|
-10.0957 279.532 3080.78 60 60 15
|
|
-15.2863 273.909 3079.25 60 60 15
|
|
-18.1498 267.444 3075.95 60 60 15
|
|
13.932 282.13 3063.49 60 60 15
|
|
7.49281 286.528 3063.79 60 60 15
|
|
-0.0870565 288.164 3064.66 60 60 15
|
|
-7.65367 286.787 3065.99 60 60 15
|
|
-14.0551 282.609 3067.55 60 60 15
|
|
-18.3167 276.264 3069.13 60 60 15
|
|
-19.7898 268.719 3070.47 60 60 15
|
|
14.0077 279.278 3058.38 60 60 15
|
|
7.63267 281.259 3054.33 60 60 15
|
|
0.0956802 281.279 3052.31 60 60 15
|
|
-7.45588 279.335 3052.62 60 60 15
|
|
-13.8723 275.724 3055.2 60 60 15
|
|
-18.1769 270.994 3059.67 60 60 15
|
|
-19.7141 265.867 3065.35 60 60 15
|
|
15.7547 273.97 3056.62 60 60 15
|
|
10.8609 271.451 3051.09 60 60 15
|
|
4.31351 268.465 3048.07 60 60 15
|
|
-2.89053 265.466 3048.02 60 60 15
|
|
-9.65451 262.91 3050.96 60 60 15
|
|
-14.9487 261.187 3056.43 60 60 15
|
|
-17.9671 260.559 3063.59 60 60 15
|
|
18.1498 269.316 3059.25 60 60 15
|
|
15.2863 262.851 3055.95 60 60 15
|
|
10.0957 257.228 3054.42 60 60 15
|
|
3.36805 253.303 3054.89 60 60 15
|
|
-3.87234 251.673 3057.31 60 60 15
|
|
-10.5232 252.587 3061.28 60 60 15
|
|
-15.572 255.905 3066.22 60 60 15
|
|
19.7898 268.041 3064.73 60 60 15
|
|
18.3167 260.496 3066.07 60 60 15
|
|
14.0551 254.151 3067.64 60 60 15
|
|
7.65367 249.973 3069.21 60 60 15
|
|
0.0870566 248.596 3070.53 60 60 15
|
|
-7.49281 250.232 3071.41 60 60 15
|
|
-13.932 254.63 3071.7 60 60 15
|
|
19.7141 270.893 3069.84 60 60 15
|
|
18.1769 265.766 3075.52 60 60 15
|
|
13.8723 261.036 3079.99 60 60 15
|
|
7.45588 257.425 3082.58 60 60 15
|
|
-0.0956802 255.481 3082.88 60 60 15
|
|
-7.63267 255.501 3080.86 60 60 15
|
|
-14.0077 257.482 3076.82 60 60 15
|
|
18.2501 275.638 3063.82 60 60 15
|
|
-18.2501 261.122 3071.37 60 60 15
|
|
-14.0484 273.474 3067.15 60 60 15
|
|
-14.0484 279.328 3134.06 60 60 15
|
|
-13.5493 262.086 3068.15 60 60 15
|
|
-13.5493 267.94 3135.06 60 60 15
|
|
-5.1132 254.385 3068.82 60 60 15
|
|
-5.1132 260.239 3135.73 60 60 15
|
|
6.31814 254.882 3068.78 60 60 15
|
|
6.31814 260.736 3135.69 60 60 15
|
|
14.0484 263.286 3068.04 60 60 15
|
|
14.0484 269.14 3134.95 60 60 15
|
|
13.5493 274.674 3067.05 60 60 15
|
|
13.5493 280.528 3133.96 60 60 15
|
|
5.1132 282.375 3066.37 60 60 15
|
|
5.1132 288.229 3133.28 60 60 15
|
|
-6.31814 281.878 3066.42 60 60 15
|
|
-6.31814 287.732 3133.33 60 60 15
|
|
1.21211 275.079 3149.23 60 60 15
|
|
77.991 246.618 3144.55 60 60 15
|
|
-2.72221 265.035 3145.78 60 60 15
|
|
74.0567 236.573 3141.09 60 60 15
|
|
-5.0619 260.379 3135.72 60 60 15
|
|
71.717 231.917 3131.03 60 60 15
|
|
-4.4364 263.839 3124.95 60 60 15
|
|
72.3425 235.378 3120.27 60 60 15
|
|
-1.21211 273.388 3119.78 60 60 15
|
|
75.5667 244.927 3115.1 60 60 15
|
|
2.72221 283.433 3123.24 60 60 15
|
|
79.5011 254.971 3118.55 60 60 15
|
|
5.0619 288.088 3133.3 60 60 15
|
|
81.8408 259.627 3128.61 60 60 15
|
|
4.4364 284.628 3144.06 60 60 15
|
|
81.2153 256.167 3139.38 60 60 15
|
|
90.475 240.582 3127.7 60 60 15
|
|
83.9642 239.518 3088.34 60 60 15
|
|
82.8842 232.305 3129.18 60 60 15
|
|
76.3733 231.241 3089.82 60 60 15
|
|
71.717 231.917 3131.03 60 60 15
|
|
65.2061 230.853 3091.68 60 60 15
|
|
63.5149 239.645 3132.18 60 60 15
|
|
57.004 238.581 3092.83 60 60 15
|
|
63.0827 250.962 3131.95 60 60 15
|
|
56.5718 249.898 3092.6 60 60 15
|
|
70.6735 259.239 3130.47 60 60 15
|
|
64.1627 258.175 3091.12 60 60 15
|
|
81.8408 259.627 3128.61 60 60 15
|
|
75.3299 258.563 3089.26 60 60 15
|
|
90.0428 251.899 3127.46 60 60 15
|
|
83.532 250.835 3088.11 60 60 15
|
|
-32.1096 286.537 3141.04 65 45 15
|
|
-26.9413 285.752 3153.65 65 45 15
|
|
-17.6714 283.214 3163.35 65 45 15
|
|
-5.71116 279.309 3168.66 65 45 15
|
|
7.11853 274.631 3168.77 65 45 15
|
|
18.8645 269.893 3163.67 65 45 15
|
|
27.7385 265.815 3154.12 65 45 15
|
|
-34.7087 277.102 3137.98 65 45 15
|
|
-31.7438 268.319 3148.01 65 45 15
|
|
-23.9462 260.437 3155.98 65 45 15
|
|
-12.503 254.655 3160.69 65 45 15
|
|
0.843723 251.854 3161.4 65 45 15
|
|
14.062 252.46 3158.03 65 45 15
|
|
25.1394 256.381 3151.07 65 45 15
|
|
-34.5051 272.056 3129.06 65 45 15
|
|
-31.3675 258.996 3131.53 65 45 15
|
|
-23.4544 248.255 3134.45 65 45 15
|
|
-11.9707 241.47 3137.37 65 45 15
|
|
1.33547 239.672 3139.87 65 45 15
|
|
14.4383 243.137 3141.54 65 45 15
|
|
25.3431 251.335 3142.15 65 45 15
|
|
-31.6179 274.355 3119.5 65 45 15
|
|
-26.0327 263.244 3113.86 65 45 15
|
|
-16.4842 253.806 3111.36 65 45 15
|
|
-4.42617 247.478 3112.38 65 45 15
|
|
8.30571 245.223 3116.78 65 45 15
|
|
19.7731 247.385 3123.87 65 45 15
|
|
28.2302 253.634 3132.58 65 45 15
|
|
-27.7385 282.652 3114.89 65 45 15
|
|
-18.8645 278.575 3105.35 65 45 15
|
|
-7.11853 273.837 3100.24 65 45 15
|
|
5.71116 269.159 3100.35 65 45 15
|
|
17.6714 265.254 3105.66 65 45 15
|
|
26.9413 262.716 3115.36 65 45 15
|
|
32.1096 261.931 3127.98 65 45 15
|
|
-25.1394 292.087 3117.95 65 45 15
|
|
-14.062 296.008 3110.99 65 45 15
|
|
-0.843723 296.614 3107.61 65 45 15
|
|
12.503 293.813 3108.33 65 45 15
|
|
23.9462 288.031 3113.03 65 45 15
|
|
31.7438 280.149 3121 65 45 15
|
|
34.7087 271.366 3131.03 65 45 15
|
|
-25.3431 297.133 3126.87 65 45 15
|
|
-14.4383 305.331 3127.47 65 45 15
|
|
-1.33547 308.796 3129.15 65 45 15
|
|
11.9707 306.998 3131.64 65 45 15
|
|
23.4544 300.212 3134.57 65 45 15
|
|
31.3675 289.472 3137.49 65 45 15
|
|
34.5051 276.412 3139.95 65 45 15
|
|
-28.2302 294.834 3136.43 65 45 15
|
|
-19.7731 301.083 3145.14 65 45 15
|
|
-8.30571 303.245 3152.24 65 45 15
|
|
4.42617 300.99 3156.63 65 45 15
|
|
16.4842 294.662 3157.66 65 45 15
|
|
26.0327 285.224 3155.16 65 45 15
|
|
31.6179 274.112 3149.52 65 45 15
|
|
-32.3896 285.448 3127.43 65 45 15
|
|
32.3896 263.02 3141.59 65 45 15
|
|
-1.30541 275.394 3142.32 65 45 15
|
|
86.3726 245.037 3161.49 65 45 15
|
|
-2.85782 269.759 3140.49 65 45 15
|
|
84.8202 239.402 3159.66 65 45 15
|
|
-2.73616 266.745 3135.16 65 45 15
|
|
84.9418 236.388 3154.33 65 45 15
|
|
-1.0117 268.118 3129.45 65 45 15
|
|
86.6663 237.761 3148.62 65 45 15
|
|
1.30541 273.074 3126.7 65 45 15
|
|
88.9834 242.717 3145.87 65 45 15
|
|
2.85782 278.709 3128.52 65 45 15
|
|
90.5358 248.352 3147.7 65 45 15
|
|
2.73616 281.723 3133.85 65 45 15
|
|
90.4142 251.366 3153.02 65 45 15
|
|
1.0117 280.35 3139.57 65 45 15
|
|
88.6897 249.993 3158.74 65 45 15
|
|
89.8759 243.747 3161.37 65 45 15
|
|
153.731 218.783 3142.7 65 45 15
|
|
87.2974 238.49 3159.58 65 45 15
|
|
151.153 213.526 3140.91 65 45 15
|
|
84.9418 236.388 3154.33 65 45 15
|
|
148.797 211.424 3135.66 65 45 15
|
|
84.1891 238.674 3148.7 65 45 15
|
|
148.044 213.71 3130.03 65 45 15
|
|
85.4801 244.007 3145.99 65 45 15
|
|
149.335 219.044 3127.32 65 45 15
|
|
88.0586 249.265 3147.78 65 45 15
|
|
151.914 224.301 3129.11 65 45 15
|
|
90.4142 251.366 3153.02 65 45 15
|
|
154.269 226.402 3134.35 65 45 15
|
|
91.1669 249.081 3158.65 65 45 15
|
|
155.022 224.117 3139.98 65 45 15
|
|
156.755 217.521 3140.91 65 45 15
|
|
188.777 203.043 3109.14 65 45 15
|
|
153.291 212.634 3139.64 65 45 15
|
|
185.313 198.155 3107.88 65 45 15
|
|
148.797 211.424 3135.66 65 45 15
|
|
180.819 196.946 3103.9 65 45 15
|
|
145.906 214.602 3131.3 65 45 15
|
|
177.928 200.124 3099.53 65 45 15
|
|
146.311 220.305 3129.11 65 45 15
|
|
178.333 205.827 3097.34 65 45 15
|
|
149.775 225.193 3130.37 65 45 15
|
|
181.797 210.714 3098.61 65 45 15
|
|
154.269 226.402 3134.35 65 45 15
|
|
186.291 211.924 3102.59 65 45 15
|
|
157.161 223.225 3138.72 65 45 15
|
|
189.182 208.746 3106.95 65 45 15
|
|
-18.3484 281.264 3138.24 60 60 15
|
|
-15.395 280.816 3145.45 60 60 15
|
|
-10.0979 279.365 3150.99 60 60 15
|
|
-3.26352 277.134 3154.03 60 60 15
|
|
4.06773 274.461 3154.09 60 60 15
|
|
10.7797 271.753 3151.17 60 60 15
|
|
15.8506 269.423 3145.72 60 60 15
|
|
-19.8336 275.873 3136.49 60 60 15
|
|
-18.1393 270.854 3142.22 60 60 15
|
|
-13.6835 266.35 3146.78 60 60 15
|
|
-7.14455 263.046 3149.47 60 60 15
|
|
0.482127 261.445 3149.88 60 60 15
|
|
8.03541 261.791 3147.95 60 60 15
|
|
14.3654 264.032 3143.97 60 60 15
|
|
-19.7172 272.99 3131.4 60 60 15
|
|
-17.9243 265.526 3132.8 60 60 15
|
|
-13.4025 259.389 3134.47 60 60 15
|
|
-6.8404 255.512 3136.15 60 60 15
|
|
0.763124 254.484 3137.57 60 60 15
|
|
8.25047 256.464 3138.53 60 60 15
|
|
14.4818 261.149 3138.87 60 60 15
|
|
-18.0674 274.303 3125.93 60 60 15
|
|
-14.8758 267.954 3122.71 60 60 15
|
|
-9.41954 262.561 3121.28 60 60 15
|
|
-2.52924 258.945 3121.87 60 60 15
|
|
4.74612 257.656 3124.38 60 60 15
|
|
11.2989 258.892 3128.43 60 60 15
|
|
16.1316 262.463 3133.41 60 60 15
|
|
-15.8506 279.045 3123.3 60 60 15
|
|
-10.7797 276.715 3117.85 60 60 15
|
|
-4.06773 274.007 3114.93 60 60 15
|
|
3.26352 271.334 3114.99 60 60 15
|
|
10.0979 269.102 3118.02 60 60 15
|
|
15.395 267.652 3123.57 60 60 15
|
|
18.3484 267.204 3130.78 60 60 15
|
|
-14.3654 284.436 3125.04 60 60 15
|
|
-8.03541 286.676 3121.07 60 60 15
|
|
-0.482127 287.023 3119.14 60 60 15
|
|
7.14455 285.422 3119.55 60 60 15
|
|
13.6835 282.118 3122.24 60 60 15
|
|
18.1393 277.614 3126.79 60 60 15
|
|
19.8336 272.595 3132.52 60 60 15
|
|
-14.4818 287.319 3130.14 60 60 15
|
|
-8.25047 292.004 3130.49 60 60 15
|
|
-0.763124 293.983 3131.45 60 60 15
|
|
6.8404 292.956 3132.87 60 60 15
|
|
13.4025 289.079 3134.54 60 60 15
|
|
17.9243 282.941 3136.21 60 60 15
|
|
19.7172 275.478 3137.62 60 60 15
|
|
-16.1316 286.005 3135.61 60 60 15
|
|
-11.2989 289.576 3140.59 60 60 15
|
|
-4.74612 290.812 3144.64 60 60 15
|
|
2.52924 289.523 3147.15 60 60 15
|
|
9.41954 285.907 3147.74 60 60 15
|
|
14.8758 280.514 3146.31 60 60 15
|
|
18.0674 274.164 3143.08 60 60 15
|
|
-18.5083 280.642 3130.46 60 60 15
|
|
18.5083 267.826 3138.55 60 60 15
|
|
6.83388 261.156 3135.65 60 60 15
|
|
6.83388 266.952 3201.9 60 60 15
|
|
14.115 269.8 3134.9 60 60 15
|
|
14.115 275.596 3201.14 60 60 15
|
|
13.1278 281.042 3133.91 60 60 15
|
|
13.1278 286.838 3200.16 60 60 15
|
|
4.45045 288.295 3133.28 60 60 15
|
|
4.45045 294.091 3199.53 60 60 15
|
|
-6.83388 287.312 3133.36 60 60 15
|
|
-6.83388 293.108 3199.61 60 60 15
|
|
-14.115 278.667 3134.12 60 60 15
|
|
-14.115 284.463 3200.37 60 60 15
|
|
-13.1278 267.426 3135.1 60 60 15
|
|
-13.1278 273.222 3201.35 60 60 15
|
|
-4.45045 260.173 3135.74 60 60 15
|
|
-4.45045 265.969 3201.99 60 60 15
|
|
-0.471876 282.207 3215.24 60 60 15
|
|
-37.8775 353.295 3203.33 60 60 15
|
|
8.85498 286.334 3210.58 60 60 15
|
|
-28.5506 357.423 3198.67 60 60 15
|
|
12.9947 286.769 3200.17 60 60 15
|
|
-24.4109 357.857 3188.26 60 60 15
|
|
9.52231 283.256 3190.1 60 60 15
|
|
-27.8833 354.344 3178.2 60 60 15
|
|
0.471876 277.853 3186.28 60 60 15
|
|
-36.9337 348.942 3174.37 60 60 15
|
|
-8.85498 273.726 3190.93 60 60 15
|
|
-46.2606 344.814 3179.03 60 60 15
|
|
-12.9947 273.291 3201.35 60 60 15
|
|
-50.4003 344.379 3189.44 60 60 15
|
|
-9.52231 276.804 3211.41 60 60 15
|
|
-46.9279 347.892 3199.51 60 60 15
|
|
-44.1044 363.76 3185.7 60 60 15
|
|
-41.5656 355.492 3147.15 60 60 15
|
|
-32.9537 364.822 3186.2 60 60 15
|
|
-30.4149 356.554 3147.66 60 60 15
|
|
-24.4109 357.857 3188.26 60 60 15
|
|
-21.8721 349.589 3149.71 60 60 15
|
|
-23.4802 346.944 3190.66 60 60 15
|
|
-20.9414 338.676 3152.12 60 60 15
|
|
-30.7068 338.477 3192 60 60 15
|
|
-28.1681 330.209 3153.46 60 60 15
|
|
-41.8575 337.414 3191.5 60 60 15
|
|
-39.3187 329.146 3152.95 60 60 15
|
|
-50.4003 344.379 3189.44 60 60 15
|
|
-47.8615 336.111 3150.89 60 60 15
|
|
-51.331 355.292 3187.04 60 60 15
|
|
-48.7922 347.024 3148.49 60 60 15
|
|
15.8368 250.332 3210.36 65 45 15
|
|
13.3982 256.096 3222.5 65 45 15
|
|
8.91996 265.504 3231.32 65 45 15
|
|
3.0837 277.123 3235.5 65 45 15
|
|
-3.22203 289.185 3234.38 65 45 15
|
|
-9.03723 299.853 3228.15 65 45 15
|
|
-13.4766 307.503 3217.74 65 45 15
|
|
23.8919 255.014 3206.08 65 45 15
|
|
28.2823 264.748 3214.6 65 45 15
|
|
28.3669 276.808 3221 65 45 15
|
|
24.1329 289.359 3224.33 65 45 15
|
|
16.2249 300.489 3224.06 65 45 15
|
|
5.8468 308.505 3220.25 65 45 15
|
|
-5.42142 312.186 3213.47 65 45 15
|
|
26.5372 257.605 3196.52 65 45 15
|
|
33.1701 269.535 3196.93 65 45 15
|
|
34.7532 283.063 3197.93 65 45 15
|
|
31.0454 296.13 3199.35 65 45 15
|
|
22.6112 306.745 3200.98 65 45 15
|
|
10.7347 313.293 3202.59 65 45 15
|
|
-2.77613 314.777 3203.91 65 45 15
|
|
22.2231 256.587 3187.28 65 45 15
|
|
25.1986 267.654 3179.85 65 45 15
|
|
24.3378 280.606 3175.61 65 45 15
|
|
19.7719 293.47 3175.19 65 45 15
|
|
12.1959 304.287 3178.67 65 45 15
|
|
2.7631 311.412 3185.51 65 45 15
|
|
-7.0903 313.759 3194.67 65 45 15
|
|
13.4766 252.556 3183.77 65 45 15
|
|
9.03723 260.207 3173.36 65 45 15
|
|
3.22203 270.875 3167.13 65 45 15
|
|
-3.0837 282.937 3166.01 65 45 15
|
|
-8.91996 294.556 3170.19 65 45 15
|
|
-13.3982 303.964 3179.02 65 45 15
|
|
-15.8368 309.728 3191.15 65 45 15
|
|
5.42142 247.874 3188.04 65 45 15
|
|
-5.8468 251.555 3181.26 65 45 15
|
|
-16.2249 259.571 3177.45 65 45 15
|
|
-24.1329 270.701 3177.19 65 45 15
|
|
-28.3669 283.252 3180.51 65 45 15
|
|
-28.2823 295.312 3186.92 65 45 15
|
|
-23.8919 305.046 3195.43 65 45 15
|
|
2.77613 245.283 3197.6 65 45 15
|
|
-10.7347 246.767 3198.93 65 45 15
|
|
-22.6112 253.315 3200.53 65 45 15
|
|
-31.0454 263.93 3202.16 65 45 15
|
|
-34.7532 276.996 3203.59 65 45 15
|
|
-33.1701 290.524 3204.58 65 45 15
|
|
-26.5372 302.455 3204.99 65 45 15
|
|
7.0903 246.301 3206.85 65 45 15
|
|
-2.7631 248.648 3216.01 65 45 15
|
|
-12.1959 255.773 3222.84 65 45 15
|
|
-19.7719 266.59 3226.32 65 45 15
|
|
-24.3378 279.454 3225.9 65 45 15
|
|
-25.1986 292.405 3221.66 65 45 15
|
|
-22.2231 303.473 3214.23 65 45 15
|
|
15.8643 249.089 3196.76 65 45 15
|
|
-15.8643 310.971 3204.75 65 45 15
|
|
0.704846 279.365 3208.7 65 45 15
|
|
-41.8143 362.293 3219.41 65 45 15
|
|
5.51609 282.162 3206.14 65 45 15
|
|
-37.003 365.09 3216.86 65 45 15
|
|
7.09609 283.71 3200.43 65 45 15
|
|
-35.423 366.637 3211.15 65 45 15
|
|
4.51929 283.102 3194.91 65 45 15
|
|
-37.9998 366.029 3205.63 65 45 15
|
|
-0.704846 280.694 3192.82 65 45 15
|
|
-43.224 363.622 3203.53 65 45 15
|
|
-5.51609 277.898 3195.37 65 45 15
|
|
-48.0352 360.825 3206.08 65 45 15
|
|
-7.09609 276.35 3201.08 65 45 15
|
|
-49.6152 359.278 3211.79 65 45 15
|
|
-4.51929 276.958 3206.6 65 45 15
|
|
-47.0384 359.886 3217.31 65 45 15
|
|
-43.4752 365.461 3219.01 65 45 15
|
|
-74.8544 423.923 3195.61 65 45 15
|
|
-38.1775 367.33 3216.57 65 45 15
|
|
-69.5567 425.792 3193.18 65 45 15
|
|
-35.423 366.637 3211.15 65 45 15
|
|
-66.8023 425.1 3187.75 65 45 15
|
|
-36.8254 363.79 3205.91 65 45 15
|
|
-68.2046 422.252 3182.52 65 45 15
|
|
-41.563 360.454 3203.93 65 45 15
|
|
-72.9423 418.917 3180.54 65 45 15
|
|
-46.8608 358.585 3206.37 65 45 15
|
|
-78.24 417.048 3182.97 65 45 15
|
|
-49.6152 359.278 3211.79 65 45 15
|
|
-80.9944 417.74 3188.4 65 45 15
|
|
-48.2128 362.125 3217.03 65 45 15
|
|
-79.5921 420.588 3193.63 65 45 15
|
|
-76.3218 426.584 3193.68 65 45 15
|
|
-92.6669 455.181 3160.29 65 45 15
|
|
-70.5943 427.674 3191.81 65 45 15
|
|
-86.9394 456.271 3158.42 65 45 15
|
|
-66.8023 425.1 3187.75 65 45 15
|
|
-83.1474 453.697 3154.36 65 45 15
|
|
-67.167 420.371 3183.88 65 45 15
|
|
-83.5121 448.968 3150.49 65 45 15
|
|
-71.4749 416.256 3182.47 65 45 15
|
|
-87.82 444.853 3149.08 65 45 15
|
|
-77.2024 415.167 3184.34 65 45 15
|
|
-93.5475 443.764 3150.95 65 45 15
|
|
-80.9944 417.74 3188.4 65 45 15
|
|
-97.3395 446.337 3155.01 65 45 15
|
|
-80.6297 422.469 3192.27 65 45 15
|
|
-96.9748 451.067 3158.88 65 45 15
|
|
9.04958 263.059 3206.24 60 60 15
|
|
7.65614 266.353 3213.18 60 60 15
|
|
5.09712 271.729 3218.22 60 60 15
|
|
1.76212 278.369 3220.61 60 60 15
|
|
-1.84116 285.261 3219.97 60 60 15
|
|
-5.16413 291.357 3216.41 60 60 15
|
|
-7.70091 295.729 3210.46 60 60 15
|
|
13.6525 265.735 3203.8 60 60 15
|
|
16.1613 271.297 3208.67 60 60 15
|
|
16.2097 278.189 3212.33 60 60 15
|
|
13.7902 285.361 3214.23 60 60 15
|
|
9.27137 291.721 3214.07 60 60 15
|
|
3.34103 296.301 3211.9 60 60 15
|
|
-3.09795 298.405 3208.02 60 60 15
|
|
15.1641 267.216 3198.34 60 60 15
|
|
18.9544 274.033 3198.57 60 60 15
|
|
19.859 281.763 3199.14 60 60 15
|
|
17.7402 289.23 3199.95 60 60 15
|
|
12.9207 295.296 3200.89 60 60 15
|
|
6.13409 299.037 3201.8 60 60 15
|
|
-1.58636 299.885 3202.56 60 60 15
|
|
12.6989 266.634 3193.06 60 60 15
|
|
14.3992 272.958 3188.81 60 60 15
|
|
13.9073 280.359 3186.39 60 60 15
|
|
11.2982 287.71 3186.15 60 60 15
|
|
6.96906 293.891 3188.14 60 60 15
|
|
1.57892 297.962 3192.04 60 60 15
|
|
-4.0516 299.304 3197.28 60 60 15
|
|
7.70091 264.331 3191.05 60 60 15
|
|
5.16413 268.702 3185.1 60 60 15
|
|
1.84116 274.798 3181.54 60 60 15
|
|
-1.76212 281.691 3180.9 60 60 15
|
|
-5.09712 288.331 3183.29 60 60 15
|
|
-7.65614 293.706 3188.33 60 60 15
|
|
-9.04958 297 3195.27 60 60 15
|
|
3.09795 261.655 3193.49 60 60 15
|
|
-3.34103 263.758 3189.62 60 60 15
|
|
-9.27137 268.339 3187.44 60 60 15
|
|
-13.7902 274.699 3187.29 60 60 15
|
|
-16.2097 281.871 3189.19 60 60 15
|
|
-16.1613 288.763 3192.85 60 60 15
|
|
-13.6525 294.325 3197.71 60 60 15
|
|
1.58636 260.175 3198.95 60 60 15
|
|
-6.13409 261.023 3199.71 60 60 15
|
|
-12.9207 264.764 3200.63 60 60 15
|
|
-17.7402 270.83 3201.56 60 60 15
|
|
-19.859 278.296 3202.37 60 60 15
|
|
-18.9544 286.027 3202.94 60 60 15
|
|
-15.1641 292.844 3203.17 60 60 15
|
|
4.0516 260.756 3204.24 60 60 15
|
|
-1.57892 262.097 3209.47 60 60 15
|
|
-6.96906 266.169 3213.38 60 60 15
|
|
-11.2982 272.35 3215.36 60 60 15
|
|
-13.9073 279.701 3215.13 60 60 15
|
|
-14.3992 287.102 3212.7 60 60 15
|
|
-12.6989 293.426 3208.46 60 60 15
|
|
9.0653 262.349 3198.47 60 60 15
|
|
-9.0653 297.711 3203.04 60 60 15
|
|
3.7917 294.127 3199.52 60 60 15
|
|
3.7917 299.865 3265.12 60 60 15
|
|
-7.325 292.669 3199.65 60 60 15
|
|
-7.325 298.407 3265.24 60 60 15
|
|
-14.1508 283.807 3200.43 60 60 15
|
|
-14.1508 289.546 3266.02 60 60 15
|
|
-12.6873 272.733 3201.39 60 60 15
|
|
-12.6873 278.471 3266.99 60 60 15
|
|
-3.7917 265.933 3201.99 60 60 15
|
|
-3.7917 271.672 3267.58 60 60 15
|
|
7.325 267.391 3201.86 60 60 15
|
|
7.325 273.13 3267.45 60 60 15
|
|
14.1508 276.253 3201.09 60 60 15
|
|
14.1508 281.991 3266.68 60 60 15
|
|
12.6873 287.327 3200.12 60 60 15
|
|
12.6873 293.066 3265.71 60 60 15
|
|
-0.19641 286.3 3280.84 60 60 15
|
|
-20.9776 208.672 3283.41 60 60 15
|
|
-10.0426 288.788 3276.36 60 60 15
|
|
-30.8237 211.16 3278.93 60 60 15
|
|
-14.0059 289.507 3266.02 60 60 15
|
|
-34.7871 211.879 3268.59 60 60 15
|
|
-9.7648 288.036 3255.87 60 60 15
|
|
-30.5459 210.408 3258.44 60 60 15
|
|
0.19641 285.237 3251.86 60 60 15
|
|
-20.5847 207.609 3254.43 60 60 15
|
|
10.0426 282.749 3256.33 60 60 15
|
|
-10.7386 205.121 3258.9 60 60 15
|
|
14.0059 282.03 3266.68 60 60 15
|
|
-6.77522 204.402 3269.24 60 60 15
|
|
9.7648 283.501 3276.83 60 60 15
|
|
-11.0163 205.873 3279.39 60 60 15
|
|
-24.5135 194.132 3268.62 60 60 15
|
|
-23.4553 194.676 3229.52 60 60 15
|
|
-33.324 200.879 3268.48 60 60 15
|
|
-32.2658 201.423 3229.38 60 60 15
|
|
-34.7871 211.879 3268.59 60 60 15
|
|
-33.7289 212.423 3229.49 60 60 15
|
|
-28.0457 220.69 3268.89 60 60 15
|
|
-26.9875 221.233 3229.8 60 60 15
|
|
-17.0488 222.149 3269.21 60 60 15
|
|
-15.9906 222.693 3230.12 60 60 15
|
|
-8.23832 215.402 3269.36 60 60 15
|
|
-7.18011 215.946 3230.26 60 60 15
|
|
-6.77522 204.402 3269.24 60 60 15
|
|
-5.71702 204.946 3230.15 60 60 15
|
|
-13.5166 195.592 3268.94 60 60 15
|
|
-12.4584 196.135 3229.84 60 60 15
|
|
8.90698 319.439 3269.81 65 45 15
|
|
7.59724 315.675 3282.87 65 45 15
|
|
5.13089 307.358 3293.41 65 45 15
|
|
1.8834 295.754 3299.84 65 45 15
|
|
-1.65081 282.63 3301.17 65 45 15
|
|
-4.9337 269.984 3297.2 65 45 15
|
|
-7.46548 259.741 3288.53 65 45 15
|
|
-0.452341 320.762 3265.84 65 45 15
|
|
-9.69653 318.119 3275.54 65 45 15
|
|
-17.4645 310.551 3283.84 65 45 15
|
|
-22.5737 299.211 3289.47 65 45 15
|
|
-24.2462 285.824 3291.59 65 45 15
|
|
-22.2275 272.428 3289.86 65 45 15
|
|
-16.8248 261.063 3284.56 65 45 15
|
|
-4.7513 319.071 3256.69 65 45 15
|
|
-17.64 314.995 3258.63 65 45 15
|
|
-27.8431 306.47 3261.74 65 45 15
|
|
-33.8074 294.793 3265.56 65 45 15
|
|
-34.6248 281.742 3269.5 65 45 15
|
|
-30.1709 269.304 3272.95 65 45 15
|
|
-21.1238 259.373 3275.41 65 45 15
|
|
-1.47163 315.357 3247.71 65 45 15
|
|
-11.5799 308.133 3242.04 65 45 15
|
|
-19.9253 297.504 3240.08 65 45 15
|
|
-25.2372 285.088 3242.11 65 45 15
|
|
-26.707 272.776 3247.83 65 45 15
|
|
-24.1109 262.442 3256.37 65 45 15
|
|
-17.8441 255.659 3266.43 65 45 15
|
|
7.46548 311.796 3244.17 65 45 15
|
|
4.9337 301.553 3235.5 65 45 15
|
|
1.65081 288.907 3231.53 65 45 15
|
|
-1.8834 275.782 3232.86 65 45 15
|
|
-5.13089 264.179 3239.28 65 45 15
|
|
-7.59724 255.862 3249.83 65 45 15
|
|
-8.90698 252.098 3262.89 65 45 15
|
|
16.8248 310.474 3248.14 65 45 15
|
|
22.2275 299.109 3242.83 65 45 15
|
|
24.2462 285.713 3241.11 65 45 15
|
|
22.5737 272.326 3243.22 65 45 15
|
|
17.4645 260.986 3248.86 65 45 15
|
|
9.69653 253.418 3257.16 65 45 15
|
|
0.452341 250.775 3266.86 65 45 15
|
|
21.1238 312.164 3257.29 65 45 15
|
|
30.1709 302.233 3259.74 65 45 15
|
|
34.6248 289.795 3263.2 65 45 15
|
|
33.8074 276.744 3267.14 65 45 15
|
|
27.8431 265.067 3270.96 65 45 15
|
|
17.64 256.542 3274.07 65 45 15
|
|
4.7513 252.466 3276.01 65 45 15
|
|
17.8441 315.878 3266.27 65 45 15
|
|
24.1109 309.095 3276.33 65 45 15
|
|
26.707 298.761 3284.87 65 45 15
|
|
25.2372 286.449 3290.59 65 45 15
|
|
19.9253 274.033 3292.62 65 45 15
|
|
11.5799 263.404 3290.65 65 45 15
|
|
1.47163 256.18 3284.99 65 45 15
|
|
8.86071 318.077 3256.22 65 45 15
|
|
-8.86071 253.46 3276.48 65 45 15
|
|
0.430492 288.051 3274 65 45 15
|
|
-23.0827 202.316 3300.89 65 45 15
|
|
-5.1597 288.841 3271.63 65 45 15
|
|
-28.6729 203.106 3298.52 65 45 15
|
|
-7.72741 287.831 3266.17 65 45 15
|
|
-31.2406 202.096 3293.05 65 45 15
|
|
-5.76851 285.613 3260.81 65 45 15
|
|
-29.2817 199.878 3287.69 65 45 15
|
|
-0.430492 283.486 3258.69 65 45 15
|
|
-23.9437 197.751 3285.58 65 45 15
|
|
5.1597 282.696 3261.06 65 45 15
|
|
-18.3535 196.961 3287.95 65 45 15
|
|
7.72741 283.706 3266.53 65 45 15
|
|
-15.7858 197.97 3293.41 65 45 15
|
|
5.76851 285.924 3271.89 65 45 15
|
|
-17.7447 200.189 3298.77 65 45 15
|
|
-23.9789 198.981 3301.15 65 45 15
|
|
-41.5457 132.304 3291.25 65 45 15
|
|
-29.3066 200.748 3298.7 65 45 15
|
|
-46.8734 134.071 3288.81 65 45 15
|
|
-31.2406 202.096 3293.05 65 45 15
|
|
-48.8074 135.419 3283.16 65 45 15
|
|
-28.6479 202.236 3287.51 65 45 15
|
|
-46.2147 135.559 3277.61 65 45 15
|
|
-23.0474 201.085 3285.32 65 45 15
|
|
-40.6142 134.409 3275.42 65 45 15
|
|
-17.7197 199.319 3287.76 65 45 15
|
|
-35.2865 132.642 3277.87 65 45 15
|
|
-15.7858 197.97 3293.41 65 45 15
|
|
-33.3525 131.294 3283.52 65 45 15
|
|
-18.3784 197.83 3298.96 65 45 15
|
|
-35.9452 131.154 3289.06 65 45 15
|
|
-42.3547 129.167 3290.03 65 45 15
|
|
-51.826 91.4622 3264.63 65 45 15
|
|
-47.4454 131.853 3287.94 65 45 15
|
|
-56.9167 94.1479 3262.54 65 45 15
|
|
-48.8074 135.419 3283.16 65 45 15
|
|
-58.2786 97.7148 3257.76 65 45 15
|
|
-45.6427 137.778 3278.48 65 45 15
|
|
-55.1139 100.073 3253.08 65 45 15
|
|
-39.8052 137.547 3276.64 65 45 15
|
|
-49.2765 99.842 3251.24 65 45 15
|
|
-34.7145 134.861 3278.73 65 45 15
|
|
-44.1857 97.1563 3253.33 65 45 15
|
|
-33.3525 131.294 3283.52 65 45 15
|
|
-42.8238 93.5894 3258.12 65 45 15
|
|
-36.5172 128.935 3288.2 65 45 15
|
|
-45.9885 91.2308 3262.8 65 45 15
|
|
5.0897 305.009 3268.32 60 60 15
|
|
4.34128 302.858 3275.79 60 60 15
|
|
2.93193 298.106 3281.81 60 60 15
|
|
1.07623 291.475 3285.49 60 60 15
|
|
-0.94332 283.975 3286.25 60 60 15
|
|
-2.81926 276.749 3283.98 60 60 15
|
|
-4.26599 270.895 3279.02 60 60 15
|
|
-0.258481 305.765 3266.06 60 60 15
|
|
-5.54087 304.255 3271.6 60 60 15
|
|
-9.97972 299.93 3276.34 60 60 15
|
|
-12.8992 293.45 3279.56 60 60 15
|
|
-13.855 285.8 3280.77 60 60 15
|
|
-12.7014 278.145 3279.79 60 60 15
|
|
-9.61417 271.651 3276.75 60 60 15
|
|
-2.71503 304.799 3260.83 60 60 15
|
|
-10.08 302.469 3261.94 60 60 15
|
|
-15.9104 297.598 3263.72 60 60 15
|
|
-19.3185 290.925 3265.9 60 60 15
|
|
-19.7856 283.468 3268.15 60 60 15
|
|
-17.2405 276.36 3270.12 60 60 15
|
|
-12.0707 270.685 3271.52 60 60 15
|
|
-0.840932 302.676 3255.7 60 60 15
|
|
-6.6171 298.548 3252.46 60 60 15
|
|
-11.3859 292.475 3251.34 60 60 15
|
|
-14.4213 285.38 3252.5 60 60 15
|
|
-15.2611 278.344 3255.77 60 60 15
|
|
-13.7776 272.439 3260.65 60 60 15
|
|
-10.1966 268.563 3266.4 60 60 15
|
|
4.26599 300.641 3253.68 60 60 15
|
|
2.81926 294.788 3248.72 60 60 15
|
|
0.943321 287.562 3246.45 60 60 15
|
|
-1.07623 280.062 3247.21 60 60 15
|
|
-2.93193 273.431 3250.88 60 60 15
|
|
-4.34128 268.679 3256.91 60 60 15
|
|
-5.0897 266.528 3264.37 60 60 15
|
|
9.61417 299.886 3255.94 60 60 15
|
|
12.7014 293.392 3252.91 60 60 15
|
|
13.855 285.737 3251.93 60 60 15
|
|
12.8992 278.087 3253.13 60 60 15
|
|
9.97972 271.607 3256.36 60 60 15
|
|
5.54087 267.282 3261.1 60 60 15
|
|
0.258481 265.772 3266.64 60 60 15
|
|
12.0707 300.852 3261.17 60 60 15
|
|
17.2405 295.177 3262.57 60 60 15
|
|
19.7856 288.069 3264.55 60 60 15
|
|
19.3185 280.612 3266.8 60 60 15
|
|
15.9104 273.939 3268.98 60 60 15
|
|
10.08 269.068 3270.76 60 60 15
|
|
2.71503 266.738 3271.87 60 60 15
|
|
10.1966 302.974 3266.3 60 60 15
|
|
13.7776 299.098 3272.05 60 60 15
|
|
15.2611 293.193 3276.93 60 60 15
|
|
14.4213 286.157 3280.2 60 60 15
|
|
11.3859 279.062 3281.36 60 60 15
|
|
6.6171 272.989 3280.24 60 60 15
|
|
0.840932 268.861 3277 60 60 15
|
|
5.06326 304.231 3260.56 60 60 15
|
|
-5.06326 267.306 3272.14 60 60 15
|
|
-12.2292 278.007 3267.03 60 60 15
|
|
-12.2292 283.689 3331.97 60 60 15
|
|
-3.13837 271.666 3267.58 60 60 15
|
|
-3.13837 277.348 3332.53 60 60 15
|
|
7.79084 273.586 3267.41 60 60 15
|
|
7.79084 279.268 3332.36 60 60 15
|
|
14.1563 282.642 3266.62 60 60 15
|
|
14.1563 288.324 3331.57 60 60 15
|
|
12.2292 293.53 3265.67 60 60 15
|
|
12.2292 299.211 3330.61 60 60 15
|
|
3.13837 299.871 3265.12 60 60 15
|
|
3.13837 305.553 3330.06 60 60 15
|
|
-7.79084 297.951 3265.28 60 60 15
|
|
-7.79084 303.633 3330.23 60 60 15
|
|
-14.1563 288.895 3266.08 60 60 15
|
|
-14.1563 294.577 3331.02 60 60 15
|
|
0.422377 292.968 3345.56 60 60 15
|
|
67.5208 335.31 3339.06 60 60 15
|
|
5.75064 283.998 3342.12 60 60 15
|
|
72.849 326.34 3335.63 60 60 15
|
|
7.71025 279.394 3332.35 60 60 15
|
|
74.8086 321.735 3325.85 60 60 15
|
|
5.1533 281.852 3321.95 60 60 15
|
|
72.2517 324.193 3315.46 60 60 15
|
|
-0.422377 289.932 3317.03 60 60 15
|
|
66.676 332.274 3310.54 60 60 15
|
|
-5.75064 298.902 3320.46 60 60 15
|
|
61.3477 341.244 3313.97 60 60 15
|
|
-7.71025 303.507 3330.24 60 60 15
|
|
59.3881 345.848 3323.74 60 60 15
|
|
-5.1533 301.049 3340.63 60 60 15
|
|
61.9451 343.391 3334.14 60 60 15
|
|
79.1716 341.367 3323.13 60 60 15
|
|
76.8932 336.554 3284.77 60 60 15
|
|
81.0874 330.623 3324.37 60 60 15
|
|
78.809 325.81 3286.01 60 60 15
|
|
74.8086 321.735 3325.85 60 60 15
|
|
72.5302 316.922 3287.49 60 60 15
|
|
64.0133 319.91 3326.72 60 60 15
|
|
61.7349 315.097 3288.36 60 60 15
|
|
55.0252 326.217 3326.47 60 60 15
|
|
52.7468 321.404 3288.11 60 60 15
|
|
53.1094 336.961 3325.23 60 60 15
|
|
50.831 332.148 3286.87 60 60 15
|
|
59.3881 345.848 3323.74 60 60 15
|
|
57.1097 341.035 3285.38 60 60 15
|
|
70.1834 347.673 3322.87 60 60 15
|
|
67.905 342.86 3284.51 60 60 15
|
|
-29.1139 273.477 3338.66 65 45 15
|
|
-25.0333 277.179 3351.16 65 45 15
|
|
-17.1416 283.055 3360.63 65 45 15
|
|
-6.64026 290.208 3365.63 65 45 15
|
|
4.87199 297.551 3365.41 65 45 15
|
|
15.6425 303.965 3359.99 65 45 15
|
|
24.0316 308.473 3350.2 65 45 15
|
|
-23.2809 265.659 3335.51 65 45 15
|
|
-14.2553 262.734 3345.33 65 45 15
|
|
-3.05948 264.18 3353.02 65 45 15
|
|
8.60211 269.779 3357.39 65 45 15
|
|
18.9541 278.676 3357.8 65 45 15
|
|
26.4205 289.519 3354.17 65 45 15
|
|
29.8646 300.655 3347.05 65 45 15
|
|
-19.3762 262.699 3326.51 65 45 15
|
|
-7.04042 257.264 3328.69 65 45 15
|
|
6.36721 257.034 3331.28 65 45 15
|
|
18.8055 262.044 3333.86 65 45 15
|
|
28.3808 271.53 3336.06 65 45 15
|
|
33.6354 284.049 3337.53 65 45 15
|
|
33.7693 297.695 3338.05 65 45 15
|
|
-19.6872 266.331 3316.92 65 45 15
|
|
-7.61503 263.975 3310.99 65 45 15
|
|
5.61644 265.803 3308.15 65 45 15
|
|
17.9929 271.535 3308.83 65 45 15
|
|
27.63 280.299 3312.93 65 45 15
|
|
33.0608 290.761 3319.82 65 45 15
|
|
33.4583 301.327 3328.47 65 45 15
|
|
-24.0316 274.427 3312.38 65 45 15
|
|
-15.6425 278.936 3302.59 65 45 15
|
|
-4.87199 285.35 3297.17 65 45 15
|
|
6.64026 292.692 3296.95 65 45 15
|
|
17.1416 299.846 3301.95 65 45 15
|
|
25.0333 305.721 3311.43 65 45 15
|
|
29.1139 309.424 3323.92 65 45 15
|
|
-29.8646 282.245 3315.53 65 45 15
|
|
-26.4205 293.382 3308.42 65 45 15
|
|
-18.9541 304.224 3304.79 65 45 15
|
|
-8.60211 313.122 3305.19 65 45 15
|
|
3.05948 318.72 3309.57 65 45 15
|
|
14.2553 320.167 3317.25 65 45 15
|
|
23.2809 317.242 3327.07 65 45 15
|
|
-33.7693 285.205 3324.54 65 45 15
|
|
-33.6354 298.851 3325.06 65 45 15
|
|
-28.3808 311.37 3326.52 65 45 15
|
|
-18.8055 320.857 3328.72 65 45 15
|
|
-6.36721 325.866 3331.31 65 45 15
|
|
7.04042 325.636 3333.89 65 45 15
|
|
19.3762 320.202 3336.08 65 45 15
|
|
-33.4583 281.573 3334.12 65 45 15
|
|
-33.0608 292.14 3342.76 65 45 15
|
|
-27.63 302.602 3349.66 65 45 15
|
|
-17.9929 311.366 3353.76 65 45 15
|
|
-5.61644 317.098 3354.44 65 45 15
|
|
7.61503 318.925 3351.59 65 45 15
|
|
19.6872 316.57 3345.66 65 45 15
|
|
-28.7621 272.51 3325.05 65 45 15
|
|
28.7621 310.39 3337.54 65 45 15
|
|
-1.51777 291.166 3339.14 65 45 15
|
|
74.051 340.929 3355.55 65 45 15
|
|
1.9662 286.497 3337.26 65 45 15
|
|
77.535 336.259 3353.67 65 45 15
|
|
4.2984 284.729 3331.88 65 45 15
|
|
79.8672 334.491 3348.29 65 45 15
|
|
4.11265 286.898 3326.16 65 45 15
|
|
79.6814 336.661 3342.57 65 45 15
|
|
1.51777 291.734 3323.44 65 45 15
|
|
77.0865 341.496 3339.85 65 45 15
|
|
-1.9662 296.404 3325.33 65 45 15
|
|
73.6026 346.166 3341.74 65 45 15
|
|
-4.2984 298.172 3330.7 65 45 15
|
|
71.2704 347.934 3347.12 65 45 15
|
|
-4.11265 296.002 3336.43 65 45 15
|
|
71.4561 345.765 3352.84 65 45 15
|
|
76.8562 342.714 3355.45 65 45 15
|
|
133.955 377.805 3339.17 65 45 15
|
|
79.5185 337.522 3353.6 65 45 15
|
|
136.617 372.612 3337.32 65 45 15
|
|
79.8672 334.491 3348.29 65 45 15
|
|
136.966 369.582 3332.01 65 45 15
|
|
77.6979 335.398 3342.64 65 45 15
|
|
134.797 370.489 3326.36 65 45 15
|
|
74.2814 339.711 3339.95 65 45 15
|
|
131.38 374.802 3323.67 65 45 15
|
|
71.619 344.904 3341.81 65 45 15
|
|
128.718 379.994 3325.53 65 45 15
|
|
71.2704 347.934 3347.12 65 45 15
|
|
128.369 383.025 3330.84 65 45 15
|
|
73.4397 347.027 3352.77 65 45 15
|
|
130.538 382.118 3336.49 65 45 15
|
|
136.537 379.33 3337.74 65 45 15
|
|
168.303 397.192 3309.7 65 45 15
|
|
138.443 373.691 3336.3 65 45 15
|
|
170.209 391.552 3308.27 65 45 15
|
|
136.966 369.582 3332.01 65 45 15
|
|
168.731 387.443 3303.98 65 45 15
|
|
132.97 369.41 3327.37 65 45 15
|
|
164.736 387.271 3299.34 65 45 15
|
|
128.797 373.276 3325.11 65 45 15
|
|
160.563 391.137 3297.07 65 45 15
|
|
126.892 378.915 3326.54 65 45 15
|
|
158.657 396.777 3298.51 65 45 15
|
|
128.369 383.025 3330.84 65 45 15
|
|
160.134 400.886 3302.8 65 45 15
|
|
132.365 383.196 3335.47 65 45 15
|
|
164.13 401.058 3307.44 65 45 15
|
|
-16.6365 281.18 3335.5 60 60 15
|
|
-14.3047 283.296 3342.64 60 60 15
|
|
-9.7952 286.653 3348.06 60 60 15
|
|
-3.79444 290.741 3350.92 60 60 15
|
|
2.78399 294.936 3350.79 60 60 15
|
|
8.93859 298.601 3347.69 60 60 15
|
|
13.7324 301.178 3342.1 60 60 15
|
|
-13.3034 276.712 3333.7 60 60 15
|
|
-8.14588 275.041 3339.32 60 60 15
|
|
-1.74827 275.867 3343.71 60 60 15
|
|
4.91549 279.066 3346.21 60 60 15
|
|
10.8309 284.151 3346.44 60 60 15
|
|
15.0974 290.347 3344.36 60 60 15
|
|
17.0655 296.71 3340.3 60 60 15
|
|
-11.0721 275.021 3328.56 60 60 15
|
|
-4.02309 271.915 3329.81 60 60 15
|
|
3.63841 271.784 3331.28 60 60 15
|
|
10.746 274.647 3332.76 60 60 15
|
|
16.2176 280.067 3334.02 60 60 15
|
|
19.2202 287.221 3334.86 60 60 15
|
|
19.2967 295.019 3335.15 60 60 15
|
|
-11.2498 277.096 3323.08 60 60 15
|
|
-4.35144 275.75 3319.69 60 60 15
|
|
3.2094 276.795 3318.07 60 60 15
|
|
10.2816 280.07 3318.46 60 60 15
|
|
15.7886 285.078 3320.8 60 60 15
|
|
18.8919 291.056 3324.74 60 60 15
|
|
19.119 297.094 3329.68 60 60 15
|
|
-13.7324 281.723 3320.48 60 60 15
|
|
-8.93859 284.299 3314.89 60 60 15
|
|
-2.78399 287.964 3311.8 60 60 15
|
|
3.79444 292.16 3311.67 60 60 15
|
|
9.7952 296.248 3314.53 60 60 15
|
|
14.3047 299.605 3319.94 60 60 15
|
|
16.6365 301.721 3327.08 60 60 15
|
|
-17.0655 286.19 3322.29 60 60 15
|
|
-15.0974 292.554 3318.22 60 60 15
|
|
-10.8309 298.75 3316.15 60 60 15
|
|
-4.91549 303.834 3316.38 60 60 15
|
|
1.74827 307.033 3318.88 60 60 15
|
|
8.14588 307.86 3323.27 60 60 15
|
|
13.3034 306.188 3328.88 60 60 15
|
|
-19.2967 287.882 3327.43 60 60 15
|
|
-19.2202 295.679 3327.73 60 60 15
|
|
-16.2176 302.833 3328.57 60 60 15
|
|
-10.746 308.254 3329.82 60 60 15
|
|
-3.63841 311.117 3331.3 60 60 15
|
|
4.02309 310.985 3332.78 60 60 15
|
|
11.0721 307.88 3334.03 60 60 15
|
|
-19.119 285.806 3332.91 60 60 15
|
|
-18.8919 291.844 3337.84 60 60 15
|
|
-15.7886 297.822 3341.79 60 60 15
|
|
-10.2816 302.83 3344.13 60 60 15
|
|
-3.2094 306.106 3344.52 60 60 15
|
|
4.35144 307.15 3342.89 60 60 15
|
|
11.2498 305.804 3339.5 60 60 15
|
|
-16.4355 280.627 3327.72 60 60 15
|
|
16.4355 302.273 3334.86 60 60 15
|
|
14.132 288.968 3331.51 60 60 15
|
|
14.132 294.593 3395.81 60 60 15
|
|
11.7548 299.65 3330.57 60 60 15
|
|
11.7548 305.275 3394.87 60 60 15
|
|
2.49185 305.528 3330.06 60 60 15
|
|
2.49185 311.154 3394.36 60 60 15
|
|
-8.23082 303.16 3330.27 60 60 15
|
|
-8.23082 308.786 3394.57 60 60 15
|
|
-14.132 293.933 3331.07 60 60 15
|
|
-14.132 299.558 3395.37 60 60 15
|
|
-11.7548 283.251 3332.01 60 60 15
|
|
-11.7548 288.876 3396.31 60 60 15
|
|
-2.49185 277.372 3332.52 60 60 15
|
|
-2.49185 282.998 3396.82 60 60 15
|
|
8.23082 279.74 3332.32 60 60 15
|
|
8.23082 285.366 3396.62 60 60 15
|
|
-0.244059 298.356 3409.73 60 60 15
|
|
-77.8529 311.869 3407.17 60 60 15
|
|
1.57101 307.832 3404.73 60 60 15
|
|
-76.0379 321.344 3402.17 60 60 15
|
|
2.4658 311.007 3394.37 60 60 15
|
|
-75.1431 324.519 3391.81 60 60 15
|
|
1.91616 306.021 3384.73 60 60 15
|
|
-75.6927 319.534 3382.17 60 60 15
|
|
0.244059 295.796 3381.45 60 60 15
|
|
-77.3648 309.308 3378.89 60 60 15
|
|
-1.57101 286.32 3386.46 60 60 15
|
|
-79.1799 299.832 3383.89 60 60 15
|
|
-2.4658 283.145 3396.81 60 60 15
|
|
-80.0747 296.657 3394.25 60 60 15
|
|
-1.91616 288.13 3406.45 60 60 15
|
|
-79.525 301.643 3403.89 60 60 15
|
|
-91.5846 313 3392.32 60 60 15
|
|
-90.2668 309.429 3354.17 60 60 15
|
|
-85.7476 322.144 3391.67 60 60 15
|
|
-84.4298 318.573 3353.51 60 60 15
|
|
-75.1431 324.519 3391.81 60 60 15
|
|
-73.8252 320.948 3353.66 60 60 15
|
|
-65.9829 318.734 3392.67 60 60 15
|
|
-64.6651 315.162 3354.51 60 60 15
|
|
-63.6331 308.177 3393.74 60 60 15
|
|
-62.3153 304.605 3355.58 60 60 15
|
|
-69.4701 299.032 3394.39 60 60 15
|
|
-68.1523 295.461 3356.24 60 60 15
|
|
-80.0747 296.657 3394.25 60 60 15
|
|
-78.7568 293.086 3356.09 60 60 15
|
|
-89.2348 302.443 3393.39 60 60 15
|
|
-87.917 298.872 3355.24 60 60 15
|
|
34.0897 291.539 3401.27 65 45 15
|
|
29.5451 293.457 3414 65 45 15
|
|
20.5025 295.927 3423.93 65 45 15
|
|
8.33863 298.571 3429.55 65 45 15
|
|
-5.09473 300.988 3430 65 45 15
|
|
-17.7525 302.809 3425.21 65 45 15
|
|
-27.7076 303.757 3415.91 65 45 15
|
|
34.7996 300.663 3396.65 65 45 15
|
|
30.8569 310.316 3405.47 65 45 15
|
|
22.2165 317.954 3412.78 65 45 15
|
|
10.1939 322.413 3417.48 65 45 15
|
|
-3.38071 323.015 3418.85 65 45 15
|
|
-16.4406 319.668 3416.67 65 45 15
|
|
-26.9976 312.881 3411.29 65 45 15
|
|
33.2244 304.107 3387.12 65 45 15
|
|
27.9463 316.68 3387.87 65 45 15
|
|
18.4137 326.269 3389.79 65 45 15
|
|
6.07769 331.413 3392.59 65 45 15
|
|
-7.18357 331.33 3395.85 65 45 15
|
|
-19.3512 326.032 3399.07 65 45 15
|
|
-28.5728 316.325 3401.76 65 45 15
|
|
30.2868 299.853 3378.27 65 45 15
|
|
22.5183 308.821 3371.51 65 45 15
|
|
11.3216 316 3368.41 65 45 15
|
|
-1.59873 320.299 3369.45 65 45 15
|
|
-14.2757 321.061 3374.48 65 45 15
|
|
-24.7792 318.173 3382.71 65 45 15
|
|
-31.5104 312.072 3392.91 65 45 15
|
|
27.7076 290.394 3375.28 65 45 15
|
|
17.7525 291.343 3365.98 65 45 15
|
|
5.09473 293.164 3361.19 65 45 15
|
|
-8.33863 295.581 3361.63 65 45 15
|
|
-20.5025 298.225 3367.25 65 45 15
|
|
-29.5451 300.694 3377.18 65 45 15
|
|
-34.0897 302.613 3389.91 65 45 15
|
|
26.9976 281.27 3379.9 65 45 15
|
|
16.4406 274.484 3374.51 65 45 15
|
|
3.38071 271.137 3372.34 65 45 15
|
|
-10.1939 271.739 3373.7 65 45 15
|
|
-22.2165 276.198 3378.4 65 45 15
|
|
-30.8569 283.836 3385.72 65 45 15
|
|
-34.7996 293.489 3394.53 65 45 15
|
|
28.5728 277.826 3389.42 65 45 15
|
|
19.3512 268.12 3392.12 65 45 15
|
|
7.18357 262.822 3395.34 65 45 15
|
|
-6.07769 262.739 3398.6 65 45 15
|
|
-18.4137 267.883 3401.4 65 45 15
|
|
-27.9463 277.472 3403.32 65 45 15
|
|
-33.2244 290.045 3404.06 65 45 15
|
|
31.5104 282.079 3398.28 65 45 15
|
|
24.7792 275.979 3408.47 65 45 15
|
|
14.2757 273.09 3416.71 65 45 15
|
|
1.59873 273.853 3421.73 65 45 15
|
|
-11.3216 278.151 3422.77 65 45 15
|
|
-22.5183 285.331 3419.67 65 45 15
|
|
-30.2868 294.298 3412.91 65 45 15
|
|
33.4444 290.463 3387.67 65 45 15
|
|
-33.4444 303.688 3403.51 65 45 15
|
|
1.90597 297.418 3403.35 65 45 15
|
|
-85.0949 314.619 3423.96 65 45 15
|
|
2.33003 302.867 3400.6 65 45 15
|
|
-84.6708 320.069 3421.2 65 45 15
|
|
1.38919 304.924 3394.91 65 45 15
|
|
-85.6117 322.126 3415.51 65 45 15
|
|
-0.365424 302.384 3389.62 65 45 15
|
|
-87.3663 319.586 3410.22 65 45 15
|
|
-1.90597 296.734 3387.83 65 45 15
|
|
-88.9068 313.936 3408.44 65 45 15
|
|
-2.33003 291.284 3390.59 65 45 15
|
|
-89.3309 308.486 3411.19 65 45 15
|
|
-1.38919 289.227 3396.28 65 45 15
|
|
-88.39 306.429 3416.88 65 45 15
|
|
0.365424 291.768 3401.57 65 45 15
|
|
-86.6354 308.97 3422.17 65 45 15
|
|
-88.2333 315.183 3424.05 65 45 15
|
|
-154.654 325.919 3412.39 65 45 15
|
|
-86.89 320.467 3421.26 65 45 15
|
|
-153.31 331.204 3409.6 65 45 15
|
|
-85.6117 322.126 3415.51 65 45 15
|
|
-152.032 332.862 3403.85 65 45 15
|
|
-85.1471 319.187 3410.16 65 45 15
|
|
-151.567 329.924 3398.5 65 45 15
|
|
-85.7684 313.373 3408.34 65 45 15
|
|
-152.189 324.109 3396.68 65 45 15
|
|
-87.1117 308.088 3411.13 65 45 15
|
|
-153.532 318.824 3399.47 65 45 15
|
|
-88.39 306.429 3416.88 65 45 15
|
|
-154.81 317.165 3405.22 65 45 15
|
|
-88.8546 309.368 3422.24 65 45 15
|
|
-155.275 320.104 3410.57 65 45 15
|
|
-157.596 326.338 3411.23 65 45 15
|
|
-195.616 330.914 3386.61 65 45 15
|
|
-155.391 331.5 3408.78 65 45 15
|
|
-193.411 336.076 3384.17 65 45 15
|
|
-152.032 332.862 3403.85 65 45 15
|
|
-190.052 337.438 3379.23 65 45 15
|
|
-149.487 329.627 3399.32 65 45 15
|
|
-187.506 334.203 3374.7 65 45 15
|
|
-149.246 323.689 3397.84 65 45 15
|
|
-187.266 328.265 3373.22 65 45 15
|
|
-151.451 318.527 3400.29 65 45 15
|
|
-189.471 323.103 3375.67 65 45 15
|
|
-154.81 317.165 3405.22 65 45 15
|
|
-192.83 321.741 3380.61 65 45 15
|
|
-157.356 320.401 3409.75 65 45 15
|
|
-195.375 324.977 3385.14 65 45 15
|
|
19.4798 293.912 3398.84 60 60 15
|
|
16.8829 295.008 3406.11 60 60 15
|
|
11.7157 296.419 3411.79 60 60 15
|
|
4.76493 297.93 3415 60 60 15
|
|
-2.91128 299.311 3415.25 60 60 15
|
|
-10.1443 300.352 3412.51 60 60 15
|
|
-15.8329 300.894 3407.2 60 60 15
|
|
19.8855 299.125 3396.2 60 60 15
|
|
17.6325 304.642 3401.24 60 60 15
|
|
12.6952 309.006 3405.42 60 60 15
|
|
5.82507 311.554 3408.1 60 60 15
|
|
-1.93184 311.898 3408.88 60 60 15
|
|
-9.39464 309.986 3407.64 60 60 15
|
|
-15.4272 306.107 3404.56 60 60 15
|
|
18.9854 301.093 3390.75 60 60 15
|
|
15.9693 308.278 3391.18 60 60 15
|
|
10.5221 313.757 3392.27 60 60 15
|
|
3.47296 316.697 3393.88 60 60 15
|
|
-4.1049 316.649 3395.74 60 60 15
|
|
-11.0578 313.622 3397.58 60 60 15
|
|
-16.3273 308.076 3399.12 60 60 15
|
|
17.3067 298.663 3385.69 60 60 15
|
|
12.8676 303.787 3381.83 60 60 15
|
|
6.46948 307.89 3380.06 60 60 15
|
|
-0.913559 310.346 3380.66 60 60 15
|
|
-8.15752 310.782 3383.53 60 60 15
|
|
-14.1596 309.131 3388.23 60 60 15
|
|
-18.006 305.645 3394.06 60 60 15
|
|
15.8329 293.258 3383.98 60 60 15
|
|
10.1443 293.8 3378.67 60 60 15
|
|
2.91128 294.84 3375.93 60 60 15
|
|
-4.76493 296.221 3376.19 60 60 15
|
|
-11.7157 297.733 3379.4 60 60 15
|
|
-16.8829 299.144 3385.07 60 60 15
|
|
-19.4798 300.24 3392.35 60 60 15
|
|
15.4272 288.044 3386.62 60 60 15
|
|
9.39464 284.166 3383.55 60 60 15
|
|
1.93184 282.253 3382.3 60 60 15
|
|
-5.82507 282.597 3383.08 60 60 15
|
|
-12.6952 285.146 3385.77 60 60 15
|
|
-17.6325 289.51 3389.95 60 60 15
|
|
-19.8855 295.026 3394.99 60 60 15
|
|
16.3273 286.076 3392.07 60 60 15
|
|
11.0578 280.53 3393.61 60 60 15
|
|
4.1049 277.502 3395.45 60 60 15
|
|
-3.47296 277.455 3397.31 60 60 15
|
|
-10.5221 280.394 3398.91 60 60 15
|
|
-15.9693 285.873 3400.01 60 60 15
|
|
-18.9854 293.058 3400.43 60 60 15
|
|
18.006 288.506 3397.13 60 60 15
|
|
14.1596 285.02 3402.95 60 60 15
|
|
8.15752 283.37 3407.66 60 60 15
|
|
0.913559 283.806 3410.53 60 60 15
|
|
-6.46948 286.262 3411.12 60 60 15
|
|
-12.8676 290.364 3409.35 60 60 15
|
|
-17.3067 295.489 3405.49 60 60 15
|
|
19.1111 293.297 3391.07 60 60 15
|
|
-19.1111 300.854 3400.12 60 60 15
|
|
-8.64441 308.299 3394.61 60 60 15
|
|
-8.64441 313.868 3458.27 60 60 15
|
|
-14.0785 298.922 3395.43 60 60 15
|
|
-14.0785 304.492 3459.09 60 60 15
|
|
-11.2656 288.464 3396.35 60 60 15
|
|
-11.2656 294.034 3460.01 60 60 15
|
|
-1.85347 283.051 3396.82 60 60 15
|
|
-1.85347 288.621 3460.48 60 60 15
|
|
8.64441 285.853 3396.57 60 60 15
|
|
8.64441 291.423 3460.24 60 60 15
|
|
14.0785 295.229 3395.75 60 60 15
|
|
14.0785 300.799 3459.42 60 60 15
|
|
11.2656 305.687 3394.84 60 60 15
|
|
11.2656 311.257 3458.5 60 60 15
|
|
1.85347 311.101 3394.36 60 60 15
|
|
1.85347 316.671 3458.03 60 60 15
|
|
4.36469e-011 303.87 3473.25 60 60 15
|
|
47.5064 242.194 3478.65 60 60 15
|
|
-7.88185 297.487 3469.68 60 60 15
|
|
39.6245 235.811 3475.08 60 60 15
|
|
-11.1466 294.125 3460 60 60 15
|
|
36.3598 232.449 3465.4 60 60 15
|
|
-7.88185 295.755 3449.89 60 60 15
|
|
39.6245 234.079 3455.28 60 60 15
|
|
7.01246e-011 301.421 3445.26 60 60 15
|
|
47.5064 239.745 3450.65 60 60 15
|
|
7.88185 307.805 3448.83 60 60 15
|
|
55.3882 246.129 3454.23 60 60 15
|
|
11.1466 311.166 3458.51 60 60 15
|
|
58.653 249.49 3463.91 60 60 15
|
|
7.88185 309.536 3468.63 60 60 15
|
|
55.3882 247.861 3474.02 60 60 15
|
|
56.0595 229.866 3465.62 60 60 15
|
|
56.0595 226.557 3427.8 60 60 15
|
|
45.6725 227.093 3465.87 60 60 15
|
|
45.6725 223.784 3428.05 60 60 15
|
|
36.3598 232.449 3465.4 60 60 15
|
|
36.3598 229.14 3427.58 60 60 15
|
|
33.5766 242.797 3464.49 60 60 15
|
|
33.5766 239.488 3426.67 60 60 15
|
|
38.9533 252.074 3463.68 60 60 15
|
|
38.9533 248.765 3425.86 60 60 15
|
|
49.3403 254.846 3463.44 60 60 15
|
|
49.3403 251.538 3425.62 60 60 15
|
|
58.653 249.49 3463.91 60 60 15
|
|
58.653 246.181 3426.09 60 60 15
|
|
61.4362 239.143 3464.81 60 60 15
|
|
61.4362 235.834 3426.99 60 60 15
|
|
-21.1244 330.469 3461.41 65 45 15
|
|
-18.4521 328.127 3474.59 65 45 15
|
|
-12.9707 321.905 3485.44 65 45 15
|
|
-5.51457 312.752 3492.31 65 45 15
|
|
2.78108 302.059 3494.14 65 45 15
|
|
10.6533 291.457 3490.66 65 45 15
|
|
16.9037 282.557 3482.4 65 45 15
|
|
-28.0201 323.593 3458.2 65 45 15
|
|
-31.1937 315.421 3468.68 65 45 15
|
|
-29.6183 305.304 3477.71 65 45 15
|
|
-23.5339 294.783 3483.94 65 45 15
|
|
-13.8666 285.458 3486.41 65 45 15
|
|
-2.08825 278.751 3484.74 65 45 15
|
|
10.008 275.681 3479.2 65 45 15
|
|
-29.6401 318.479 3449.47 65 45 15
|
|
-34.1872 305.972 3452.53 65 45 15
|
|
-33.5296 292.959 3456.62 65 45 15
|
|
-27.7674 281.42 3461.11 65 45 15
|
|
-17.7778 273.113 3465.32 65 45 15
|
|
-5.08178 269.302 3468.6 65 45 15
|
|
8.38792 270.567 3470.46 65 45 15
|
|
-25.0356 318.123 3440.32 65 45 15
|
|
-25.6791 305.315 3435.62 65 45 15
|
|
-22.4132 292.1 3434.53 65 45 15
|
|
-15.7351 280.491 3437.2 65 45 15
|
|
-6.66147 272.255 3443.22 65 45 15
|
|
3.42631 268.645 3451.69 65 45 15
|
|
12.9925 270.212 3461.31 65 45 15
|
|
-16.9037 322.734 3436.11 65 45 15
|
|
-10.6533 313.835 3427.85 65 45 15
|
|
-2.78108 303.232 3424.37 65 45 15
|
|
5.51457 292.54 3426.2 65 45 15
|
|
12.9707 283.386 3433.07 65 45 15
|
|
18.4521 277.165 3443.92 65 45 15
|
|
21.1244 274.822 3457.1 65 45 15
|
|
-10.008 329.61 3439.31 65 45 15
|
|
2.08825 326.54 3433.77 65 45 15
|
|
13.8666 319.833 3432.1 65 45 15
|
|
23.5339 310.508 3434.57 65 45 15
|
|
29.6183 299.987 3440.8 65 45 15
|
|
31.1937 289.87 3449.83 65 45 15
|
|
28.0201 281.699 3460.31 65 45 15
|
|
-8.38792 334.724 3448.05 65 45 15
|
|
5.08178 335.989 3449.91 65 45 15
|
|
17.7778 332.178 3453.19 65 45 15
|
|
27.7674 323.871 3457.4 65 45 15
|
|
33.5296 312.333 3461.89 65 45 15
|
|
34.1872 299.319 3465.98 65 45 15
|
|
29.6401 286.812 3469.04 65 45 15
|
|
-12.9925 335.08 3457.2 65 45 15
|
|
-3.42631 336.646 3466.82 65 45 15
|
|
6.66147 333.037 3475.29 65 45 15
|
|
15.7351 324.8 3481.31 65 45 15
|
|
22.4132 313.191 3483.98 65 45 15
|
|
25.6791 299.976 3482.89 65 45 15
|
|
25.0356 287.168 3478.19 65 45 15
|
|
-20.5806 328.575 3447.89 65 45 15
|
|
20.5806 276.716 3470.62 65 45 15
|
|
-1.26047 304.956 3466.81 65 45 15
|
|
51.747 238.171 3496.07 65 45 15
|
|
-5.37917 300.848 3464.9 65 45 15
|
|
47.6283 234.064 3494.16 65 45 15
|
|
-6.34683 297.794 3459.68 65 45 15
|
|
46.6607 231.01 3488.94 65 45 15
|
|
-3.5966 297.582 3454.21 65 45 15
|
|
49.4109 230.797 3483.48 65 45 15
|
|
1.26047 300.336 3451.7 65 45 15
|
|
54.268 233.551 3480.96 65 45 15
|
|
5.37917 304.443 3453.61 65 45 15
|
|
58.3867 237.658 3482.88 65 45 15
|
|
6.34683 307.497 3458.83 65 45 15
|
|
59.3543 240.713 3488.09 65 45 15
|
|
3.5966 307.71 3464.3 65 45 15
|
|
56.6041 240.925 3493.56 65 45 15
|
|
53.601 235.783 3496.5 65 45 15
|
|
94.4523 182.029 3492.93 65 45 15
|
|
48.9393 232.375 3494.46 65 45 15
|
|
89.7906 178.621 3490.89 65 45 15
|
|
46.6607 231.01 3488.94 65 45 15
|
|
87.512 177.256 3485.38 65 45 15
|
|
48.0999 232.486 3483.18 65 45 15
|
|
88.9512 178.732 3479.61 65 45 15
|
|
52.414 235.94 3480.54 65 45 15
|
|
93.2653 182.186 3476.97 65 45 15
|
|
57.0757 239.347 3482.58 65 45 15
|
|
97.927 185.593 3479.01 65 45 15
|
|
59.3543 240.713 3488.09 65 45 15
|
|
100.206 186.959 3484.53 65 45 15
|
|
57.9151 239.236 3493.86 65 45 15
|
|
98.7663 185.482 3490.29 65 45 15
|
|
96.2198 179.652 3492.19 65 45 15
|
|
120.218 146.591 3473.15 65 45 15
|
|
91.0404 176.94 3490.37 65 45 15
|
|
115.039 143.88 3471.33 65 45 15
|
|
87.512 177.256 3485.38 65 45 15
|
|
111.51 144.195 3466.33 65 45 15
|
|
87.7014 180.413 3480.13 65 45 15
|
|
111.7 147.352 3461.09 65 45 15
|
|
91.4977 184.563 3477.71 65 45 15
|
|
115.496 151.502 3458.67 65 45 15
|
|
96.6771 187.274 3479.53 65 45 15
|
|
120.676 154.213 3460.49 65 45 15
|
|
100.206 186.959 3484.53 65 45 15
|
|
124.204 153.898 3465.48 65 45 15
|
|
100.016 183.802 3489.77 65 45 15
|
|
124.015 150.741 3470.73 65 45 15
|
|
-12.0711 318.545 3460.48 60 60 15
|
|
-10.5441 317.206 3468.02 60 60 15
|
|
-7.41181 313.651 3474.22 60 60 15
|
|
-3.15118 308.42 3478.14 60 60 15
|
|
1.58919 302.311 3479.19 60 60 15
|
|
6.08761 296.252 3477.2 60 60 15
|
|
9.65926 291.166 3472.48 60 60 15
|
|
-16.0115 314.615 3458.66 60 60 15
|
|
-17.825 309.946 3464.64 60 60 15
|
|
-16.9248 304.165 3469.8 60 60 15
|
|
-13.4479 298.153 3473.36 60 60 15
|
|
-7.92377 292.824 3474.77 60 60 15
|
|
-1.19329 288.991 3473.82 60 60 15
|
|
5.71886 287.237 3470.65 60 60 15
|
|
-16.9372 311.693 3453.66 60 60 15
|
|
-19.5355 304.546 3455.41 60 60 15
|
|
-19.1598 297.11 3457.75 60 60 15
|
|
-15.8671 290.517 3460.32 60 60 15
|
|
-10.1588 285.77 3462.72 60 60 15
|
|
-2.90387 283.592 3464.6 60 60 15
|
|
4.7931 284.315 3465.66 60 60 15
|
|
-14.3061 311.49 3448.43 60 60 15
|
|
-14.6738 304.171 3445.75 60 60 15
|
|
-12.8076 296.62 3445.13 60 60 15
|
|
-8.99149 289.986 3446.65 60 60 15
|
|
-3.80655 285.279 3450.09 60 60 15
|
|
1.95789 283.217 3454.93 60 60 15
|
|
7.42427 284.112 3460.43 60 60 15
|
|
-9.65926 314.125 3446.03 60 60 15
|
|
-6.08761 309.039 3441.31 60 60 15
|
|
-1.58919 302.981 3439.32 60 60 15
|
|
3.15118 296.871 3440.37 60 60 15
|
|
7.41181 291.64 3444.29 60 60 15
|
|
10.5441 288.085 3450.49 60 60 15
|
|
12.0711 286.747 3458.03 60 60 15
|
|
-5.71886 318.054 3447.86 60 60 15
|
|
1.19329 316.3 3444.69 60 60 15
|
|
7.92377 312.467 3443.74 60 60 15
|
|
13.4479 307.139 3445.15 60 60 15
|
|
16.9248 301.126 3448.71 60 60 15
|
|
17.825 295.346 3453.87 60 60 15
|
|
16.0115 290.676 3459.86 60 60 15
|
|
-4.7931 320.976 3452.85 60 60 15
|
|
2.90387 321.699 3453.91 60 60 15
|
|
10.1588 319.521 3455.79 60 60 15
|
|
15.8671 314.775 3458.19 60 60 15
|
|
19.1598 308.181 3460.76 60 60 15
|
|
19.5355 300.745 3463.1 60 60 15
|
|
16.9372 293.598 3464.85 60 60 15
|
|
-7.42427 321.179 3458.08 60 60 15
|
|
-1.95789 322.075 3463.58 60 60 15
|
|
3.80655 320.012 3468.42 60 60 15
|
|
8.99149 315.305 3471.86 60 60 15
|
|
12.8076 308.672 3473.39 60 60 15
|
|
14.6738 301.12 3472.76 60 60 15
|
|
14.3061 293.801 3470.08 60 60 15
|
|
-11.7604 317.463 3452.76 60 60 15
|
|
11.7604 287.829 3465.75 60 60 15
|
|
-1.22454 288.702 3460.48 60 60 15
|
|
-1.22454 294.217 3523.51 60 60 15
|
|
9.03117 291.924 3460.19 60 60 15
|
|
9.03117 297.438 3523.23 60 60 15
|
|
13.9965 301.426 3459.36 60 60 15
|
|
13.9965 306.94 3522.4 60 60 15
|
|
10.7629 311.642 3458.47 60 60 15
|
|
10.7629 317.157 3521.5 60 60 15
|
|
1.22454 316.589 3458.04 60 60 15
|
|
1.22454 322.104 3521.07 60 60 15
|
|
-9.03117 313.368 3458.32 60 60 15
|
|
-9.03117 318.882 3521.35 60 60 15
|
|
-13.9965 303.866 3459.15 60 60 15
|
|
-13.9965 309.38 3522.18 60 60 15
|
|
-10.7629 293.649 3460.04 60 60 15
|
|
-10.7629 299.164 3523.08 60 60 15
|
|
-0.021143 309.131 3536.15 60 60 15
|
|
6.71193 385.915 3530.79 60 60 15
|
|
9.77643 307.993 3532.17 60 60 15
|
|
16.5095 384.777 3526.8 60 60 15
|
|
13.8471 306.953 3522.39 60 60 15
|
|
20.5802 383.737 3517.03 60 60 15
|
|
9.80633 306.621 3512.56 60 60 15
|
|
16.5394 383.405 3507.19 60 60 15
|
|
0.021143 307.19 3508.42 60 60 15
|
|
6.75421 383.974 3503.06 60 60 15
|
|
-9.77643 308.327 3512.41 60 60 15
|
|
-3.04336 385.111 3507.04 60 60 15
|
|
-13.8471 309.367 3522.18 60 60 15
|
|
-7.11403 386.151 3516.82 60 60 15
|
|
-9.80633 309.7 3532.02 60 60 15
|
|
-3.07326 386.484 3526.65 60 60 15
|
|
7.9438 398.773 3516.2 60 60 15
|
|
8.05813 396.8 3478.66 60 60 15
|
|
17.3806 393.869 3516.49 60 60 15
|
|
17.4949 391.897 3478.95 60 60 15
|
|
20.5802 383.737 3517.03 60 60 15
|
|
20.6945 381.765 3479.49 60 60 15
|
|
15.6683 374.313 3517.51 60 60 15
|
|
15.7827 372.341 3479.97 60 60 15
|
|
5.52234 371.116 3517.65 60 60 15
|
|
5.63668 369.144 3480.11 60 60 15
|
|
-3.91442 376.02 3517.36 60 60 15
|
|
-3.80009 374.047 3479.82 60 60 15
|
|
-7.11403 386.151 3516.82 60 60 15
|
|
-6.9997 384.179 3479.28 60 60 15
|
|
-2.2022 395.576 3516.34 60 60 15
|
|
-2.08787 393.604 3478.8 60 60 15
|
|
-3.03084 273.995 3529.25 65 45 15
|
|
-2.66798 279.26 3541.85 65 45 15
|
|
-1.89895 288.925 3551.47 65 45 15
|
|
-0.840818 301.519 3556.64 65 45 15
|
|
0.345321 315.123 3556.59 65 45 15
|
|
1.47889 327.668 3551.31 65 45 15
|
|
2.38731 337.242 3541.62 65 45 15
|
|
6.49829 273.917 3525.48 65 45 15
|
|
14.9396 279.116 3534.87 65 45 15
|
|
21.1064 288.737 3542.34 65 45 15
|
|
24.06 301.315 3546.77 65 45 15
|
|
23.3507 314.935 3547.46 65 45 15
|
|
19.0864 327.524 3544.33 65 45 15
|
|
11.9164 337.165 3537.84 65 45 15
|
|
10.6339 275.374 3516.21 65 45 15
|
|
22.5811 281.808 3517.75 65 45 15
|
|
31.0906 292.254 3519.97 65 45 15
|
|
34.8668 305.121 3522.55 65 45 15
|
|
33.3349 318.452 3525.09 65 45 15
|
|
26.728 330.215 3527.21 65 45 15
|
|
16.052 338.621 3528.57 65 45 15
|
|
6.95334 277.511 3506.88 65 45 15
|
|
15.7804 285.758 3500.51 65 45 15
|
|
22.205 297.415 3497.46 65 45 15
|
|
25.2491 310.708 3498.18 65 45 15
|
|
24.4493 323.613 3502.58 65 45 15
|
|
19.9273 334.166 3509.97 65 45 15
|
|
12.3715 340.759 3519.24 65 45 15
|
|
-2.38731 279.078 3502.96 65 45 15
|
|
-1.47889 288.653 3493.27 65 45 15
|
|
-0.345321 301.197 3487.99 65 45 15
|
|
0.840818 314.802 3487.93 65 45 15
|
|
1.89895 327.396 3493.11 65 45 15
|
|
2.66798 337.061 3502.73 65 45 15
|
|
3.03084 342.326 3515.32 65 45 15
|
|
-11.9164 279.156 3506.74 65 45 15
|
|
-19.0864 288.797 3500.25 65 45 15
|
|
-23.3507 301.385 3497.11 65 45 15
|
|
-24.06 315.006 3497.81 65 45 15
|
|
-21.1064 327.583 3502.23 65 45 15
|
|
-14.9396 337.204 3509.71 65 45 15
|
|
-6.49829 342.404 3519.1 65 45 15
|
|
-16.052 277.699 3516.01 65 45 15
|
|
-26.728 286.105 3517.37 65 45 15
|
|
-33.3349 297.869 3519.48 65 45 15
|
|
-34.8668 311.199 3522.02 65 45 15
|
|
-31.0906 324.067 3524.6 65 45 15
|
|
-22.5811 334.513 3526.83 65 45 15
|
|
-10.6339 340.947 3528.37 65 45 15
|
|
-12.3715 275.562 3525.33 65 45 15
|
|
-19.9273 282.155 3534.6 65 45 15
|
|
-24.4493 292.708 3542 65 45 15
|
|
-25.2491 305.613 3546.39 65 45 15
|
|
-22.205 318.906 3547.12 65 45 15
|
|
-15.7804 330.563 3544.06 65 45 15
|
|
-6.95334 338.809 3537.69 65 45 15
|
|
-2.93228 273.931 3515.6 65 45 15
|
|
2.93228 342.39 3528.98 65 45 15
|
|
-0.192187 306.642 3530.14 65 45 15
|
|
7.28542 393.931 3547.2 65 45 15
|
|
5.49943 306.596 3527.88 65 45 15
|
|
12.977 393.884 3544.94 65 45 15
|
|
7.96956 307.466 3522.35 65 45 15
|
|
15.4472 394.754 3539.41 65 45 15
|
|
5.77122 308.743 3516.78 65 45 15
|
|
13.2488 396.031 3533.84 65 45 15
|
|
0.192187 309.678 3514.44 65 45 15
|
|
7.6698 396.967 3531.49 65 45 15
|
|
-5.49943 309.725 3516.69 65 45 15
|
|
1.97818 397.013 3533.75 65 45 15
|
|
-7.96956 308.855 3522.23 65 45 15
|
|
-0.491949 396.143 3539.29 65 45 15
|
|
-5.77122 307.578 3527.8 65 45 15
|
|
1.70638 394.866 3544.86 65 45 15
|
|
7.53838 396.835 3547.23 65 45 15
|
|
13.3504 462.506 3535.62 65 45 15
|
|
13.1559 395.938 3544.96 65 45 15
|
|
18.9679 461.608 3533.36 65 45 15
|
|
15.4472 394.754 3539.41 65 45 15
|
|
21.2592 460.424 3527.81 65 45 15
|
|
13.07 393.977 3533.82 65 45 15
|
|
18.882 459.647 3522.22 65 45 15
|
|
7.41684 394.062 3531.47 65 45 15
|
|
13.2289 459.732 3519.87 65 45 15
|
|
1.79931 394.959 3533.73 65 45 15
|
|
7.61132 460.63 3522.13 65 45 15
|
|
-0.491949 396.143 3539.29 65 45 15
|
|
5.32006 461.814 3527.68 65 45 15
|
|
1.88525 396.92 3544.88 65 45 15
|
|
7.69726 462.591 3533.27 65 45 15
|
|
13.5953 465.226 3534.6 65 45 15
|
|
17.0911 503.327 3511.63 65 45 15
|
|
19.1411 463.532 3532.64 65 45 15
|
|
22.6369 501.633 3509.67 65 45 15
|
|
21.2592 460.424 3527.81 65 45 15
|
|
24.755 498.525 3504.83 65 45 15
|
|
18.7088 457.724 3522.94 65 45 15
|
|
22.2047 495.824 3499.97 65 45 15
|
|
12.984 457.012 3520.89 65 45 15
|
|
16.4798 495.113 3497.92 65 45 15
|
|
7.43816 458.706 3522.85 65 45 15
|
|
10.934 496.807 3499.88 65 45 15
|
|
5.32006 461.814 3527.68 65 45 15
|
|
8.8159 499.914 3504.71 65 45 15
|
|
7.87042 464.514 3532.55 65 45 15
|
|
11.3663 502.615 3509.58 65 45 15
|
|
-1.73191 288.637 3526.27 60 60 15
|
|
-1.52456 291.646 3533.47 60 60 15
|
|
-1.08511 297.169 3538.96 60 60 15
|
|
-0.480468 304.365 3541.92 60 60 15
|
|
0.197326 312.139 3541.89 60 60 15
|
|
0.845079 319.307 3538.87 60 60 15
|
|
1.36418 324.779 3533.33 60 60 15
|
|
3.71331 288.593 3524.11 60 60 15
|
|
8.53689 291.564 3529.48 60 60 15
|
|
12.0608 297.061 3533.75 60 60 15
|
|
13.7486 304.249 3536.28 60 60 15
|
|
13.3433 312.032 3536.67 60 60 15
|
|
10.9065 319.225 3534.88 60 60 15
|
|
6.8094 324.734 3531.17 60 60 15
|
|
6.0765 289.425 3518.81 60 60 15
|
|
12.9035 293.102 3519.69 60 60 15
|
|
17.7661 299.071 3520.97 60 60 15
|
|
19.9239 306.424 3522.44 60 60 15
|
|
19.0485 314.041 3523.89 60 60 15
|
|
15.2731 320.763 3525.1 60 60 15
|
|
9.17259 325.567 3525.88 60 60 15
|
|
3.97334 290.647 3513.49 60 60 15
|
|
9.01736 295.359 3509.85 60 60 15
|
|
12.6886 302.02 3508.1 60 60 15
|
|
14.4281 309.616 3508.51 60 60 15
|
|
13.971 316.99 3511.03 60 60 15
|
|
11.387 323.02 3515.25 60 60 15
|
|
7.06942 326.788 3520.55 60 60 15
|
|
-1.36418 291.542 3511.24 60 60 15
|
|
-0.845079 297.013 3505.7 60 60 15
|
|
-0.197326 304.182 3502.69 60 60 15
|
|
0.480468 311.956 3502.66 60 60 15
|
|
1.08511 319.152 3505.61 60 60 15
|
|
1.52456 324.675 3511.11 60 60 15
|
|
1.73191 327.683 3518.31 60 60 15
|
|
-6.8094 291.586 3513.4 60 60 15
|
|
-10.9065 297.095 3509.69 60 60 15
|
|
-13.3433 304.289 3507.9 60 60 15
|
|
-13.7486 312.072 3508.3 60 60 15
|
|
-12.0608 319.259 3510.83 60 60 15
|
|
-8.53689 324.757 3515.1 60 60 15
|
|
-3.71331 327.728 3520.47 60 60 15
|
|
-9.17259 290.754 3518.7 60 60 15
|
|
-15.2731 295.557 3519.48 60 60 15
|
|
-19.0485 302.279 3520.69 60 60 15
|
|
-19.9239 309.897 3522.14 60 60 15
|
|
-17.7661 317.25 3523.61 60 60 15
|
|
-12.9035 323.219 3524.88 60 60 15
|
|
-6.0765 326.896 3525.76 60 60 15
|
|
-7.06942 289.532 3524.03 60 60 15
|
|
-11.387 293.3 3529.32 60 60 15
|
|
-13.971 299.33 3533.55 60 60 15
|
|
-14.4281 306.705 3536.06 60 60 15
|
|
-12.6886 314.3 3536.48 60 60 15
|
|
-9.01736 320.962 3534.73 60 60 15
|
|
-3.97334 325.674 3531.09 60 60 15
|
|
-1.67559 288.601 3518.47 60 60 15
|
|
1.67559 327.72 3526.11 60 60 15
|
|
10.2482 317.515 3521.47 60 60 15
|
|
10.2482 322.975 3583.88 60 60 15
|
|
0.606309 321.994 3521.08 60 60 15
|
|
0.606309 327.454 3583.49 60 60 15
|
|
-9.3907 318.369 3521.4 60 60 15
|
|
-9.3907 323.83 3583.8 60 60 15
|
|
-13.8868 308.764 3522.24 60 60 15
|
|
-13.8868 314.224 3584.64 60 60 15
|
|
-10.2482 298.805 3523.11 60 60 15
|
|
-10.2482 304.265 3585.52 60 60 15
|
|
-0.606309 294.326 3523.5 60 60 15
|
|
-0.606309 299.786 3585.91 60 60 15
|
|
9.3907 297.951 3523.18 60 60 15
|
|
9.3907 303.411 3585.59 60 60 15
|
|
13.8868 307.556 3522.34 60 60 15
|
|
13.8868 313.016 3584.75 60 60 15
|
|
0.353796 315.141 3598.36 60 60 15
|
|
-56.0136 263.919 3605.52 60 60 15
|
|
-6.3184 321.837 3593.73 60 60 15
|
|
-62.6858 270.615 3600.89 60 60 15
|
|
-9.28937 323.719 3583.81 60 60 15
|
|
-65.6568 272.497 3590.98 60 60 15
|
|
-6.81874 319.686 3574.41 60 60 15
|
|
-63.1862 268.464 3581.57 60 60 15
|
|
-0.353796 312.1 3571.04 60 60 15
|
|
-56.7212 260.878 3578.2 60 60 15
|
|
6.3184 305.404 3575.66 60 60 15
|
|
-50.049 254.182 3582.82 60 60 15
|
|
9.28937 303.521 3585.58 60 60 15
|
|
-47.0781 252.299 3592.74 60 60 15
|
|
6.81874 307.555 3594.98 60 60 15
|
|
-49.5487 256.333 3602.14 60 60 15
|
|
-66.4803 253.251 3593.62 60 60 15
|
|
-68.3943 248.268 3556.79 60 60 15
|
|
-70.0869 263.071 3592.48 60 60 15
|
|
-72.0009 258.088 3555.65 60 60 15
|
|
-65.6568 272.497 3590.98 60 60 15
|
|
-67.5708 267.514 3554.14 60 60 15
|
|
-55.7851 276.008 3589.99 60 60 15
|
|
-57.6992 271.025 3553.16 60 60 15
|
|
-46.2546 271.546 3590.1 60 60 15
|
|
-48.1686 266.563 3553.26 60 60 15
|
|
-42.648 261.726 3591.24 60 60 15
|
|
-44.562 256.743 3554.41 60 60 15
|
|
-47.0781 252.299 3592.74 60 60 15
|
|
-48.9921 247.316 3555.91 60 60 15
|
|
-56.9497 248.789 3593.73 60 60 15
|
|
-58.8638 243.806 3556.9 60 60 15
|
|
25.6859 337.36 3585.99 65 45 15
|
|
22.7842 335.851 3599.25 65 45 15
|
|
16.4138 330.957 3610.29 65 45 15
|
|
7.54457 323.425 3617.44 65 45 15
|
|
-2.47327 314.399 3619.6 65 45 15
|
|
-12.1146 305.255 3616.45 65 45 15
|
|
-19.9115 297.385 3608.47 65 45 15
|
|
18.4418 343.217 3581.71 65 45 15
|
|
9.39884 346.674 3591.34 65 45 15
|
|
-1.075 345.098 3599.96 65 45 15
|
|
-11.3852 338.73 3606.26 65 45 15
|
|
-19.9621 328.54 3609.27 65 45 15
|
|
-25.4999 316.078 3608.55 65 45 15
|
|
-27.1557 303.242 3604.19 65 45 15
|
|
13.7499 343.446 3572.6 65 45 15
|
|
0.729385 347.096 3574.51 65 45 15
|
|
-12.4022 345.649 3577.96 65 45 15
|
|
-23.6457 339.327 3582.45 65 45 15
|
|
-31.2893 329.091 3587.27 65 45 15
|
|
-34.1694 316.5 3591.71 65 45 15
|
|
-31.8475 303.47 3595.08 65 45 15
|
|
14.3587 337.911 3563.99 65 45 15
|
|
1.85428 336.869 3558.6 65 45 15
|
|
-10.9325 332.288 3557.18 65 45 15
|
|
-22.0548 324.865 3559.96 65 45 15
|
|
-29.8195 315.73 3566.49 65 45 15
|
|
-33.0445 306.274 3575.8 65 45 15
|
|
-31.2387 297.936 3586.47 65 45 15
|
|
19.9115 329.856 3560.93 65 45 15
|
|
12.1146 321.986 3552.94 65 45 15
|
|
2.47327 312.842 3549.79 65 45 15
|
|
-7.54457 303.816 3551.96 65 45 15
|
|
-16.4138 296.283 3559.1 65 45 15
|
|
-22.7842 291.39 3570.15 65 45 15
|
|
-25.6859 289.881 3583.41 65 45 15
|
|
27.1557 323.999 3565.21 65 45 15
|
|
25.4999 311.163 3560.85 65 45 15
|
|
19.9621 298.701 3560.12 65 45 15
|
|
11.3852 288.511 3563.14 65 45 15
|
|
1.075 282.143 3569.43 65 45 15
|
|
-9.39884 280.567 3578.05 65 45 15
|
|
-18.4418 284.024 3587.69 65 45 15
|
|
31.8475 323.771 3574.32 65 45 15
|
|
34.1694 310.741 3577.69 65 45 15
|
|
31.2893 298.15 3582.12 65 45 15
|
|
23.6457 287.914 3586.95 65 45 15
|
|
12.4022 281.591 3591.43 65 45 15
|
|
-0.729385 280.145 3594.89 65 45 15
|
|
-13.7499 283.795 3596.8 65 45 15
|
|
31.2387 329.305 3582.93 65 45 15
|
|
33.0445 320.967 3593.59 65 45 15
|
|
29.8195 311.511 3602.9 65 45 15
|
|
22.0548 302.376 3609.44 65 45 15
|
|
10.9325 294.953 3612.21 65 45 15
|
|
-1.85428 290.371 3610.79 65 45 15
|
|
-14.3587 289.33 3605.4 65 45 15
|
|
24.6772 335.255 3572.53 65 45 15
|
|
-24.6772 291.986 3596.86 65 45 15
|
|
1.72447 315.861 3592.18 65 45 15
|
|
-60.5817 261.237 3622.9 65 45 15
|
|
-2.60233 319.36 3589.63 65 45 15
|
|
-64.9085 264.736 3620.34 65 45 15
|
|
-5.40472 319.496 3584.18 65 45 15
|
|
-67.7109 264.872 3614.9 65 45 15
|
|
-5.0411 316.191 3579.04 65 45 15
|
|
-67.3473 261.567 3609.76 65 45 15
|
|
-1.72447 311.379 3577.21 65 45 15
|
|
-64.0306 256.755 3607.93 65 45 15
|
|
2.60233 307.881 3579.77 65 45 15
|
|
-59.7038 253.257 3610.48 65 45 15
|
|
5.40472 307.745 3585.21 65 45 15
|
|
-56.9014 253.121 3615.93 65 45 15
|
|
5.0411 311.05 3590.35 65 45 15
|
|
-57.265 256.426 3621.07 65 45 15
|
|
-62.6148 259.411 3623.4 65 45 15
|
|
-111.413 214.564 3623.84 65 45 15
|
|
-66.3461 263.444 3620.69 65 45 15
|
|
-115.144 218.597 3621.14 65 45 15
|
|
-67.7109 264.872 3614.9 65 45 15
|
|
-116.509 220.025 3615.34 65 45 15
|
|
-65.9096 262.858 3609.4 65 45 15
|
|
-114.707 218.011 3609.85 65 45 15
|
|
-61.9975 258.582 3607.43 65 45 15
|
|
-110.795 213.735 3607.87 65 45 15
|
|
-58.2662 254.548 3610.13 65 45 15
|
|
-107.064 209.701 3610.57 65 45 15
|
|
-56.9014 253.121 3615.93 65 45 15
|
|
-105.699 208.274 3616.37 65 45 15
|
|
-58.7027 255.135 3621.42 65 45 15
|
|
-107.501 210.288 3621.86 65 45 15
|
|
-113.409 212.687 3623.37 65 45 15
|
|
-143.395 183.809 3608.57 65 45 15
|
|
-116.555 217.27 3620.81 65 45 15
|
|
-146.542 188.392 3606 65 45 15
|
|
-116.509 220.025 3615.34 65 45 15
|
|
-146.496 191.147 3600.54 65 45 15
|
|
-113.296 219.338 3610.17 65 45 15
|
|
-143.283 190.46 3595.37 65 45 15
|
|
-108.799 215.611 3608.33 65 45 15
|
|
-138.786 186.733 3593.53 65 45 15
|
|
-105.653 211.028 3610.9 65 45 15
|
|
-135.639 182.15 3596.1 65 45 15
|
|
-105.699 208.274 3616.37 65 45 15
|
|
-135.686 179.396 3601.56 65 45 15
|
|
-108.912 208.961 3621.53 65 45 15
|
|
-138.899 180.083 3606.73 65 45 15
|
|
14.6777 327.186 3585.43 60 60 15
|
|
13.0195 326.324 3593.01 60 60 15
|
|
9.37932 323.527 3599.32 60 60 15
|
|
4.31118 319.223 3603.41 60 60 15
|
|
-1.4133 314.065 3604.64 60 60 15
|
|
-6.92261 308.84 3602.84 60 60 15
|
|
-11.378 304.343 3598.28 60 60 15
|
|
10.5382 330.533 3582.99 60 60 15
|
|
5.37077 332.508 3588.49 60 60 15
|
|
-0.614287 331.608 3593.42 60 60 15
|
|
-6.50582 327.969 3597.02 60 60 15
|
|
-11.4069 322.146 3598.74 60 60 15
|
|
-14.5714 315.025 3598.32 60 60 15
|
|
-15.5175 307.69 3595.83 60 60 15
|
|
7.8571 330.663 3577.78 60 60 15
|
|
0.416792 332.749 3578.87 60 60 15
|
|
-7.08697 331.923 3580.85 60 60 15
|
|
-13.5118 328.31 3583.41 60 60 15
|
|
-17.8796 322.461 3586.17 60 60 15
|
|
-19.5254 315.266 3588.7 60 60 15
|
|
-18.1986 307.82 3590.63 60 60 15
|
|
8.20498 327.501 3572.86 60 60 15
|
|
1.05959 326.906 3569.78 60 60 15
|
|
-6.24712 324.288 3568.98 60 60 15
|
|
-12.6028 320.046 3570.56 60 60 15
|
|
-17.0397 314.826 3574.3 60 60 15
|
|
-18.8826 309.422 3579.62 60 60 15
|
|
-17.8507 304.658 3585.71 60 60 15
|
|
11.378 322.898 3571.12 60 60 15
|
|
6.92261 318.401 3566.55 60 60 15
|
|
1.4133 313.175 3564.75 60 60 15
|
|
-4.31118 308.018 3565.99 60 60 15
|
|
-9.37932 303.713 3570.07 60 60 15
|
|
-13.0195 300.917 3576.38 60 60 15
|
|
-14.6777 300.055 3583.96 60 60 15
|
|
15.5175 319.551 3573.56 60 60 15
|
|
14.5714 312.216 3571.07 60 60 15
|
|
11.4069 305.095 3570.65 60 60 15
|
|
6.50582 299.272 3572.38 60 60 15
|
|
0.614287 295.633 3575.97 60 60 15
|
|
-5.37077 294.733 3580.9 60 60 15
|
|
-10.5382 296.708 3586.4 60 60 15
|
|
18.1986 319.421 3578.77 60 60 15
|
|
19.5254 311.975 3580.69 60 60 15
|
|
17.8796 304.78 3583.22 60 60 15
|
|
13.5118 298.931 3585.98 60 60 15
|
|
7.08697 295.318 3588.54 60 60 15
|
|
-0.416792 294.492 3590.52 60 60 15
|
|
-7.8571 296.577 3591.61 60 60 15
|
|
17.8507 322.583 3583.69 60 60 15
|
|
18.8826 317.819 3589.78 60 60 15
|
|
17.0397 312.415 3595.1 60 60 15
|
|
12.6028 307.195 3598.84 60 60 15
|
|
6.24712 302.953 3600.42 60 60 15
|
|
-1.05959 300.335 3599.61 60 60 15
|
|
-8.20498 299.74 3596.53 60 60 15
|
|
14.1012 325.983 3577.75 60 60 15
|
|
-14.1012 301.258 3591.65 60 60 15
|
|
-13.75 313.62 3584.7 60 60 15
|
|
-13.75 319.026 3646.49 60 60 15
|
|
-9.72272 303.935 3585.54 60 60 15
|
|
-9.72272 309.341 3647.34 60 60 15
|
|
2.45599e-009 299.923 3585.9 60 60 15
|
|
2.45599e-009 305.329 3647.69 60 60 15
|
|
9.72272 303.935 3585.54 60 60 15
|
|
9.72272 309.341 3647.34 60 60 15
|
|
13.75 313.62 3584.7 60 60 15
|
|
13.75 319.026 3646.49 60 60 15
|
|
9.72272 323.306 3583.85 60 60 15
|
|
9.72272 328.712 3645.64 60 60 15
|
|
-2.59633e-009 327.318 3583.5 60 60 15
|
|
-2.59633e-009 332.724 3645.29 60 60 15
|
|
-9.72272 323.306 3583.85 60 60 15
|
|
-9.72272 328.712 3645.64 60 60 15
|
|
-0.711769 320.21 3660.02 60 60 15
|
|
74.9271 320.556 3663.97 60 60 15
|
|
-0.503297 310.283 3656.89 60 60 15
|
|
75.1356 310.629 3660.84 60 60 15
|
|
2.36342e-009 305.478 3647.67 60 60 15
|
|
75.6389 305.824 3651.62 60 60 15
|
|
0.503297 308.609 3637.76 60 60 15
|
|
76.1422 308.955 3641.71 60 60 15
|
|
0.711769 317.843 3632.96 60 60 15
|
|
76.3506 318.188 3636.91 60 60 15
|
|
0.503297 327.769 3636.08 60 60 15
|
|
76.1422 328.115 3640.03 60 60 15
|
|
-2.37069e-009 332.575 3645.3 60 60 15
|
|
75.6389 332.92 3649.25 60 60 15
|
|
-0.503297 329.443 3655.22 60 60 15
|
|
75.1356 329.789 3659.17 60 60 15
|
|
89.1644 319.496 3651.85 60 60 15
|
|
93.016 316.302 3615.35 60 60 15
|
|
85.2028 309.879 3652.28 60 60 15
|
|
89.0545 306.686 3615.77 60 60 15
|
|
75.6389 305.824 3651.62 60 60 15
|
|
79.4905 302.63 3615.12 60 60 15
|
|
66.0749 309.704 3650.27 60 60 15
|
|
69.9265 306.51 3613.77 60 60 15
|
|
62.1134 319.248 3649.02 60 60 15
|
|
65.965 316.054 3612.51 60 60 15
|
|
66.0749 328.864 3648.6 60 60 15
|
|
69.9265 325.67 3612.09 60 60 15
|
|
75.6389 332.92 3649.25 60 60 15
|
|
79.4905 329.726 3612.75 60 60 15
|
|
85.2028 329.04 3650.6 60 60 15
|
|
89.0545 325.846 3614.09 60 60 15
|
|
-34.8921 319.266 3649.22 65 45 15
|
|
-31.1852 320.411 3662.32 65 45 15
|
|
-22.7307 321.346 3673 65 45 15
|
|
-10.8156 321.928 3679.65 65 45 15
|
|
2.74607 322.067 3681.25 65 45 15
|
|
15.8897 321.744 3677.56 65 45 15
|
|
26.6142 321.008 3669.13 65 45 15
|
|
-33.6798 309.506 3646.33 65 45 15
|
|
-28.9452 302.377 3656.98 65 45 15
|
|
-19.804 297.783 3666.02 65 45 15
|
|
-7.64778 296.423 3672.09 65 45 15
|
|
5.67275 298.505 3674.27 65 45 15
|
|
18.1297 303.71 3672.21 65 45 15
|
|
27.8265 311.247 3666.24 65 45 15
|
|
-30.7532 304.813 3637.7 65 45 15
|
|
-23.5374 293.705 3641.03 65 45 15
|
|
-12.7384 286.453 3645.18 65 45 15
|
|
-5.39583e-008 284.16 3649.54 65 45 15
|
|
12.7384 287.174 3653.43 65 45 15
|
|
23.5374 295.038 3656.26 65 45 15
|
|
30.7532 306.554 3657.61 65 45 15
|
|
-27.8265 307.936 3628.39 65 45 15
|
|
-18.1297 299.476 3623.81 65 45 15
|
|
-5.67275 293.993 3622.7 65 45 15
|
|
7.64778 292.32 3625.2 65 45 15
|
|
19.804 294.714 3630.94 65 45 15
|
|
28.9452 300.809 3639.05 65 45 15
|
|
33.6798 309.677 3648.3 65 45 15
|
|
-26.6142 317.045 3623.84 65 45 15
|
|
-15.8897 316.308 3615.42 65 45 15
|
|
-2.74607 315.985 3611.73 65 45 15
|
|
10.8156 316.125 3613.33 65 45 15
|
|
22.7307 316.707 3619.98 65 45 15
|
|
31.1852 317.642 3630.66 65 45 15
|
|
34.8921 318.787 3643.75 65 45 15
|
|
-27.8265 326.805 3626.74 65 45 15
|
|
-18.1297 334.343 3620.76 65 45 15
|
|
-5.67275 339.548 3618.71 65 45 15
|
|
7.64778 341.63 3620.88 65 45 15
|
|
19.804 340.27 3626.96 65 45 15
|
|
28.9452 335.676 3636 65 45 15
|
|
33.6798 328.547 3646.64 65 45 15
|
|
-30.7532 331.498 3635.37 65 45 15
|
|
-23.5374 343.014 3636.71 65 45 15
|
|
-12.7384 350.878 3639.55 65 45 15
|
|
-6.6325e-008 353.893 3643.44 65 45 15
|
|
12.7384 351.6 3647.79 65 45 15
|
|
23.5374 344.348 3651.95 65 45 15
|
|
30.7532 333.24 3655.28 65 45 15
|
|
-33.6798 328.375 3644.68 65 45 15
|
|
-28.9452 337.244 3653.92 65 45 15
|
|
-19.804 343.339 3662.04 65 45 15
|
|
-7.64778 345.732 3667.78 65 45 15
|
|
5.67275 344.06 3670.28 65 45 15
|
|
18.1297 338.577 3669.16 65 45 15
|
|
27.8265 330.117 3664.59 65 45 15
|
|
-33.287 318.084 3635.71 65 45 15
|
|
33.287 319.969 3657.26 65 45 15
|
|
-2.47214 319.69 3654.07 65 45 15
|
|
80.7404 322.046 3681 65 45 15
|
|
-1.74806 313.86 3652.34 65 45 15
|
|
81.4645 316.216 3679.28 65 45 15
|
|
1.40073e-009 311.057 3647.19 65 45 15
|
|
83.2125 313.413 3674.12 65 45 15
|
|
1.74806 312.922 3641.62 65 45 15
|
|
84.9606 315.279 3668.56 65 45 15
|
|
2.47214 318.363 3638.91 65 45 15
|
|
85.6847 320.72 3665.84 65 45 15
|
|
1.74806 324.193 3640.64 65 45 15
|
|
84.9606 326.549 3667.57 65 45 15
|
|
-1.42596e-009 326.996 3645.79 65 45 15
|
|
83.2125 329.352 3672.73 65 45 15
|
|
-1.74806 325.131 3651.35 65 45 15
|
|
81.4645 327.487 3678.29 65 45 15
|
|
83.3521 322.08 3681.39 65 45 15
|
|
148.963 321.98 3680.25 65 45 15
|
|
83.3112 316.24 3679.55 65 45 15
|
|
148.922 316.141 3678.41 65 45 15
|
|
83.2125 313.413 3674.12 65 45 15
|
|
148.824 313.313 3672.98 65 45 15
|
|
83.1138 315.255 3668.28 65 45 15
|
|
148.725 315.155 3667.14 65 45 15
|
|
83.0729 320.686 3665.45 65 45 15
|
|
148.684 320.586 3664.31 65 45 15
|
|
83.1138 326.525 3667.3 65 45 15
|
|
148.725 326.425 3666.15 65 45 15
|
|
83.2125 329.352 3672.73 65 45 15
|
|
148.824 329.253 3671.58 65 45 15
|
|
83.3112 327.511 3678.56 65 45 15
|
|
148.922 327.411 3677.42 65 45 15
|
|
151.56 321.938 3679.77 65 45 15
|
|
192.669 320.634 3664.87 65 45 15
|
|
150.758 316.111 3678.07 65 45 15
|
|
191.868 314.807 3663.17 65 45 15
|
|
148.824 313.313 3672.98 65 45 15
|
|
189.933 312.009 3658.07 65 45 15
|
|
146.889 315.184 3667.48 65 45 15
|
|
187.998 313.88 3652.57 65 45 15
|
|
146.087 320.628 3664.79 65 45 15
|
|
187.197 319.324 3649.89 65 45 15
|
|
146.889 326.455 3666.49 65 45 15
|
|
187.998 325.151 3651.59 65 45 15
|
|
148.824 329.253 3671.58 65 45 15
|
|
189.933 327.949 3656.68 65 45 15
|
|
150.758 327.382 3677.08 65 45 15
|
|
191.868 326.078 3662.18 65 45 15
|
|
-19.9383 319.163 3648.05 60 60 15
|
|
-17.8201 319.818 3655.53 60 60 15
|
|
-12.989 320.352 3661.64 60 60 15
|
|
-6.18034 320.684 3665.44 60 60 15
|
|
1.56918 320.764 3666.35 60 60 15
|
|
9.07981 320.58 3664.24 60 60 15
|
|
15.2081 320.158 3659.43 60 60 15
|
|
-19.2456 313.586 3646.4 60 60 15
|
|
-16.5401 309.512 3652.48 60 60 15
|
|
-11.3166 306.887 3657.65 60 60 15
|
|
-4.37016 306.11 3661.12 60 60 15
|
|
3.24157 307.3 3662.36 60 60 15
|
|
10.3598 310.274 3661.19 60 60 15
|
|
15.9008 314.581 3657.78 60 60 15
|
|
-17.5732 310.904 3641.47 60 60 15
|
|
-13.45 304.557 3643.37 60 60 15
|
|
-7.27907 300.413 3645.74 60 60 15
|
|
-3.08333e-008 299.103 3648.23 60 60 15
|
|
7.27907 300.825 3650.46 60 60 15
|
|
13.45 305.319 3652.07 60 60 15
|
|
17.5732 311.9 3652.84 60 60 15
|
|
-15.9008 312.689 3636.14 60 60 15
|
|
-10.3598 307.855 3633.53 60 60 15
|
|
-3.24157 304.721 3632.89 60 60 15
|
|
4.37016 303.766 3634.32 60 60 15
|
|
11.3166 305.134 3637.6 60 60 15
|
|
16.5401 308.616 3642.24 60 60 15
|
|
19.2456 313.684 3647.52 60 60 15
|
|
-15.2081 317.894 3633.55 60 60 15
|
|
-9.07981 317.473 3628.74 60 60 15
|
|
-1.56918 317.289 3626.63 60 60 15
|
|
6.18034 317.369 3627.54 60 60 15
|
|
12.989 317.701 3631.34 60 60 15
|
|
17.8201 318.235 3637.44 60 60 15
|
|
19.9383 318.89 3644.93 60 60 15
|
|
-15.9008 323.472 3635.2 60 60 15
|
|
-10.3598 327.779 3631.79 60 60 15
|
|
-3.24157 330.753 3630.61 60 60 15
|
|
4.37016 331.942 3631.86 60 60 15
|
|
11.3166 331.165 3635.33 60 60 15
|
|
16.5401 328.54 3640.5 60 60 15
|
|
19.2456 324.467 3646.58 60 60 15
|
|
-17.5732 326.153 3640.13 60 60 15
|
|
-13.45 332.734 3640.9 60 60 15
|
|
-7.27907 337.228 3642.52 60 60 15
|
|
-3.79e-008 338.95 3644.75 60 60 15
|
|
7.27907 337.64 3647.23 60 60 15
|
|
13.45 333.496 3649.61 60 60 15
|
|
17.5732 327.149 3651.51 60 60 15
|
|
-19.2456 324.369 3645.46 60 60 15
|
|
-16.5401 329.436 3650.74 60 60 15
|
|
-11.3166 332.919 3655.37 60 60 15
|
|
-4.37016 334.287 3658.65 60 60 15
|
|
3.24157 333.331 3660.08 60 60 15
|
|
10.3598 330.198 3659.44 60 60 15
|
|
15.9008 325.364 3656.83 60 60 15
|
|
-19.0211 318.488 3640.33 60 60 15
|
|
19.0211 319.565 3652.65 60 60 15
|
|
10.027 309.873 3647.29 60 60 15
|
|
10.027 315.226 3708.47 60 60 15
|
|
13.5871 319.617 3646.44 60 60 15
|
|
13.5871 324.97 3707.62 60 60 15
|
|
9.18803 329.015 3645.61 60 60 15
|
|
9.18803 334.368 3706.79 60 60 15
|
|
-0.593224 332.562 3645.3 60 60 15
|
|
-0.593224 337.914 3706.48 60 60 15
|
|
-10.027 328.179 3645.69 60 60 15
|
|
-10.027 333.532 3706.87 60 60 15
|
|
-13.5871 318.435 3646.54 60 60 15
|
|
-13.5871 323.788 3707.72 60 60 15
|
|
-9.18803 309.038 3647.36 60 60 15
|
|
-9.18803 314.39 3708.54 60 60 15
|
|
0.593224 305.491 3647.67 60 60 15
|
|
0.593224 310.844 3708.85 60 60 15
|
|
0.691732 324.917 3721.09 60 60 15
|
|
-54.464 375.721 3721.9 60 60 15
|
|
6.91439 331.745 3716.55 60 60 15
|
|
-48.2414 382.549 3717.35 60 60 15
|
|
9.08669 334.258 3706.8 60 60 15
|
|
-46.0691 385.062 3707.61 60 60 15
|
|
5.93613 330.984 3697.57 60 60 15
|
|
-49.2196 381.788 3698.37 60 60 15
|
|
-0.691732 323.841 3694.25 60 60 15
|
|
-55.8475 374.646 3695.05 60 60 15
|
|
-6.91439 317.013 3698.79 60 60 15
|
|
-62.0702 367.818 3699.59 60 60 15
|
|
-9.08669 314.5 3708.53 60 60 15
|
|
-64.2425 365.305 3709.34 60 60 15
|
|
-5.93613 317.774 3717.77 60 60 15
|
|
-61.0919 368.579 3718.58 60 60 15
|
|
-64.9756 384.311 3709.55 60 60 15
|
|
-68.7191 384.579 3673.27 60 60 15
|
|
-55.6742 388.623 3708.63 60 60 15
|
|
-59.4177 388.891 3672.34 60 60 15
|
|
-46.0691 385.062 3707.61 60 60 15
|
|
-49.8126 385.331 3671.32 60 60 15
|
|
-41.7868 375.715 3707.1 60 60 15
|
|
-45.5303 375.983 3670.81 60 60 15
|
|
-45.3359 366.056 3707.39 60 60 15
|
|
-49.0794 366.325 3671.1 60 60 15
|
|
-54.6373 361.744 3708.32 60 60 15
|
|
-58.3808 362.013 3672.03 60 60 15
|
|
-64.2425 365.305 3709.34 60 60 15
|
|
-67.9859 365.573 3673.05 60 60 15
|
|
-68.5247 374.652 3709.85 60 60 15
|
|
-72.2682 374.921 3673.56 60 60 15
|
|
25.7566 301.053 3711.85 65 45 15
|
|
23.1931 304.544 3724.8 65 45 15
|
|
17.0987 311.055 3735.15 65 45 15
|
|
8.40119 319.594 3741.31 65 45 15
|
|
-1.57534 328.862 3742.34 65 45 15
|
|
-11.312 337.447 3738.1 65 45 15
|
|
-19.3266 344.042 3729.23 65 45 15
|
|
31.2134 308.546 3707.47 65 45 15
|
|
33.276 318.389 3716.71 65 45 15
|
|
30.2726 329.143 3724.58 65 45 15
|
|
22.6605 339.173 3729.86 65 45 15
|
|
11.5986 346.95 3731.77 65 45 15
|
|
-1.22915 351.291 3730.01 65 45 15
|
|
-13.8698 351.535 3724.85 65 45 15
|
|
31.5904 312.722 3698.12 65 45 15
|
|
33.9726 326.105 3699.43 65 45 15
|
|
31.1828 339.225 3701.99 65 45 15
|
|
23.6457 350.085 3705.42 65 45 15
|
|
12.5087 357.032 3709.19 65 45 15
|
|
-0.532573 359.007 3712.73 65 45 15
|
|
-13.4928 355.711 3715.49 65 45 15
|
|
26.6667 311.135 3689.27 65 45 15
|
|
24.8748 323.173 3683.08 65 45 15
|
|
19.296 335.395 3680.62 65 45 15
|
|
10.7795 345.939 3682.29 65 45 15
|
|
0.6219 353.202 3687.82 65 45 15
|
|
-9.63034 356.076 3696.37 65 45 15
|
|
-18.4165 354.124 3706.64 65 45 15
|
|
19.3266 304.715 3686.11 65 45 15
|
|
11.312 311.311 3677.23 65 45 15
|
|
1.57534 319.896 3672.99 65 45 15
|
|
-8.40119 329.164 3674.03 65 45 15
|
|
-17.0987 337.703 3680.19 65 45 15
|
|
-23.1931 344.213 3690.53 65 45 15
|
|
-25.7566 347.704 3703.48 65 45 15
|
|
13.8698 297.223 3690.49 65 45 15
|
|
1.22915 297.467 3685.32 65 45 15
|
|
-11.5986 301.808 3683.56 65 45 15
|
|
-22.6605 309.585 3685.47 65 45 15
|
|
-30.2726 319.614 3690.76 65 45 15
|
|
-33.276 330.369 3698.62 65 45 15
|
|
-31.2134 340.212 3707.86 65 45 15
|
|
13.4928 293.047 3699.84 65 45 15
|
|
0.532573 289.75 3702.61 65 45 15
|
|
-12.5087 291.726 3706.15 65 45 15
|
|
-23.6457 298.672 3709.92 65 45 15
|
|
-31.1828 309.532 3713.34 65 45 15
|
|
-33.9726 322.653 3715.91 65 45 15
|
|
-31.5904 336.036 3717.22 65 45 15
|
|
18.4165 294.634 3708.69 65 45 15
|
|
9.63034 292.682 3718.96 65 45 15
|
|
-0.6219 295.556 3727.51 65 45 15
|
|
-10.7795 302.818 3733.04 65 45 15
|
|
-19.296 313.363 3734.71 65 45 15
|
|
-24.8748 325.584 3732.26 65 45 15
|
|
-26.6667 337.623 3726.07 65 45 15
|
|
24.3988 301.113 3698.26 65 45 15
|
|
-24.3988 347.644 3717.07 65 45 15
|
|
1.92027 323.285 3715.36 65 45 15
|
|
-58.4693 380.87 3738.63 65 45 15
|
|
5.17955 327.76 3712.74 65 45 15
|
|
-55.21 385.345 3736.01 65 45 15
|
|
5.40472 330.255 3707.15 65 45 15
|
|
-54.9848 387.839 3730.43 65 45 15
|
|
2.46388 329.307 3701.87 65 45 15
|
|
-57.9257 386.891 3725.14 65 45 15
|
|
-1.92027 325.473 3699.98 65 45 15
|
|
-62.3098 383.057 3723.25 65 45 15
|
|
-5.17955 320.997 3702.59 65 45 15
|
|
-65.5691 378.582 3725.87 65 45 15
|
|
-5.40472 318.503 3708.18 65 45 15
|
|
-65.7943 376.087 3731.46 65 45 15
|
|
-2.46388 319.451 3713.47 65 45 15
|
|
-62.8534 377.035 3736.74 65 45 15
|
|
-60.2866 382.566 3738.92 65 45 15
|
|
-108.181 426.386 3736.22 65 45 15
|
|
-56.4951 386.545 3736.22 65 45 15
|
|
-104.39 430.364 3733.52 65 45 15
|
|
-54.9848 387.839 3730.43 65 45 15
|
|
-102.879 431.658 3727.73 65 45 15
|
|
-56.6406 385.692 3724.94 65 45 15
|
|
-104.535 429.511 3722.24 65 45 15
|
|
-60.4925 381.36 3722.96 65 45 15
|
|
-108.387 425.179 3720.27 65 45 15
|
|
-64.2841 377.382 3725.66 65 45 15
|
|
-112.179 421.201 3722.97 65 45 15
|
|
-65.7943 376.087 3731.46 65 45 15
|
|
-113.689 419.907 3728.76 65 45 15
|
|
-64.1385 378.235 3736.94 65 45 15
|
|
-112.033 422.054 3734.25 65 45 15
|
|
-110.009 428.023 3735.73 65 45 15
|
|
-140.548 454.797 3720.67 65 45 15
|
|
-105.682 431.522 3733.17 65 45 15
|
|
-136.221 458.296 3718.12 65 45 15
|
|
-102.879 431.658 3727.73 65 45 15
|
|
-133.419 458.432 3712.68 65 45 15
|
|
-103.243 428.353 3722.59 65 45 15
|
|
-133.782 455.126 3707.54 65 45 15
|
|
-106.56 423.541 3720.76 65 45 15
|
|
-137.099 450.315 3705.71 65 45 15
|
|
-110.887 420.043 3723.32 65 45 15
|
|
-141.426 446.817 3708.26 65 45 15
|
|
-113.689 419.907 3728.76 65 45 15
|
|
-144.228 446.681 3713.7 65 45 15
|
|
-113.325 423.212 3733.9 65 45 15
|
|
-143.865 449.986 3718.85 65 45 15
|
|
14.718 311.05 3710.06 60 60 15
|
|
13.2532 313.045 3717.46 60 60 15
|
|
9.77069 316.765 3723.37 60 60 15
|
|
4.80068 321.645 3726.89 60 60 15
|
|
-0.900194 326.94 3727.48 60 60 15
|
|
-6.46402 331.846 3725.06 60 60 15
|
|
-11.0438 335.615 3719.99 60 60 15
|
|
17.8362 315.331 3707.56 60 60 15
|
|
19.0149 320.956 3712.84 60 60 15
|
|
17.2987 327.101 3717.33 60 60 15
|
|
12.9489 332.833 3720.35 60 60 15
|
|
6.62776 337.277 3721.44 60 60 15
|
|
-0.702374 339.757 3720.44 60 60 15
|
|
-7.92558 339.897 3717.49 60 60 15
|
|
18.0516 317.718 3702.21 60 60 15
|
|
19.4129 325.365 3702.96 60 60 15
|
|
17.8187 332.863 3704.42 60 60 15
|
|
13.5118 339.068 3706.38 60 60 15
|
|
7.14783 343.038 3708.54 60 60 15
|
|
-0.304328 344.167 3710.56 60 60 15
|
|
-7.71016 342.283 3712.14 60 60 15
|
|
15.2381 316.811 3697.15 60 60 15
|
|
14.2142 323.69 3693.61 60 60 15
|
|
11.0263 330.674 3692.21 60 60 15
|
|
6.15969 336.699 3693.17 60 60 15
|
|
0.355371 340.849 3696.33 60 60 15
|
|
-5.50305 342.491 3701.21 60 60 15
|
|
-10.5237 341.376 3707.08 60 60 15
|
|
11.0438 313.143 3695.35 60 60 15
|
|
6.46402 316.912 3690.28 60 60 15
|
|
0.900194 321.817 3687.85 60 60 15
|
|
-4.80068 327.113 3688.45 60 60 15
|
|
-9.77069 331.993 3691.97 60 60 15
|
|
-13.2532 335.713 3697.88 60 60 15
|
|
-14.718 337.708 3705.28 60 60 15
|
|
7.92558 308.861 3697.85 60 60 15
|
|
0.702374 309.001 3694.9 60 60 15
|
|
-6.62776 311.481 3693.89 60 60 15
|
|
-12.9489 315.925 3694.98 60 60 15
|
|
-17.2987 321.656 3698.01 60 60 15
|
|
-19.0149 327.802 3702.5 60 60 15
|
|
-17.8362 333.426 3707.78 60 60 15
|
|
7.71016 306.475 3703.2 60 60 15
|
|
0.304328 304.591 3704.78 60 60 15
|
|
-7.14783 305.72 3706.8 60 60 15
|
|
-13.5118 309.689 3708.95 60 60 15
|
|
-17.8187 315.895 3710.91 60 60 15
|
|
-19.4129 323.393 3712.38 60 60 15
|
|
-18.0516 331.04 3713.12 60 60 15
|
|
10.5237 307.382 3708.25 60 60 15
|
|
5.50305 306.266 3714.12 60 60 15
|
|
-0.355371 307.909 3719.01 60 60 15
|
|
-6.15969 312.059 3722.17 60 60 15
|
|
-11.0263 318.084 3723.12 60 60 15
|
|
-14.2142 325.068 3721.72 60 60 15
|
|
-15.2381 331.947 3718.18 60 60 15
|
|
13.9422 311.084 3702.29 60 60 15
|
|
-13.9422 337.673 3713.04 60 60 15
|
|
-1.17224 337.727 3706.5 60 60 15
|
|
-1.17224 343.026 3767.07 60 60 15
|
|
-10.3033 332.991 3706.91 60 60 15
|
|
-10.3033 338.291 3767.49 60 60 15
|
|
-13.3988 323.211 3707.77 60 60 15
|
|
-13.3988 328.511 3768.34 60 60 15
|
|
-8.64549 314.115 3708.57 60 60 15
|
|
-8.64549 319.414 3769.14 60 60 15
|
|
1.17224 311.031 3708.84 60 60 15
|
|
1.17224 316.331 3769.41 60 60 15
|
|
10.3033 315.766 3708.42 60 60 15
|
|
10.3033 321.066 3768.99 60 60 15
|
|
13.3988 325.547 3707.57 60 60 15
|
|
13.3988 330.846 3768.14 60 60 15
|
|
8.64549 334.643 3706.77 60 60 15
|
|
8.64549 339.942 3767.34 60 60 15
|
|
-0.101028 331.984 3781.34 60 60 15
|
|
6.34568 259.142 3794.21 60 60 15
|
|
-9.44017 330.492 3777.57 60 60 15
|
|
-2.99346 257.65 3790.44 60 60 15
|
|
-13.2494 328.524 3768.34 60 60 15
|
|
-6.80268 255.682 3781.21 60 60 15
|
|
-9.2973 327.232 3759.05 60 60 15
|
|
-2.85059 254.39 3771.92 60 60 15
|
|
0.101028 327.373 3755.14 60 60 15
|
|
6.54774 254.531 3768.01 60 60 15
|
|
9.44017 328.865 3758.91 60 60 15
|
|
15.8869 256.023 3771.78 60 60 15
|
|
13.2494 330.833 3768.14 60 60 15
|
|
19.6961 257.991 3781.01 60 60 15
|
|
9.2973 332.125 3777.43 60 60 15
|
|
15.744 259.283 3790.3 60 60 15
|
|
7.58827 244.039 3784.55 60 60 15
|
|
8.13495 234.714 3749.66 60 60 15
|
|
-2.11482 246.971 3783.61 60 60 15
|
|
-1.56814 237.646 3748.72 60 60 15
|
|
-6.80268 255.682 3781.21 60 60 15
|
|
-6.256 246.357 3746.32 60 60 15
|
|
-3.72923 265.069 3778.75 60 60 15
|
|
-3.18255 255.744 3743.86 60 60 15
|
|
5.30515 269.634 3777.67 60 60 15
|
|
5.85183 260.309 3742.78 60 60 15
|
|
15.0082 266.702 3778.61 60 60 15
|
|
15.5549 257.377 3743.71 60 60 15
|
|
19.6961 257.991 3781.01 60 60 15
|
|
20.2428 248.666 3746.12 60 60 15
|
|
16.6226 248.604 3783.47 60 60 15
|
|
17.1693 239.279 3748.58 60 60 15
|
|
-3.04755 364.513 3766.73 65 45 15
|
|
-2.76465 362.447 3780.22 65 45 15
|
|
-2.06085 355.393 3791.89 65 45 15
|
|
-1.04332 344.425 3799.97 65 45 15
|
|
0.133059 331.211 3803.21 65 45 15
|
|
1.28918 317.764 3801.13 65 45 15
|
|
2.24903 306.131 3794.04 65 45 15
|
|
-12.3655 362.037 3763.24 65 45 15
|
|
-19.982 357.874 3773.79 65 45 15
|
|
-24.5564 349.418 3783.48 65 45 15
|
|
-25.3923 337.957 3790.86 65 45 15
|
|
-22.3625 325.235 3794.8 65 45 15
|
|
-15.9282 313.19 3794.69 65 45 15
|
|
-7.06892 303.655 3790.55 65 45 15
|
|
-15.9912 357.706 3754.69 65 45 15
|
|
-26.6815 349.871 3757.98 65 45 15
|
|
-33.3097 338.962 3762.83 65 45 15
|
|
-34.8668 326.64 3768.51 65 45 15
|
|
-31.1158 314.78 3774.14 65 45 15
|
|
-22.6276 305.188 3778.88 65 45 15
|
|
-10.6947 299.324 3782 65 45 15
|
|
-11.8009 354.057 3746.07 65 45 15
|
|
-18.9387 343.128 3742.06 65 45 15
|
|
-23.1932 330.151 3742.03 65 45 15
|
|
-23.9168 317.102 3746 65 45 15
|
|
-20.9993 305.968 3753.35 65 45 15
|
|
-14.8848 298.444 3762.96 65 45 15
|
|
-6.50428 295.675 3773.38 65 45 15
|
|
-2.24903 353.226 3742.45 65 45 15
|
|
-1.28918 341.593 3735.36 65 45 15
|
|
-0.133059 328.146 3733.28 65 45 15
|
|
1.04332 314.932 3736.52 65 45 15
|
|
2.06085 303.963 3744.59 65 45 15
|
|
2.76465 296.909 3756.26 65 45 15
|
|
3.04755 294.844 3769.76 65 45 15
|
|
7.06892 355.701 3745.93 65 45 15
|
|
15.9282 346.166 3741.79 65 45 15
|
|
22.3625 334.121 3741.69 65 45 15
|
|
25.3923 321.4 3745.62 65 45 15
|
|
24.5564 309.939 3753 65 45 15
|
|
19.982 301.483 3762.7 65 45 15
|
|
12.3655 297.319 3773.24 65 45 15
|
|
10.6947 360.032 3754.48 65 45 15
|
|
22.6276 354.169 3757.6 65 45 15
|
|
31.1158 344.577 3762.34 65 45 15
|
|
34.8668 332.717 3767.98 65 45 15
|
|
33.3097 320.395 3773.65 65 45 15
|
|
26.6815 309.485 3778.5 65 45 15
|
|
15.9912 301.65 3781.8 65 45 15
|
|
6.50428 363.682 3763.1 65 45 15
|
|
14.8848 360.913 3773.52 65 45 15
|
|
20.9993 353.388 3783.14 65 45 15
|
|
23.9168 342.254 3790.49 65 45 15
|
|
23.1932 329.206 3794.45 65 45 15
|
|
18.9387 316.229 3794.42 65 45 15
|
|
11.8009 305.3 3790.41 65 45 15
|
|
-2.86649 361.274 3753.46 65 45 15
|
|
2.86649 298.082 3783.02 65 45 15
|
|
-0.238472 333.049 3775.49 65 45 15
|
|
6.78613 255.62 3811.71 65 45 15
|
|
-5.80395 331.571 3773.41 65 45 15
|
|
1.22064 254.141 3809.63 65 45 15
|
|
-7.96956 328.984 3768.3 65 45 15
|
|
-0.94496 251.555 3804.52 65 45 15
|
|
-5.4667 326.804 3763.16 65 45 15
|
|
1.55789 249.375 3799.38 65 45 15
|
|
0.238472 326.308 3760.99 65 45 15
|
|
7.26307 248.879 3797.21 65 45 15
|
|
5.80395 327.786 3763.07 65 45 15
|
|
12.8286 250.357 3799.29 65 45 15
|
|
7.96956 330.373 3768.18 65 45 15
|
|
14.9942 252.944 3804.4 65 45 15
|
|
5.4667 332.553 3773.33 65 45 15
|
|
12.4913 255.124 3809.55 65 45 15
|
|
6.98811 253.361 3812.39 65 45 15
|
|
12.587 189.902 3821.32 65 45 15
|
|
1.36347 252.544 3810.11 65 45 15
|
|
6.96235 189.086 3819.04 65 45 15
|
|
-0.94496 251.555 3804.52 65 45 15
|
|
4.65392 188.096 3813.46 65 45 15
|
|
1.41507 250.972 3798.9 65 45 15
|
|
7.01395 187.513 3807.84 65 45 15
|
|
7.06109 251.137 3796.54 65 45 15
|
|
12.66 187.679 3805.47 65 45 15
|
|
12.6857 251.954 3798.82 65 45 15
|
|
18.2846 188.496 3807.75 65 45 15
|
|
14.9942 252.944 3804.4 65 45 15
|
|
20.593 189.485 3813.33 65 45 15
|
|
12.6341 253.526 3810.02 65 45 15
|
|
18.233 190.068 3818.95 65 45 15
|
|
12.7922 187.546 3821.3 65 45 15
|
|
16.4188 145.347 3814.57 65 45 15
|
|
7.10742 187.42 3819.02 65 45 15
|
|
10.7341 145.22 3812.3 65 45 15
|
|
4.65392 188.096 3813.46 65 45 15
|
|
8.28061 145.896 3806.73 65 45 15
|
|
6.86888 189.179 3807.85 65 45 15
|
|
10.4956 146.98 3801.13 65 45 15
|
|
12.4548 190.035 3805.49 65 45 15
|
|
16.0815 147.835 3798.77 65 45 15
|
|
18.1395 190.161 3807.76 65 45 15
|
|
21.7662 147.962 3801.04 65 45 15
|
|
20.593 189.485 3813.33 65 45 15
|
|
24.2197 147.286 3806.61 65 45 15
|
|
18.3781 188.402 3818.94 65 45 15
|
|
22.0048 146.202 3812.22 65 45 15
|
|
-1.74146 349.584 3767.38 60 60 15
|
|
-1.5798 348.404 3775.09 60 60 15
|
|
-1.17763 344.373 3781.76 60 60 15
|
|
-0.59618 338.105 3786.37 60 60 15
|
|
0.0760336 330.554 3788.22 60 60 15
|
|
0.736672 322.87 3787.03 60 60 15
|
|
1.28516 316.222 3782.98 60 60 15
|
|
-7.066 348.169 3765.38 60 60 15
|
|
-11.4183 345.79 3771.41 60 60 15
|
|
-14.0322 340.958 3776.95 60 60 15
|
|
-14.5099 334.409 3781.17 60 60 15
|
|
-12.7786 327.14 3783.42 60 60 15
|
|
-9.1018 320.257 3783.35 60 60 15
|
|
-4.03938 314.808 3780.99 60 60 15
|
|
-9.13785 345.694 3760.5 60 60 15
|
|
-15.2466 341.217 3762.38 60 60 15
|
|
-19.0341 334.983 3765.15 60 60 15
|
|
-19.9239 327.942 3768.39 60 60 15
|
|
-17.7804 321.165 3771.61 60 60 15
|
|
-12.9301 315.684 3774.32 60 60 15
|
|
-6.11124 312.333 3776.1 60 60 15
|
|
-6.74335 343.609 3755.57 60 60 15
|
|
-10.8221 337.364 3753.28 60 60 15
|
|
-13.2533 329.948 3753.27 60 60 15
|
|
-13.6668 322.492 3755.53 60 60 15
|
|
-11.9996 316.13 3759.73 60 60 15
|
|
-8.50562 311.83 3765.23 60 60 15
|
|
-3.71673 310.248 3771.18 60 60 15
|
|
-1.28516 343.134 3753.5 60 60 15
|
|
-0.736672 336.487 3749.45 60 60 15
|
|
-0.0760336 328.803 3748.26 60 60 15
|
|
0.59618 321.252 3750.11 60 60 15
|
|
1.17763 314.984 3754.73 60 60 15
|
|
1.5798 310.953 3761.39 60 60 15
|
|
1.74146 309.773 3769.11 60 60 15
|
|
4.03938 344.549 3755.49 60 60 15
|
|
9.1018 339.1 3753.13 60 60 15
|
|
12.7786 332.217 3753.07 60 60 15
|
|
14.5099 324.948 3755.32 60 60 15
|
|
14.0322 318.399 3759.53 60 60 15
|
|
11.4183 313.567 3765.07 60 60 15
|
|
7.066 311.188 3771.1 60 60 15
|
|
6.11124 347.023 3760.38 60 60 15
|
|
12.9301 343.673 3762.16 60 60 15
|
|
17.7804 338.192 3764.87 60 60 15
|
|
19.9239 331.415 3768.09 60 60 15
|
|
19.0341 324.373 3771.33 60 60 15
|
|
15.2466 318.14 3774.11 60 60 15
|
|
9.13785 313.662 3775.99 60 60 15
|
|
3.71673 349.109 3765.3 60 60 15
|
|
8.50562 347.527 3771.26 60 60 15
|
|
11.9996 343.227 3776.75 60 60 15
|
|
13.6668 336.865 3780.95 60 60 15
|
|
13.2533 329.408 3783.22 60 60 15
|
|
10.8221 321.993 3783.2 60 60 15
|
|
6.74335 315.748 3780.91 60 60 15
|
|
-1.63799 347.733 3759.8 60 60 15
|
|
1.63799 311.623 3776.69 60 60 15
|
|
-8.09653 319.167 3769.16 60 60 15
|
|
-8.09653 324.414 3829.13 60 60 15
|
|
1.736 316.542 3769.39 60 60 15
|
|
1.736 321.789 3829.36 60 60 15
|
|
10.5516 321.613 3768.95 60 60 15
|
|
10.5516 326.86 3828.92 60 60 15
|
|
13.1862 331.408 3768.09 60 60 15
|
|
13.1862 336.655 3828.06 60 60 15
|
|
8.09653 340.19 3767.32 60 60 15
|
|
8.09653 345.437 3827.3 60 60 15
|
|
-1.736 342.814 3767.09 60 60 15
|
|
-1.736 348.061 3827.07 60 60 15
|
|
-10.5516 337.744 3767.54 60 60 15
|
|
-10.5516 342.991 3827.51 60 60 15
|
|
-13.1862 327.949 3768.39 60 60 15
|
|
-13.1862 333.196 3828.37 60 60 15
|
|
-0.836773 334.979 3841.34 60 60 15
|
|
43.6712 393.432 3843.94 60 60 15
|
|
6.78527 329.324 3837.99 60 60 15
|
|
51.2933 387.777 3840.59 60 60 15
|
|
10.4326 326.951 3828.91 60 60 15
|
|
54.9406 385.404 3831.51 60 60 15
|
|
7.96865 329.249 3819.43 60 60 15
|
|
52.4766 387.702 3822.03 60 60 15
|
|
0.836773 334.872 3815.09 60 60 15
|
|
45.3448 393.325 3817.69 60 60 15
|
|
-6.78527 340.527 3818.44 60 60 15
|
|
37.7227 398.98 3821.04 60 60 15
|
|
-10.4326 342.9 3827.52 60 60 15
|
|
34.0754 401.353 3830.12 60 60 15
|
|
-7.96865 340.602 3837 60 60 15
|
|
36.5393 399.055 3839.6 60 60 15
|
|
52.3383 403.782 3832.65 60 60 15
|
|
56.8649 406.61 3797.29 60 60 15
|
|
57.4218 395.096 3832.61 60 60 15
|
|
61.9484 397.924 3797.24 60 60 15
|
|
54.9406 385.404 3831.51 60 60 15
|
|
59.4672 388.231 3796.15 60 60 15
|
|
46.3481 380.383 3830.01 60 60 15
|
|
50.8747 383.21 3794.65 60 60 15
|
|
36.6777 382.974 3828.98 60 60 15
|
|
41.2043 385.802 3793.62 60 60 15
|
|
31.5942 391.661 3829.02 60 60 15
|
|
36.1208 394.488 3793.66 60 60 15
|
|
34.0754 401.353 3830.12 60 60 15
|
|
38.602 404.181 3794.75 60 60 15
|
|
42.6679 406.374 3831.62 60 60 15
|
|
47.1945 409.202 3796.25 60 60 15
|
|
-21.2993 307.353 3831.55 65 45 15
|
|
-19.4646 310.896 3844.61 65 45 15
|
|
-14.6665 318.097 3855.17 65 45 15
|
|
-7.63562 327.86 3861.63 65 45 15
|
|
0.557743 338.699 3863.01 65 45 15
|
|
8.6662 348.963 3859.08 65 45 15
|
|
15.4553 357.09 3850.46 65 45 15
|
|
-12.9297 302.401 3828.3 65 45 15
|
|
-3.99952 301.746 3838.61 65 45 15
|
|
5.53956 306.143 3847.34 65 45 15
|
|
14.2353 314.921 3853.16 65 45 15
|
|
20.7638 326.744 3855.18 65 45 15
|
|
24.1313 339.814 3853.09 65 45 15
|
|
23.8249 352.139 3847.22 65 45 15
|
|
-7.75121 301.934 3819.47 65 45 15
|
|
5.5691 300.883 3822.29 65 45 15
|
|
18.0416 305.015 3826.01 65 45 15
|
|
27.7674 313.7 3830.07 65 45 15
|
|
33.2658 325.616 3833.85 65 45 15
|
|
33.6999 338.95 3836.77 65 45 15
|
|
29.0034 351.671 3838.38 65 45 15
|
|
-8.79734 306.225 3810.22 65 45 15
|
|
3.6361 308.812 3805.2 65 45 15
|
|
15.516 315.374 3803.68 65 45 15
|
|
25.0337 324.913 3805.9 65 45 15
|
|
30.7403 335.976 3811.51 65 45 15
|
|
31.7669 346.879 3819.67 65 45 15
|
|
27.9573 355.962 3829.13 65 45 15
|
|
-15.4553 312.761 3805.97 65 45 15
|
|
-8.6662 320.888 3797.35 65 45 15
|
|
-0.557743 331.152 3793.42 65 45 15
|
|
7.63562 341.991 3794.8 65 45 15
|
|
14.6665 351.754 3801.26 65 45 15
|
|
19.4646 358.955 3811.82 65 45 15
|
|
21.2993 362.498 3824.88 65 45 15
|
|
-23.8249 317.712 3809.21 65 45 15
|
|
-24.1313 330.037 3803.34 65 45 15
|
|
-20.7638 343.106 3801.25 65 45 15
|
|
-14.2353 354.93 3803.27 65 45 15
|
|
-5.53956 363.708 3809.09 65 45 15
|
|
3.99952 368.104 3817.82 65 45 15
|
|
12.9297 367.449 3828.13 65 45 15
|
|
-29.0034 318.179 3818.05 65 45 15
|
|
-33.6999 330.901 3819.66 65 45 15
|
|
-33.2658 344.234 3822.58 65 45 15
|
|
-27.7674 356.151 3826.36 65 45 15
|
|
-18.0416 364.836 3830.42 65 45 15
|
|
-5.5691 368.968 3834.14 65 45 15
|
|
7.75121 367.917 3836.96 65 45 15
|
|
-27.9573 313.889 3827.3 65 45 15
|
|
-31.7669 322.972 3836.76 65 45 15
|
|
-30.7403 333.875 3844.92 65 45 15
|
|
-25.0337 344.938 3850.53 65 45 15
|
|
-15.516 354.477 3852.75 65 45 15
|
|
-3.6361 361.039 3851.23 65 45 15
|
|
8.79734 363.626 3846.21 65 45 15
|
|
-19.8915 308.008 3817.98 65 45 15
|
|
19.8915 361.843 3838.45 65 45 15
|
|
-1.74528 333.311 3835.85 65 45 15
|
|
46.518 398.622 3860.69 65 45 15
|
|
3.25378 330.353 3833.92 65 45 15
|
|
51.5171 395.664 3858.75 65 45 15
|
|
6.34683 330.074 3828.64 65 45 15
|
|
54.6101 395.385 3853.48 65 45 15
|
|
5.72199 332.637 3823.11 65 45 15
|
|
53.9853 397.948 3847.95 65 45 15
|
|
1.74528 336.54 3820.58 65 45 15
|
|
50.0086 401.851 3845.41 65 45 15
|
|
-3.25378 339.498 3822.51 65 45 15
|
|
45.0095 404.809 3847.35 65 45 15
|
|
-6.34683 339.777 3827.79 65 45 15
|
|
41.9165 405.088 3852.63 65 45 15
|
|
-5.72199 337.214 3833.32 65 45 15
|
|
42.5413 402.525 3858.15 65 45 15
|
|
47.8389 400.38 3861.04 65 45 15
|
|
86.4641 451.01 3862.18 65 45 15
|
|
52.4511 396.907 3859 65 45 15
|
|
91.0763 447.537 3860.14 65 45 15
|
|
54.6101 395.385 3853.48 65 45 15
|
|
93.2353 446.015 3854.62 65 45 15
|
|
53.0513 396.704 3847.7 65 45 15
|
|
91.6765 447.334 3848.85 65 45 15
|
|
48.6878 400.093 3845.06 65 45 15
|
|
87.313 450.723 3846.21 65 45 15
|
|
44.0756 403.566 3847.1 65 45 15
|
|
82.7008 454.195 3848.25 65 45 15
|
|
41.9165 405.088 3852.63 65 45 15
|
|
80.5417 455.718 3853.77 65 45 15
|
|
43.4753 403.769 3858.4 65 45 15
|
|
82.1005 454.398 3859.54 65 45 15
|
|
87.8178 452.757 3861.91 65 45 15
|
|
113.191 484.992 3850.96 65 45 15
|
|
92.0335 448.773 3859.95 65 45 15
|
|
117.407 481.008 3849 65 45 15
|
|
93.2353 446.015 3854.62 65 45 15
|
|
118.609 478.25 3843.66 65 45 15
|
|
90.7193 446.098 3849.04 65 45 15
|
|
116.093 478.334 3838.08 65 45 15
|
|
85.9593 448.975 3846.48 65 45 15
|
|
111.333 481.211 3835.52 65 45 15
|
|
81.7436 452.96 3848.44 65 45 15
|
|
107.117 485.195 3837.48 65 45 15
|
|
80.5417 455.718 3853.77 65 45 15
|
|
105.915 487.953 3842.82 65 45 15
|
|
83.0577 455.634 3859.35 65 45 15
|
|
108.431 487.869 3848.4 65 45 15
|
|
-12.1711 319.17 3830.12 60 60 15
|
|
-11.1226 321.194 3837.58 60 60 15
|
|
-8.38087 325.309 3843.62 60 60 15
|
|
-4.36321 330.888 3847.31 60 60 15
|
|
0.31871 337.082 3848.1 60 60 15
|
|
4.95211 342.947 3845.85 60 60 15
|
|
8.8316 347.591 3840.93 60 60 15
|
|
-7.38841 316.34 3828.27 60 60 15
|
|
-2.28544 315.966 3834.16 60 60 15
|
|
3.16546 318.478 3839.15 60 60 15
|
|
8.13445 323.494 3842.47 60 60 15
|
|
11.865 330.251 3843.62 60 60 15
|
|
13.7893 337.719 3842.43 60 60 15
|
|
13.6142 344.762 3839.07 60 60 15
|
|
-4.42926 316.073 3823.22 60 60 15
|
|
3.18234 315.473 3824.83 60 60 15
|
|
10.3095 317.834 3826.96 60 60 15
|
|
15.8671 322.797 3829.28 60 60 15
|
|
19.0091 329.606 3831.43 60 60 15
|
|
19.2571 337.225 3833.1 60 60 15
|
|
16.5734 344.495 3834.02 60 60 15
|
|
-5.02705 318.525 3817.93 60 60 15
|
|
2.07777 320.003 3815.06 60 60 15
|
|
8.86627 323.753 3814.19 60 60 15
|
|
14.305 329.204 3815.46 60 60 15
|
|
17.5659 335.526 3818.67 60 60 15
|
|
18.1525 341.756 3823.33 60 60 15
|
|
15.9756 346.946 3828.74 60 60 15
|
|
-8.8316 322.26 3815.5 60 60 15
|
|
-4.95211 326.904 3810.58 60 60 15
|
|
-0.31871 332.769 3808.33 60 60 15
|
|
4.36321 338.963 3809.12 60 60 15
|
|
8.38087 344.542 3812.81 60 60 15
|
|
11.1226 348.657 3818.85 60 60 15
|
|
12.1711 350.681 3826.31 60 60 15
|
|
-13.6142 325.089 3817.36 60 60 15
|
|
-13.7893 332.132 3814 60 60 15
|
|
-11.865 339.6 3812.81 60 60 15
|
|
-8.13445 346.357 3813.96 60 60 15
|
|
-3.16546 351.373 3817.29 60 60 15
|
|
2.28544 353.885 3822.27 60 60 15
|
|
7.38841 353.511 3828.16 60 60 15
|
|
-16.5734 325.356 3822.41 60 60 15
|
|
-19.2571 332.625 3823.33 60 60 15
|
|
-19.0091 340.245 3825 60 60 15
|
|
-15.8671 347.054 3827.15 60 60 15
|
|
-10.3095 352.017 3829.47 60 60 15
|
|
-3.18234 354.378 3831.6 60 60 15
|
|
4.42926 353.778 3833.21 60 60 15
|
|
-15.9756 322.904 3827.69 60 60 15
|
|
-18.1525 328.095 3833.1 60 60 15
|
|
-17.5659 334.325 3837.76 60 60 15
|
|
-14.305 340.647 3840.97 60 60 15
|
|
-8.86627 346.098 3842.24 60 60 15
|
|
-2.07777 349.848 3841.37 60 60 15
|
|
5.02705 351.326 3838.5 60 60 15
|
|
-11.3666 319.544 3822.37 60 60 15
|
|
11.3666 350.307 3834.06 60 60 15
|
|
12.9502 337.2 3828.02 60 60 15
|
|
12.9502 342.395 3887.4 60 60 15
|
|
7.54253 345.656 3827.28 60 60 15
|
|
7.54253 350.851 3886.66 60 60 15
|
|
-2.28347 347.826 3827.09 60 60 15
|
|
-2.28347 353.021 3886.47 60 60 15
|
|
-10.7718 342.439 3827.56 60 60 15
|
|
-10.7718 347.634 3886.94 60 60 15
|
|
-12.9502 332.651 3828.41 60 60 15
|
|
-12.9502 337.846 3887.79 60 60 15
|
|
-7.54253 324.195 3829.15 60 60 15
|
|
-7.54253 329.39 3888.53 60 60 15
|
|
2.28347 322.024 3829.34 60 60 15
|
|
2.28347 327.22 3888.72 60 60 15
|
|
10.7718 327.412 3828.87 60 60 15
|
|
10.7718 332.607 3888.25 60 60 15
|
|
1.56023 341.519 3900.43 60 60 15
|
|
-69.5869 329.795 3910.36 60 60 15
|
|
-0.492991 350.128 3895.88 60 60 15
|
|
-71.6401 338.403 3905.81 60 60 15
|
|
-2.25743 352.874 3886.48 60 60 15
|
|
-73.4045 341.15 3896.41 60 60 15
|
|
-2.69949 348.15 3877.73 60 60 15
|
|
-73.8466 336.425 3887.66 60 60 15
|
|
-1.56023 338.722 3874.77 60 60 15
|
|
-72.7073 326.998 3884.7 60 60 15
|
|
0.492991 330.113 3879.31 60 60 15
|
|
-70.6541 318.389 3889.24 60 60 15
|
|
2.25743 327.367 3888.71 60 60 15
|
|
-68.8897 315.642 3898.64 60 60 15
|
|
2.69949 332.091 3897.46 60 60 15
|
|
-68.4476 320.367 3907.39 60 60 15
|
|
-83.5693 326.488 3900.85 60 60 15
|
|
-92.0056 322.012 3866.75 60 60 15
|
|
-81.5272 336.065 3899.09 60 60 15
|
|
-89.9635 331.589 3864.99 60 60 15
|
|
-73.4045 341.15 3896.41 60 60 15
|
|
-81.8409 336.674 3862.31 60 60 15
|
|
-63.9595 338.764 3894.39 60 60 15
|
|
-72.3958 334.287 3860.29 60 60 15
|
|
-58.7249 330.304 3894.2 60 60 15
|
|
-67.1612 325.828 3860.1 60 60 15
|
|
-60.767 320.727 3895.96 60 60 15
|
|
-69.2034 316.251 3861.87 60 60 15
|
|
-68.8897 315.642 3898.64 60 60 15
|
|
-77.326 311.166 3864.54 60 60 15
|
|
-78.3347 318.029 3900.66 60 60 15
|
|
-86.771 313.552 3866.57 60 60 15
|
|
34.467 346.201 3887.37 65 45 15
|
|
31.7282 346.886 3900.73 65 45 15
|
|
24.1591 346.54 3912.09 65 45 15
|
|
12.912 345.217 3919.72 65 45 15
|
|
-0.300789 343.118 3922.47 65 45 15
|
|
-13.4678 340.563 3919.9 65 45 15
|
|
-24.5845 337.94 3912.41 65 45 15
|
|
31.3751 354.922 3882.96 65 45 15
|
|
26.0152 362.999 3892.57 65 45 15
|
|
16.6947 367.593 3901.44 65 45 15
|
|
4.83262 368.004 3908.19 65 45 15
|
|
-7.7652 364.171 3911.81 65 45 15
|
|
-19.1808 356.676 3911.74 65 45 15
|
|
-27.6764 346.66 3908 65 45 15
|
|
27.1999 357.391 3873.92 65 45 15
|
|
18.3004 367.562 3875.89 65 45 15
|
|
6.61491 373.555 3879.63 65 45 15
|
|
-6.07769 374.458 3884.59 65 45 15
|
|
-17.845 370.133 3890.01 65 45 15
|
|
-26.8956 361.239 3895.05 65 45 15
|
|
-31.8516 349.13 3898.97 65 45 15
|
|
24.3872 352.164 3865.57 65 45 15
|
|
13.1032 357.902 3860.45 65 45 15
|
|
-0.175678 360.934 3859.46 65 45 15
|
|
-13.4278 360.797 3862.75 65 45 15
|
|
-24.6356 357.512 3869.83 65 45 15
|
|
-32.0929 351.579 3879.61 65 45 15
|
|
-34.6643 343.902 3890.61 65 45 15
|
|
24.5845 342.301 3862.78 65 45 15
|
|
13.4678 339.678 3855.29 65 45 15
|
|
0.300789 337.123 3852.73 65 45 15
|
|
-12.912 335.024 3855.47 65 45 15
|
|
-24.1591 333.701 3863.1 65 45 15
|
|
-31.7282 333.355 3874.46 65 45 15
|
|
-34.467 334.04 3887.82 65 45 15
|
|
27.6764 333.581 3867.19 65 45 15
|
|
19.1808 323.565 3863.45 65 45 15
|
|
7.7652 316.07 3863.38 65 45 15
|
|
-4.83262 312.237 3867 65 45 15
|
|
-16.6947 312.648 3873.75 65 45 15
|
|
-26.0152 317.242 3882.62 65 45 15
|
|
-31.3751 325.319 3892.23 65 45 15
|
|
31.8516 331.111 3876.22 65 45 15
|
|
26.8956 319.002 3880.14 65 45 15
|
|
17.845 310.108 3885.18 65 45 15
|
|
6.07769 305.783 3890.6 65 45 15
|
|
-6.61491 306.686 3895.56 65 45 15
|
|
-18.3004 312.679 3899.3 65 45 15
|
|
-27.1999 322.85 3901.27 65 45 15
|
|
34.6643 336.339 3884.58 65 45 15
|
|
32.0929 328.662 3895.58 65 45 15
|
|
24.6356 322.729 3905.36 65 45 15
|
|
13.4278 319.444 3912.44 65 45 15
|
|
0.175678 319.307 3915.73 65 45 15
|
|
-13.1032 322.339 3914.74 65 45 15
|
|
-24.3872 328.077 3909.62 65 45 15
|
|
31.9584 344.591 3874.04 65 45 15
|
|
-31.9584 335.65 3901.15 65 45 15
|
|
2.95132 341.285 3894.94 65 45 15
|
|
-73.8227 330.545 3927.5 65 45 15
|
|
1.1046 346.494 3892.3 65 45 15
|
|
-75.6694 335.753 3924.86 65 45 15
|
|
-1.38919 347.969 3886.91 65 45 15
|
|
-78.1632 337.228 3919.47 65 45 15
|
|
-3.0692 344.847 3881.92 65 45 15
|
|
-79.8432 334.106 3914.47 65 45 15
|
|
-2.95132 338.956 3880.25 65 45 15
|
|
-79.7253 328.215 3912.81 65 45 15
|
|
-1.1046 333.747 3882.89 65 45 15
|
|
-77.8786 323.006 3915.44 65 45 15
|
|
1.38919 332.272 3888.28 65 45 15
|
|
-75.3848 321.531 3920.84 65 45 15
|
|
3.0692 335.394 3893.27 65 45 15
|
|
-73.7048 324.654 3925.83 65 45 15
|
|
-75.8139 330.241 3928.05 65 45 15
|
|
-137.454 320.083 3936.65 65 45 15
|
|
-77.0774 335.538 3925.25 65 45 15
|
|
-138.717 325.381 3933.85 65 45 15
|
|
-78.1632 337.228 3919.47 65 45 15
|
|
-139.803 327.071 3928.07 65 45 15
|
|
-78.4352 334.321 3914.08 65 45 15
|
|
-140.075 324.163 3922.69 65 45 15
|
|
-77.7341 328.519 3912.26 65 45 15
|
|
-139.374 318.362 3920.86 65 45 15
|
|
-76.4706 323.222 3915.05 65 45 15
|
|
-138.11 313.064 3923.66 65 45 15
|
|
-75.3848 321.531 3920.84 65 45 15
|
|
-137.024 311.374 3929.44 65 45 15
|
|
-75.1128 324.439 3926.22 65 45 15
|
|
-136.752 314.281 3934.82 65 45 15
|
|
-139.51 319.72 3936.66 65 45 15
|
|
-180.509 312.009 3931.47 65 45 15
|
|
-140.171 325.124 3933.86 65 45 15
|
|
-181.17 317.412 3928.66 65 45 15
|
|
-139.803 327.071 3928.07 65 45 15
|
|
-180.802 319.359 3922.87 65 45 15
|
|
-138.621 324.42 3922.68 65 45 15
|
|
-179.619 316.708 3917.48 65 45 15
|
|
-137.317 318.724 3920.85 65 45 15
|
|
-178.316 311.013 3915.65 65 45 15
|
|
-136.656 313.321 3923.65 65 45 15
|
|
-177.655 305.609 3918.45 65 45 15
|
|
-137.024 311.374 3929.44 65 45 15
|
|
-178.023 303.662 3924.24 65 45 15
|
|
-138.207 314.025 3934.83 65 45 15
|
|
-179.205 306.313 3929.63 65 45 15
|
|
19.6954 343.595 3887.47 60 60 15
|
|
18.1304 343.986 3895.1 60 60 15
|
|
13.8052 343.789 3901.59 60 60 15
|
|
7.37831 343.033 3905.95 60 60 15
|
|
-0.171879 341.833 3907.52 60 60 15
|
|
-7.6959 340.373 3906.05 60 60 15
|
|
-14.0483 338.875 3901.78 60 60 15
|
|
17.9286 348.578 3884.94 60 60 15
|
|
14.8658 353.194 3890.44 60 60 15
|
|
9.53984 355.819 3895.5 60 60 15
|
|
2.7615 356.054 3899.36 60 60 15
|
|
-4.43726 353.863 3901.43 60 60 15
|
|
-10.9605 349.581 3901.39 60 60 15
|
|
-15.8151 343.858 3899.25 60 60 15
|
|
15.5428 349.99 3879.78 60 60 15
|
|
10.4574 355.801 3880.91 60 60 15
|
|
3.77995 359.226 3883.05 60 60 15
|
|
-3.47296 359.742 3885.88 60 60 15
|
|
-10.1971 357.27 3888.97 60 60 15
|
|
-15.3689 352.188 3891.86 60 60 15
|
|
-18.2009 345.269 3894.09 60 60 15
|
|
13.9355 347.002 3875.01 60 60 15
|
|
7.48752 350.282 3872.08 60 60 15
|
|
-0.100387 352.014 3871.52 60 60 15
|
|
-7.67301 351.936 3873.4 60 60 15
|
|
-14.0775 350.058 3877.44 60 60 15
|
|
-18.3388 346.668 3883.03 60 60 15
|
|
-19.8082 342.282 3889.32 60 60 15
|
|
14.0483 341.366 3873.41 60 60 15
|
|
7.6959 339.868 3869.14 60 60 15
|
|
0.171879 338.408 3867.67 60 60 15
|
|
-7.37831 337.208 3869.24 60 60 15
|
|
-13.8052 336.452 3873.6 60 60 15
|
|
-18.1304 336.255 3880.09 60 60 15
|
|
-19.6954 336.646 3887.72 60 60 15
|
|
15.8151 336.383 3875.94 60 60 15
|
|
10.9605 330.66 3873.8 60 60 15
|
|
4.43726 326.378 3873.76 60 60 15
|
|
-2.7615 324.187 3875.83 60 60 15
|
|
-9.53984 324.422 3879.69 60 60 15
|
|
-14.8658 327.047 3884.75 60 60 15
|
|
-17.9286 331.663 3890.25 60 60 15
|
|
18.2009 334.972 3881.1 60 60 15
|
|
15.3689 328.053 3883.33 60 60 15
|
|
10.1971 322.971 3886.22 60 60 15
|
|
3.47296 320.499 3889.31 60 60 15
|
|
-3.77995 321.015 3892.14 60 60 15
|
|
-10.4574 324.44 3894.28 60 60 15
|
|
-15.5428 330.251 3895.41 60 60 15
|
|
19.8082 337.959 3885.87 60 60 15
|
|
18.3388 333.573 3892.16 60 60 15
|
|
14.0775 330.183 3897.75 60 60 15
|
|
7.67301 328.305 3901.79 60 60 15
|
|
0.100387 328.227 3903.67 60 60 15
|
|
-7.48752 329.959 3903.11 60 60 15
|
|
-13.9355 333.239 3900.18 60 60 15
|
|
18.262 342.675 3879.85 60 60 15
|
|
-18.262 337.566 3895.34 60 60 15
|
|
-10.9641 347.079 3886.99 60 60 15
|
|
-10.9641 352.222 3945.78 60 60 15
|
|
-12.6918 337.317 3887.84 60 60 15
|
|
-12.6918 342.461 3946.63 60 60 15
|
|
-6.98489 329.198 3888.55 60 60 15
|
|
-6.98489 334.342 3947.34 60 60 15
|
|
2.81371 327.477 3888.7 60 60 15
|
|
2.81371 332.621 3947.49 60 60 15
|
|
10.9641 333.162 3888.2 60 60 15
|
|
10.9641 338.306 3947 60 60 15
|
|
12.6918 342.924 3887.35 60 60 15
|
|
12.6918 348.067 3946.14 60 60 15
|
|
6.98489 351.043 3886.64 60 60 15
|
|
6.98489 356.187 3945.43 60 60 15
|
|
-2.81371 352.764 3886.49 60 60 15
|
|
-2.81371 357.908 3945.28 60 60 15
|
|
-1.5083 347.33 3958.98 60 60 15
|
|
58.6805 310.006 3972.31 60 60 15
|
|
-5.94861 339.091 3955.96 60 60 15
|
|
54.2402 301.767 3969.29 60 60 15
|
|
-6.9043 334.468 3947.33 60 60 15
|
|
53.2845 297.143 3960.67 60 60 15
|
|
-3.81555 336.169 3938.15 60 60 15
|
|
56.3733 298.844 3951.48 60 60 15
|
|
1.5083 343.198 3933.79 60 60 15
|
|
61.6971 305.873 3947.13 60 60 15
|
|
5.94861 351.437 3936.81 60 60 15
|
|
66.1374 314.113 3950.15 60 60 15
|
|
6.9043 356.06 3945.44 60 60 15
|
|
67.0931 318.736 3958.78 60 60 15
|
|
3.81555 354.359 3954.62 60 60 15
|
|
64.0044 317.035 3967.96 60 60 15
|
|
70.6066 301.637 3963.83 60 60 15
|
|
78.7568 293.527 3930.71 60 60 15
|
|
62.6732 295.849 3963.29 60 60 15
|
|
70.8235 287.739 3930.17 60 60 15
|
|
53.2845 297.143 3960.67 60 60 15
|
|
61.4348 289.034 3927.54 60 60 15
|
|
47.9403 304.762 3957.48 60 60 15
|
|
56.0905 296.653 3924.36 60 60 15
|
|
49.7711 314.243 3955.61 60 60 15
|
|
57.9213 306.133 3922.49 60 60 15
|
|
57.7044 320.031 3956.15 60 60 15
|
|
65.8547 311.921 3923.03 60 60 15
|
|
67.0931 318.736 3958.78 60 60 15
|
|
75.2434 310.626 3925.66 60 60 15
|
|
72.4373 311.117 3961.96 60 60 15
|
|
80.5876 303.007 3928.84 60 60 15
|
|
-29.5176 363.971 3944.44 65 45 15
|
|
-27.3693 363.777 3957.93 65 45 15
|
|
-21.0542 360.764 3969.66 65 45 15
|
|
-11.5339 355.392 3977.84 65 45 15
|
|
-0.257596 348.478 3981.24 65 45 15
|
|
11.0579 341.075 3979.33 65 45 15
|
|
20.6899 334.309 3972.4 65 45 15
|
|
-33.3135 354.878 3941.61 65 45 15
|
|
-34.3833 346.976 3952.7 65 45 15
|
|
-30.2185 338.813 3962.83 65 45 15
|
|
-21.4532 331.632 3970.45 65 45 15
|
|
-9.42183 326.527 3974.41 65 45 15
|
|
4.0439 324.274 3974.1 65 45 15
|
|
16.894 325.217 3969.58 65 45 15
|
|
-32.3003 348.842 3933.39 65 45 15
|
|
-32.5111 335.822 3937.51 65 45 15
|
|
-27.7723 324.239 3942.97 65 45 15
|
|
-18.8055 315.858 3948.96 65 45 15
|
|
-6.97569 311.953 3954.55 65 45 15
|
|
5.91609 313.12 3958.91 65 45 15
|
|
17.9072 319.18 3961.35 65 45 15
|
|
-27.0714 349.397 3924.59 65 45 15
|
|
-22.8494 336.848 3921.25 65 45 15
|
|
-15.1487 325.58 3921.73 65 45 15
|
|
-5.14181 317.309 3925.96 65 45 15
|
|
5.64791 313.294 3933.31 65 45 15
|
|
15.5778 314.146 3942.65 65 45 15
|
|
23.1361 319.735 3952.55 65 45 15
|
|
-20.6899 356.219 3920.37 65 45 15
|
|
-11.0579 349.454 3913.45 65 45 15
|
|
0.257596 342.05 3911.54 65 45 15
|
|
11.5339 335.136 3914.93 65 45 15
|
|
21.0542 329.764 3923.12 65 45 15
|
|
27.3693 326.752 3934.85 65 45 15
|
|
29.5176 326.558 3948.33 65 45 15
|
|
-16.894 365.312 3923.2 65 45 15
|
|
-4.0439 366.254 3918.67 65 45 15
|
|
9.42183 364.002 3918.37 65 45 15
|
|
21.4532 358.896 3922.33 65 45 15
|
|
30.2185 351.715 3929.95 65 45 15
|
|
34.3833 343.552 3940.07 65 45 15
|
|
33.3135 335.65 3951.16 65 45 15
|
|
-17.9072 371.348 3931.42 65 45 15
|
|
-5.91609 377.409 3933.87 65 45 15
|
|
6.97569 378.575 3938.22 65 45 15
|
|
18.8055 374.671 3943.81 65 45 15
|
|
27.7723 366.289 3949.8 65 45 15
|
|
32.5111 354.707 3955.27 65 45 15
|
|
32.3003 341.687 3959.38 65 45 15
|
|
-23.1361 370.793 3940.22 65 45 15
|
|
-15.5778 376.382 3950.13 65 45 15
|
|
-5.64791 377.234 3959.46 65 45 15
|
|
5.14181 373.219 3966.81 65 45 15
|
|
15.1487 364.948 3971.05 65 45 15
|
|
22.8494 353.68 3971.53 65 45 15
|
|
27.0714 341.131 3968.18 65 45 15
|
|
-27.1721 361.317 3931.25 65 45 15
|
|
27.1721 329.211 3961.52 65 45 15
|
|
-2.63631 347.579 3953.58 65 45 15
|
|
61.9932 309.397 3989.57 65 45 15
|
|
-4.90358 342.148 3951.89 65 45 15
|
|
59.7259 303.966 3987.88 65 45 15
|
|
-4.2984 338.543 3946.98 65 45 15
|
|
60.3311 300.361 3982.97 65 45 15
|
|
-1.17527 338.874 3941.72 65 45 15
|
|
63.4542 300.693 3977.71 65 45 15
|
|
2.63631 342.949 3939.2 65 45 15
|
|
67.2658 304.767 3975.19 65 45 15
|
|
4.90358 348.38 3940.89 65 45 15
|
|
69.5331 310.198 3976.88 65 45 15
|
|
4.2984 351.986 3945.8 65 45 15
|
|
68.9279 313.804 3981.79 65 45 15
|
|
1.17527 351.654 3951.06 65 45 15
|
|
65.8048 313.472 3987.05 65 45 15
|
|
63.574 308.441 3990.19 65 45 15
|
|
115.584 276.284 4002.81 65 45 15
|
|
60.8437 303.29 3988.32 65 45 15
|
|
112.854 271.134 4000.94 65 45 15
|
|
60.3311 300.361 3982.97 65 45 15
|
|
112.341 268.204 3995.59 65 45 15
|
|
62.3364 301.369 3977.27 65 45 15
|
|
114.346 269.212 3989.89 65 45 15
|
|
65.685 305.724 3974.57 65 45 15
|
|
117.695 273.567 3987.18 65 45 15
|
|
68.4153 310.874 3976.44 65 45 15
|
|
120.425 278.718 3989.06 65 45 15
|
|
68.9279 313.804 3981.79 65 45 15
|
|
120.938 281.647 3994.41 65 45 15
|
|
66.9226 312.796 3987.49 65 45 15
|
|
118.932 280.639 4000.11 65 45 15
|
|
117.227 275.247 4002.97 65 45 15
|
|
152.199 252.736 4001.3 65 45 15
|
|
114.016 270.4 4001.05 65 45 15
|
|
148.988 247.889 3999.38 65 45 15
|
|
112.341 268.204 3995.59 65 45 15
|
|
147.313 245.693 3993.91 65 45 15
|
|
113.184 269.946 3989.78 65 45 15
|
|
148.156 247.435 3988.1 65 45 15
|
|
116.051 274.604 3987.03 65 45 15
|
|
151.023 252.093 3985.35 65 45 15
|
|
119.263 279.451 3988.94 65 45 15
|
|
154.235 256.94 3987.27 65 45 15
|
|
120.938 281.647 3994.41 65 45 15
|
|
155.91 259.136 3992.74 65 45 15
|
|
120.095 279.906 4000.22 65 45 15
|
|
155.066 257.395 3998.55 65 45 15
|
|
-16.8672 355.954 3945.28 60 60 15
|
|
-15.6396 355.843 3952.98 60 60 15
|
|
-12.031 354.121 3959.68 60 60 15
|
|
-6.59079 351.052 3964.36 60 60 15
|
|
-0.147198 347.101 3966.3 60 60 15
|
|
6.3188 342.87 3965.21 60 60 15
|
|
11.8228 339.004 3961.25 60 60 15
|
|
-19.0363 350.758 3943.66 60 60 15
|
|
-19.6476 346.242 3949.99 60 60 15
|
|
-17.2677 341.578 3955.78 60 60 15
|
|
-12.259 337.474 3960.14 60 60 15
|
|
-5.3839 334.557 3962.4 60 60 15
|
|
2.3108 333.27 3962.22 60 60 15
|
|
9.6537 333.808 3959.64 60 60 15
|
|
-18.4573 347.308 3938.96 60 60 15
|
|
-18.5778 339.868 3941.31 60 60 15
|
|
-15.8699 333.25 3944.44 60 60 15
|
|
-10.746 328.461 3947.86 60 60 15
|
|
-3.98611 326.229 3951.05 60 60 15
|
|
3.38063 326.896 3953.54 60 60 15
|
|
10.2327 330.359 3954.94 60 60 15
|
|
-15.4694 347.626 3933.93 60 60 15
|
|
-13.0568 340.455 3932.02 60 60 15
|
|
-8.65641 334.016 3932.3 60 60 15
|
|
-2.93817 329.29 3934.72 60 60 15
|
|
3.22738 326.996 3938.91 60 60 15
|
|
8.90159 327.482 3944.25 60 60 15
|
|
13.2206 330.676 3949.91 60 60 15
|
|
-11.8228 351.524 3931.52 60 60 15
|
|
-6.3188 347.658 3927.56 60 60 15
|
|
0.147198 343.428 3926.47 60 60 15
|
|
6.59079 339.477 3928.41 60 60 15
|
|
12.031 336.407 3933.09 60 60 15
|
|
15.6396 334.686 3939.79 60 60 15
|
|
16.8672 334.575 3947.5 60 60 15
|
|
-9.6537 356.72 3933.14 60 60 15
|
|
-2.3108 357.259 3930.55 60 60 15
|
|
5.3839 355.971 3930.38 60 60 15
|
|
12.259 353.054 3932.64 60 60 15
|
|
17.2677 348.951 3936.99 60 60 15
|
|
19.6476 344.286 3942.78 60 60 15
|
|
19.0363 339.77 3949.11 60 60 15
|
|
-10.2327 360.169 3937.84 60 60 15
|
|
-3.38063 363.632 3939.23 60 60 15
|
|
3.98611 364.299 3941.72 60 60 15
|
|
10.746 362.068 3944.92 60 60 15
|
|
15.8699 357.278 3948.34 60 60 15
|
|
18.5778 350.66 3951.46 60 60 15
|
|
18.4573 343.22 3953.81 60 60 15
|
|
-13.2206 359.852 3942.86 60 60 15
|
|
-8.90159 363.046 3948.52 60 60 15
|
|
-3.22738 363.533 3953.86 60 60 15
|
|
2.93817 361.238 3958.06 60 60 15
|
|
8.65641 356.512 3960.48 60 60 15
|
|
13.0568 350.073 3960.75 60 60 15
|
|
15.4694 342.902 3958.84 60 60 15
|
|
-15.5269 354.437 3937.74 60 60 15
|
|
15.5269 336.091 3955.03 60 60 15
|
|
3.32582 332.899 3947.47 60 60 15
|
|
3.32582 337.992 4005.68 60 60 15
|
|
11.1284 338.864 3946.95 60 60 15
|
|
11.1284 343.956 4005.16 60 60 15
|
|
12.4121 348.577 3946.1 60 60 15
|
|
12.4121 353.67 4004.31 60 60 15
|
|
6.425 356.35 3945.42 60 60 15
|
|
6.425 361.443 4003.63 60 60 15
|
|
-3.32582 357.629 3945.31 60 60 15
|
|
-3.32582 362.722 4003.52 60 60 15
|
|
-11.1284 351.665 3945.83 60 60 15
|
|
-11.1284 356.757 4004.04 60 60 15
|
|
-12.4121 341.951 3946.68 60 60 15
|
|
-12.4121 347.044 4004.89 60 60 15
|
|
-6.425 334.178 3947.36 60 60 15
|
|
-6.425 339.271 4005.57 60 60 15
|
|
0.5142 349.538 4017.26 60 60 15
|
|
-17.726 418.325 4022.45 60 60 15
|
|
9.03786 352.094 4013.35 60 60 15
|
|
-9.2023 420.881 4018.54 60 60 15
|
|
12.2673 353.631 4004.31 60 60 15
|
|
-5.9729 422.418 4009.5 60 60 15
|
|
8.31067 353.251 3995.44 60 60 15
|
|
-9.92949 422.038 4000.63 60 60 15
|
|
-0.5142 351.175 3991.93 60 60 15
|
|
-18.7544 419.962 3997.12 60 60 15
|
|
-9.03786 348.62 3995.85 60 60 15
|
|
-27.278 417.407 4001.03 60 60 15
|
|
-12.2673 347.082 4004.88 60 60 15
|
|
-30.5074 415.869 4010.07 60 60 15
|
|
-8.31067 347.463 4013.75 60 60 15
|
|
-26.5508 416.25 4018.94 60 60 15
|
|
-21.3663 431.108 4012.68 60 60 15
|
|
-24.1426 438.553 3978.89 60 60 15
|
|
-11.7764 429.919 4011.63 60 60 15
|
|
-14.5527 437.364 3977.84 60 60 15
|
|
-5.9729 422.418 4009.5 60 60 15
|
|
-8.74917 429.863 3975.71 60 60 15
|
|
-7.35539 412.999 4007.54 60 60 15
|
|
-10.1317 420.444 3973.75 60 60 15
|
|
-15.114 407.179 4006.89 60 60 15
|
|
-17.8903 414.624 3973.1 60 60 15
|
|
-24.7039 408.368 4007.94 60 60 15
|
|
-27.4802 415.813 3974.15 60 60 15
|
|
-30.5074 415.869 4010.07 60 60 15
|
|
-33.2837 423.314 3976.28 60 60 15
|
|
-29.1249 425.289 4012.03 60 60 15
|
|
-31.9012 432.733 3978.24 60 60 15
|
|
9.05556 316.61 4006.63 65 45 15
|
|
8.45699 320.008 4019.84 65 45 15
|
|
6.57092 328.027 4030.74 65 45 15
|
|
3.68449 339.445 4037.65 65 45 15
|
|
0.237128 352.525 4039.53 65 45 15
|
|
-3.24634 365.274 4036.09 65 45 15
|
|
-6.23557 375.753 4027.86 65 45 15
|
|
17.7908 320.275 4002.71 65 45 15
|
|
24.5976 326.78 4012.6 65 45 15
|
|
27.6597 336.875 4021.28 65 45 15
|
|
26.5108 349.022 4027.41 65 45 15
|
|
21.3259 361.373 4030.07 65 45 15
|
|
12.8943 372.046 4028.85 65 45 15
|
|
2.49967 379.417 4023.94 65 45 15
|
|
20.5831 324.239 3993.68 65 45 15
|
|
29.7571 334.105 3995.91 65 45 15
|
|
34.4009 346.445 3999.47 65 45 15
|
|
33.8074 359.381 4003.81 65 45 15
|
|
28.0671 370.943 4008.26 65 45 15
|
|
18.0538 379.371 4012.16 65 45 15
|
|
5.29196 383.382 4014.91 65 45 15
|
|
15.7968 326.18 3984.82 65 45 15
|
|
20.9131 337.692 3979.55 65 45 15
|
|
22.8456 351.132 3978.09 65 45 15
|
|
21.3001 364.454 3980.67 65 45 15
|
|
16.5118 375.629 3986.89 65 45 15
|
|
9.20979 382.958 3995.8 65 45 15
|
|
0.505633 385.323 4006.06 65 45 15
|
|
6.23557 324.961 3981.33 65 45 15
|
|
3.24634 335.44 3973.1 65 45 15
|
|
-0.237128 348.189 3969.67 65 45 15
|
|
-3.68449 361.269 3971.55 65 45 15
|
|
-6.57092 372.687 3978.46 65 45 15
|
|
-8.45699 380.706 3989.35 65 45 15
|
|
-9.05556 384.104 4002.56 65 45 15
|
|
-2.49967 321.296 3985.25 65 45 15
|
|
-12.8943 328.668 3980.34 65 45 15
|
|
-21.3259 339.341 3979.12 65 45 15
|
|
-26.5108 351.691 3981.78 65 45 15
|
|
-27.6597 363.839 3987.92 65 45 15
|
|
-24.5976 373.934 3996.59 65 45 15
|
|
-17.7908 380.439 4006.48 65 45 15
|
|
-5.29196 317.332 3994.28 65 45 15
|
|
-18.0538 321.343 3997.03 65 45 15
|
|
-28.0671 329.771 4000.93 65 45 15
|
|
-33.8074 341.333 4005.39 65 45 15
|
|
-34.4009 354.268 4009.72 65 45 15
|
|
-29.7571 366.609 4013.28 65 45 15
|
|
-20.5831 376.475 4015.51 65 45 15
|
|
-0.505633 315.391 4003.14 65 45 15
|
|
-9.20979 317.756 4013.39 65 45 15
|
|
-16.5118 325.084 4022.31 65 45 15
|
|
-21.3001 336.26 4028.53 65 45 15
|
|
-22.8456 349.582 4031.1 65 45 15
|
|
-20.9131 363.022 4029.64 65 45 15
|
|
-15.7968 374.534 4024.37 65 45 15
|
|
8.2755 318.349 3993.11 65 45 15
|
|
-8.2755 382.365 4016.09 65 45 15
|
|
0.84217 347.863 4012.15 65 45 15
|
|
-18.6464 423.24 4039.21 65 45 15
|
|
6.05961 350.052 4009.81 65 45 15
|
|
-13.429 425.429 4036.87 65 45 15
|
|
7.72741 352.42 4004.42 65 45 15
|
|
-11.7612 427.797 4031.48 65 45 15
|
|
4.8686 353.579 3999.13 65 45 15
|
|
-14.62 428.957 4026.19 65 45 15
|
|
-0.84217 352.851 3997.04 65 45 15
|
|
-20.3308 428.228 4024.1 65 45 15
|
|
-6.05961 350.662 3999.38 65 45 15
|
|
-25.5482 426.039 4026.44 65 45 15
|
|
-7.72741 348.294 4004.78 65 45 15
|
|
-27.216 423.672 4031.84 65 45 15
|
|
-4.8686 347.135 4010.07 65 45 15
|
|
-24.3572 422.512 4037.12 65 45 15
|
|
-19.0935 424.95 4039.61 65 45 15
|
|
-34.7992 484.37 4046.25 65 45 15
|
|
-13.7451 426.638 4037.15 65 45 15
|
|
-29.4509 486.058 4043.79 65 45 15
|
|
-11.7612 427.797 4031.48 65 45 15
|
|
-27.4669 487.217 4038.12 65 45 15
|
|
-14.3039 427.748 4025.91 65 45 15
|
|
-30.0096 487.167 4032.55 65 45 15
|
|
-19.8837 426.519 4023.7 65 45 15
|
|
-35.5894 485.938 4030.35 65 45 15
|
|
-25.2321 424.831 4026.16 65 45 15
|
|
-40.9378 484.25 4032.8 65 45 15
|
|
-27.216 423.672 4031.84 65 45 15
|
|
-42.9217 483.091 4038.48 65 45 15
|
|
-24.6733 423.721 4037.41 65 45 15
|
|
-40.3791 483.141 4044.05 65 45 15
|
|
-35.2666 486.119 4046.24 65 45 15
|
|
-45.9265 525.626 4041.34 65 45 15
|
|
-29.7813 487.295 4043.79 65 45 15
|
|
-40.4413 526.802 4038.88 65 45 15
|
|
-27.4669 487.217 4038.12 65 45 15
|
|
-38.1269 526.723 4033.22 65 45 15
|
|
-29.6791 485.93 4032.55 65 45 15
|
|
-40.3391 525.437 4027.65 65 45 15
|
|
-35.1221 484.189 4030.36 65 45 15
|
|
-45.782 523.695 4025.46 65 45 15
|
|
-40.6073 483.013 4032.81 65 45 15
|
|
-51.2673 522.52 4027.91 65 45 15
|
|
-42.9217 483.091 4038.48 65 45 15
|
|
-53.5817 522.598 4033.58 65 45 15
|
|
-40.7095 484.378 4044.04 65 45 15
|
|
-51.3695 523.885 4039.14 65 45 15
|
|
5.17461 331.073 4005.76 60 60 15
|
|
4.83257 333.015 4013.31 60 60 15
|
|
3.75481 337.597 4019.53 60 60 15
|
|
2.10542 344.122 4023.48 60 60 15
|
|
0.135502 351.596 4024.56 60 60 15
|
|
-1.85505 358.881 4022.59 60 60 15
|
|
-3.56319 364.869 4017.89 60 60 15
|
|
10.1662 333.167 4003.52 60 60 15
|
|
14.0558 336.884 4009.17 60 60 15
|
|
15.8055 342.653 4014.13 60 60 15
|
|
15.149 349.594 4017.63 60 60 15
|
|
12.1862 356.652 4019.15 60 60 15
|
|
7.36816 362.751 4018.46 60 60 15
|
|
1.42838 366.963 4015.65 60 60 15
|
|
11.7618 335.432 3998.36 60 60 15
|
|
17.0041 341.07 3999.64 60 60 15
|
|
19.6576 348.122 4001.67 60 60 15
|
|
19.3185 355.514 4004.15 60 60 15
|
|
16.0383 362.12 4006.69 60 60 15
|
|
10.3164 366.936 4008.92 60 60 15
|
|
3.02398 369.228 4010.49 60 60 15
|
|
9.02673 336.542 3993.3 60 60 15
|
|
11.9504 343.12 3990.29 60 60 15
|
|
13.0547 350.8 3989.45 60 60 15
|
|
12.1715 358.412 3990.92 60 60 15
|
|
9.43534 364.798 3994.48 60 60 15
|
|
5.26274 368.986 3999.57 60 60 15
|
|
0.288933 370.337 4005.43 60 60 15
|
|
3.56319 335.845 3991.3 60 60 15
|
|
1.85505 341.833 3986.6 60 60 15
|
|
-0.135502 349.118 3984.64 60 60 15
|
|
-2.10542 356.592 3985.71 60 60 15
|
|
-3.75481 363.117 3989.66 60 60 15
|
|
-4.83257 367.699 3995.89 60 60 15
|
|
-5.17461 369.641 4003.44 60 60 15
|
|
-1.42838 333.751 3993.54 60 60 15
|
|
-7.36816 337.963 3990.74 60 60 15
|
|
-12.1862 344.062 3990.04 60 60 15
|
|
-15.149 351.12 3991.56 60 60 15
|
|
-15.8055 358.061 3995.07 60 60 15
|
|
-14.0558 363.829 4000.02 60 60 15
|
|
-10.1662 367.547 4005.67 60 60 15
|
|
-3.02398 331.486 3998.7 60 60 15
|
|
-10.3164 333.777 4000.27 60 60 15
|
|
-16.0383 338.593 4002.5 60 60 15
|
|
-19.3185 345.2 4005.05 60 60 15
|
|
-19.6576 352.592 4007.53 60 60 15
|
|
-17.0041 359.644 4009.56 60 60 15
|
|
-11.7618 365.281 4010.84 60 60 15
|
|
-0.288933 330.376 4003.76 60 60 15
|
|
-5.26274 331.728 4009.62 60 60 15
|
|
-9.43534 335.915 4014.72 60 60 15
|
|
-12.1715 342.302 4018.27 60 60 15
|
|
-13.0547 349.914 4019.74 60 60 15
|
|
-11.9504 357.594 4018.91 60 60 15
|
|
-9.02673 364.172 4015.9 60 60 15
|
|
4.72886 332.067 3998.03 60 60 15
|
|
-4.72886 368.647 4011.16 60 60 15
|
|
5.86421 361.579 4003.62 60 60 15
|
|
5.86421 366.621 4061.25 60 60 15
|
|
-3.81896 362.423 4003.54 60 60 15
|
|
-3.81896 367.465 4061.18 60 60 15
|
|
-11.265 356.199 4004.09 60 60 15
|
|
-11.265 361.241 4061.72 60 60 15
|
|
-12.1122 346.552 4004.93 60 60 15
|
|
-12.1122 351.595 4062.56 60 60 15
|
|
-5.86421 339.135 4005.58 60 60 15
|
|
-5.86421 344.177 4063.21 60 60 15
|
|
3.81896 338.291 4005.65 60 60 15
|
|
3.81896 343.333 4063.29 60 60 15
|
|
11.265 344.515 4005.11 60 60 15
|
|
11.265 349.557 4062.74 60 60 15
|
|
12.1122 354.161 4004.26 60 60 15
|
|
12.1122 359.204 4061.9 60 60 15
|
|
1.00628 358.402 4074.37 60 60 15
|
|
-31.1191 297.994 4091.97 60 60 15
|
|
-7.15995 361.605 4070.46 60 60 15
|
|
-39.2853 301.196 4088.06 60 60 15
|
|
-11.132 361.172 4061.73 60 60 15
|
|
-43.2574 300.764 4079.33 60 60 15
|
|
-8.58305 357.358 4053.29 60 60 15
|
|
-40.7084 296.95 4070.89 60 60 15
|
|
-1.00628 352.396 4050.09 60 60 15
|
|
-33.1316 291.988 4067.69 60 60 15
|
|
7.15995 349.194 4054 60 60 15
|
|
-24.9654 288.786 4071.6 60 60 15
|
|
11.132 349.626 4062.74 60 60 15
|
|
-20.9934 289.218 4080.34 60 60 15
|
|
8.58305 353.44 4071.17 60 60 15
|
|
-23.5423 293.032 4088.77 60 60 15
|
|
-37.5708 284.944 4085.02 60 60 15
|
|
-42.9986 271.742 4053.75 60 60 15
|
|
-43.8474 291.969 4083.14 60 60 15
|
|
-49.2751 278.767 4051.88 60 60 15
|
|
-43.2574 300.764 4079.33 60 60 15
|
|
-48.6851 287.562 4048.06 60 60 15
|
|
-36.1463 306.177 4075.8 60 60 15
|
|
-41.5741 292.975 4044.54 60 60 15
|
|
-26.6799 305.038 4074.64 60 60 15
|
|
-32.1076 291.836 4043.38 60 60 15
|
|
-20.4033 298.013 4076.52 60 60 15
|
|
-25.8311 284.811 4045.25 60 60 15
|
|
-20.9934 289.218 4080.34 60 60 15
|
|
-26.4211 276.016 4049.07 60 60 15
|
|
-28.1044 283.805 4083.86 60 60 15
|
|
-33.5321 270.603 4052.59 60 60 15
|
|
16.1458 386.164 4058.01 65 45 15
|
|
15.1866 385.505 4071.61 65 45 15
|
|
11.9153 380.262 4083.79 65 45 15
|
|
6.83002 371.234 4092.69 65 45 15
|
|
0.704942 359.796 4096.95 65 45 15
|
|
-5.52746 347.688 4095.92 65 45 15
|
|
-10.9183 336.754 4089.77 65 45 15
|
|
6.97946 388.746 4054.21 65 45 15
|
|
-1.75067 390.275 4064.6 65 45 15
|
|
-10.2143 386.495 4074.63 65 45 15
|
|
-17.1228 377.98 4082.77 65 45 15
|
|
-21.4246 366.028 4087.78 65 45 15
|
|
-22.4647 352.458 4088.91 65 45 15
|
|
-20.0847 339.336 4085.97 65 45 15
|
|
1.65153 386.265 4045.81 65 45 15
|
|
-11.5954 385.692 4049.08 65 45 15
|
|
-23.077 380.506 4054.35 65 45 15
|
|
-31.0454 371.499 4060.82 65 45 15
|
|
-34.2874 360.04 4067.51 65 45 15
|
|
-32.3094 347.875 4073.39 65 45 15
|
|
-25.4126 336.855 4077.57 65 45 15
|
|
3.28308 380.176 4037.73 65 45 15
|
|
-8.58069 374.44 4034.14 65 45 15
|
|
-19.1381 365.805 4034.84 65 45 15
|
|
-26.782 355.586 4039.7 65 45 15
|
|
-30.3485 345.339 4047.99 65 45 15
|
|
-29.2947 336.623 4058.45 65 45 15
|
|
-23.7811 330.766 4069.49 65 45 15
|
|
10.9183 374.044 4034.7 65 45 15
|
|
5.52746 363.11 4028.54 65 45 15
|
|
-0.704942 351.003 4027.52 65 45 15
|
|
-6.83002 339.564 4031.77 65 45 15
|
|
-11.9153 330.536 4040.67 65 45 15
|
|
-15.1866 325.294 4052.85 65 45 15
|
|
-16.1458 324.634 4066.45 65 45 15
|
|
20.0847 371.463 4038.49 65 45 15
|
|
22.4647 358.34 4035.55 65 45 15
|
|
21.4246 344.77 4036.68 65 45 15
|
|
17.1228 332.818 4041.69 65 45 15
|
|
10.2143 324.304 4049.83 65 45 15
|
|
1.75067 320.523 4059.86 65 45 15
|
|
-6.97946 322.053 4070.25 65 45 15
|
|
25.4126 373.943 4046.89 65 45 15
|
|
32.3094 362.923 4051.07 65 45 15
|
|
34.2874 350.758 4056.95 65 45 15
|
|
31.0454 339.299 4063.64 65 45 15
|
|
23.077 330.292 4070.11 65 45 15
|
|
11.5954 325.107 4075.38 65 45 15
|
|
-1.65153 324.533 4078.65 65 45 15
|
|
23.7811 380.032 4054.97 65 45 15
|
|
29.2947 374.175 4066.01 65 45 15
|
|
30.3485 365.459 4076.47 65 45 15
|
|
26.782 355.212 4084.76 65 45 15
|
|
19.1381 344.993 4089.63 65 45 15
|
|
8.58069 336.358 4090.32 65 45 15
|
|
-3.28308 330.623 4086.73 65 45 15
|
|
14.647 382.14 4045.04 65 45 15
|
|
-14.647 328.659 4079.42 65 45 15
|
|
1.56115 359.019 4069.19 65 45 15
|
|
-32.5907 296.669 4109.27 65 45 15
|
|
-3.91379 360.561 4066.93 65 45 15
|
|
-38.0656 298.211 4107 65 45 15
|
|
-7.09609 359.079 4061.91 65 45 15
|
|
-41.2479 296.73 4101.98 65 45 15
|
|
-6.12159 355.442 4057.08 65 45 15
|
|
-40.2734 293.092 4097.16 65 45 15
|
|
-1.56115 351.78 4055.27 65 45 15
|
|
-35.713 289.43 4095.35 65 45 15
|
|
3.91379 350.238 4057.54 65 45 15
|
|
-30.238 287.888 4097.61 65 45 15
|
|
7.09609 351.719 4062.55 65 45 15
|
|
-27.0557 289.37 4102.63 65 45 15
|
|
6.12159 355.356 4067.38 65 45 15
|
|
-28.0302 293.007 4107.46 65 45 15
|
|
-33.3209 295.319 4109.93 65 45 15
|
|
-60.8583 243.822 4128.26 65 45 15
|
|
-38.5819 297.257 4107.47 65 45 15
|
|
-66.1194 245.759 4125.8 65 45 15
|
|
-41.2479 296.73 4101.98 65 45 15
|
|
-68.7854 245.232 4120.31 65 45 15
|
|
-39.7571 294.047 4096.69 65 45 15
|
|
-67.2945 242.549 4115.01 65 45 15
|
|
-34.9828 290.78 4094.68 65 45 15
|
|
-62.5202 239.282 4113.01 65 45 15
|
|
-29.7217 288.843 4097.14 65 45 15
|
|
-57.2592 237.345 4115.47 65 45 15
|
|
-27.0557 289.37 4102.63 65 45 15
|
|
-54.5932 237.872 4120.95 65 45 15
|
|
-28.5466 292.052 4107.93 65 45 15
|
|
-56.084 240.555 4126.25 65 45 15
|
|
-61.6248 242.373 4128.59 65 45 15
|
|
-80.4631 206.384 4132.45 65 45 15
|
|
-66.6614 244.734 4126.03 65 45 15
|
|
-85.4997 208.746 4129.9 65 45 15
|
|
-68.7854 245.232 4120.31 65 45 15
|
|
-87.6237 209.244 4124.17 65 45 15
|
|
-66.7526 243.574 4114.78 65 45 15
|
|
-85.5909 207.586 4118.64 65 45 15
|
|
-61.7537 240.731 4112.68 65 45 15
|
|
-80.5921 204.743 4116.54 65 45 15
|
|
-56.7172 238.37 4115.23 65 45 15
|
|
-75.5555 202.381 4119.1 65 45 15
|
|
-54.5932 237.872 4120.95 65 45 15
|
|
-73.4315 201.884 4124.82 65 45 15
|
|
-56.626 239.53 4126.49 65 45 15
|
|
-75.4643 203.542 4130.35 65 45 15
|
|
9.22618 372.979 4059.82 60 60 15
|
|
8.67804 372.602 4067.59 60 60 15
|
|
6.80874 369.606 4074.55 60 60 15
|
|
3.90287 364.448 4079.63 60 60 15
|
|
0.402824 357.911 4082.07 60 60 15
|
|
-3.15855 350.993 4081.48 60 60 15
|
|
-6.23906 344.745 4077.96 60 60 15
|
|
3.98826 374.454 4057.65 60 60 15
|
|
-1.00038 375.328 4063.59 60 60 15
|
|
-5.83673 373.168 4069.32 60 60 15
|
|
-9.78448 368.303 4073.97 60 60 15
|
|
-12.2426 361.473 4076.83 60 60 15
|
|
-12.837 353.719 4077.48 60 60 15
|
|
-11.477 346.22 4075.8 60 60 15
|
|
0.943733 373.037 4052.85 60 60 15
|
|
-6.62594 372.709 4054.72 60 60 15
|
|
-13.1869 369.746 4057.73 60 60 15
|
|
-17.7402 364.599 4061.43 60 60 15
|
|
-19.5928 358.051 4065.25 60 60 15
|
|
-18.4625 351.1 4068.61 60 60 15
|
|
-14.5215 344.803 4071 60 60 15
|
|
1.87604 369.557 4048.23 60 60 15
|
|
-4.90325 366.28 4046.18 60 60 15
|
|
-10.9361 361.345 4046.58 60 60 15
|
|
-15.304 355.506 4049.36 60 60 15
|
|
-17.342 349.65 4054.09 60 60 15
|
|
-16.7398 344.67 4060.07 60 60 15
|
|
-13.5892 341.323 4066.38 60 60 15
|
|
6.23906 366.053 4046.5 60 60 15
|
|
3.15855 359.806 4042.98 60 60 15
|
|
-0.402824 352.887 4042.39 60 60 15
|
|
-3.90287 346.351 4044.83 60 60 15
|
|
-6.80874 341.192 4049.91 60 60 15
|
|
-8.67804 338.196 4056.87 60 60 15
|
|
-9.22618 337.819 4064.64 60 60 15
|
|
11.477 364.578 4048.67 60 60 15
|
|
12.837 357.08 4046.99 60 60 15
|
|
12.2426 349.325 4047.63 60 60 15
|
|
9.78448 342.496 4050.49 60 60 15
|
|
5.83673 337.63 4055.15 60 60 15
|
|
1.00038 335.47 4060.88 60 60 15
|
|
-3.98826 336.344 4066.81 60 60 15
|
|
14.5215 365.996 4053.46 60 60 15
|
|
18.4625 359.699 4055.86 60 60 15
|
|
19.5928 352.747 4059.22 60 60 15
|
|
17.7402 346.199 4063.04 60 60 15
|
|
13.1869 341.052 4066.73 60 60 15
|
|
6.62594 338.089 4069.74 60 60 15
|
|
-0.943733 337.761 4071.61 60 60 15
|
|
13.5892 369.475 4058.08 60 60 15
|
|
16.7398 366.128 4064.39 60 60 15
|
|
17.342 361.148 4070.37 60 60 15
|
|
15.304 355.292 4075.11 60 60 15
|
|
10.9361 349.453 4077.88 60 60 15
|
|
4.90325 344.519 4078.28 60 60 15
|
|
-1.87604 341.241 4076.23 60 60 15
|
|
8.36973 370.679 4052.41 60 60 15
|
|
-8.36973 340.119 4072.05 60 60 15
|
|
-11.7931 351.123 4062.6 60 60 15
|
|
-11.7931 356.115 4119.67 60 60 15
|
|
-5.30386 344.068 4063.22 60 60 15
|
|
-5.30386 349.061 4120.29 60 60 15
|
|
4.29235 343.651 4063.26 60 60 15
|
|
4.29235 348.643 4120.32 60 60 15
|
|
11.3742 350.115 4062.69 60 60 15
|
|
11.3742 355.108 4119.76 60 60 15
|
|
11.7931 359.675 4061.86 60 60 15
|
|
11.7931 364.668 4118.92 60 60 15
|
|
5.30386 366.73 4061.24 60 60 15
|
|
5.30386 371.722 4118.3 60 60 15
|
|
-4.29235 367.147 4061.2 60 60 15
|
|
-4.29235 372.14 4118.27 60 60 15
|
|
-11.3742 360.683 4061.77 60 60 15
|
|
-11.3742 365.675 4118.83 60 60 15
|
|
-2.22334 360.646 4131.49 60 60 15
|
|
62.2978 385.204 4142.74 60 60 15
|
|
1.42673 352.364 4128.64 60 60 15
|
|
65.9479 376.921 4139.89 60 60 15
|
|
4.24105 348.784 4120.31 60 60 15
|
|
68.7622 373.341 4131.56 60 60 15
|
|
4.57102 352.003 4111.39 60 60 15
|
|
69.0922 376.561 4122.64 60 60 15
|
|
2.22334 360.137 4107.1 60 60 15
|
|
66.7445 384.694 4118.35 60 60 15
|
|
-1.42673 368.419 4109.95 60 60 15
|
|
63.0944 392.977 4121.2 60 60 15
|
|
-4.24105 371.999 4118.28 60 60 15
|
|
60.2801 396.557 4129.53 60 60 15
|
|
-4.57102 368.78 4127.2 60 60 15
|
|
59.9501 393.337 4138.45 60 60 15
|
|
75.3249 389.271 4134.83 60 60 15
|
|
87.3033 390.865 4103.02 60 60 15
|
|
75.1594 379.797 4134.29 60 60 15
|
|
87.1379 381.391 4102.48 60 60 15
|
|
68.7622 373.341 4131.56 60 60 15
|
|
80.7407 374.935 4099.75 60 60 15
|
|
59.8806 373.685 4128.23 60 60 15
|
|
71.8591 375.278 4096.42 60 60 15
|
|
53.7174 380.627 4126.26 60 60 15
|
|
65.6959 382.22 4094.45 60 60 15
|
|
53.8829 390.101 4126.8 60 60 15
|
|
65.8614 391.694 4094.98 60 60 15
|
|
60.2801 396.557 4129.53 60 60 15
|
|
72.2586 398.15 4097.72 60 60 15
|
|
69.1617 396.213 4132.85 60 60 15
|
|
81.1401 397.807 4101.04 60 60 15
|
|
-32.8279 348.302 4118.21 65 45 15
|
|
-31.0974 350.109 4131.63 65 45 15
|
|
-24.6326 353.481 4143.18 65 45 15
|
|
-14.4177 357.906 4151.09 65 45 15
|
|
-2.00784 362.708 4154.16 65 45 15
|
|
10.7077 367.158 4151.92 65 45 15
|
|
21.7931 370.578 4144.72 65 45 15
|
|
-27.9726 339.715 4115.42 65 45 15
|
|
-22.126 334.242 4126.48 65 45 15
|
|
-12.9109 332.75 4136.45 65 45 15
|
|
-1.73028 335.466 4143.8 65 45 15
|
|
9.7138 341.977 4147.43 65 45 15
|
|
19.679 351.291 4146.77 65 45 15
|
|
26.6483 361.991 4141.93 65 45 15
|
|
-22.7295 336.715 4107.14 65 45 15
|
|
-12.438 328.699 4111.18 65 45 15
|
|
-0.252883 325.508 4116.45 65 45 15
|
|
11.9707 327.627 4122.16 65 45 15
|
|
22.3719 334.735 4127.43 65 45 15
|
|
29.3671 345.748 4131.47 65 45 15
|
|
31.8915 358.991 4133.65 65 45 15
|
|
-20.1698 341.06 4098.21 65 45 15
|
|
-7.70834 336.728 4094.68 65 45 15
|
|
5.92668 335.998 4094.9 65 45 15
|
|
18.6594 338.982 4098.84 65 45 15
|
|
28.5514 345.225 4105.89 65 45 15
|
|
34.0967 353.777 4114.97 65 45 15
|
|
34.4511 363.336 4124.72 65 45 15
|
|
-21.7931 350.205 4093.87 65 45 15
|
|
-10.7077 353.625 4086.67 65 45 15
|
|
2.00784 358.075 4084.43 65 45 15
|
|
14.4177 362.877 4087.5 65 45 15
|
|
24.6326 367.302 4095.41 65 45 15
|
|
31.0974 370.674 4106.96 65 45 15
|
|
32.8279 372.481 4120.38 65 45 15
|
|
-26.6483 358.792 4096.66 65 45 15
|
|
-19.679 369.492 4091.82 65 45 15
|
|
-9.7138 378.806 4091.16 65 45 15
|
|
1.73028 385.317 4094.78 65 45 15
|
|
12.9109 388.033 4102.14 65 45 15
|
|
22.126 386.541 4112.11 65 45 15
|
|
27.9726 381.068 4123.17 65 45 15
|
|
-31.8915 361.792 4104.94 65 45 15
|
|
-29.3671 375.035 4107.12 65 45 15
|
|
-22.3719 386.048 4111.16 65 45 15
|
|
-11.9707 393.156 4116.43 65 45 15
|
|
0.252883 395.275 4122.14 65 45 15
|
|
12.438 392.084 4127.41 65 45 15
|
|
22.7295 384.068 4131.45 65 45 15
|
|
-34.4511 357.447 4113.87 65 45 15
|
|
-34.0967 367.006 4123.61 65 45 15
|
|
-28.5514 375.558 4132.7 65 45 15
|
|
-18.6594 381.801 4139.75 65 45 15
|
|
-5.92668 384.785 4143.68 65 45 15
|
|
7.70834 384.055 4143.9 65 45 15
|
|
20.1698 379.723 4140.38 65 45 15
|
|
-29.5607 348.336 4104.95 65 45 15
|
|
29.5607 372.447 4133.64 65 45 15
|
|
-3.29547 359.823 4126.56 65 45 15
|
|
64.9474 387.654 4159.68 65 45 15
|
|
-0.395493 354.694 4124.9 65 45 15
|
|
67.8474 382.525 4158.02 65 45 15
|
|
2.73616 352.903 4119.95 65 45 15
|
|
70.979 380.734 4153.07 65 45 15
|
|
4.26501 355.498 4114.62 65 45 15
|
|
72.5079 383.329 4147.74 65 45 15
|
|
3.29547 360.96 4112.03 65 45 15
|
|
71.5384 388.791 4145.15 65 45 15
|
|
0.395493 366.089 4113.69 65 45 15
|
|
68.6384 393.92 4146.81 65 45 15
|
|
-2.73616 367.88 4118.64 65 45 15
|
|
65.5067 395.711 4151.76 65 45 15
|
|
-4.26501 365.285 4123.97 65 45 15
|
|
63.9779 393.116 4157.09 65 45 15
|
|
66.2972 388.19 4160.17 65 45 15
|
|
121.302 409.501 4174.05 65 45 15
|
|
68.8018 382.904 4158.36 65 45 15
|
|
123.807 404.215 4172.24 65 45 15
|
|
70.979 380.734 4153.07 65 45 15
|
|
125.984 402.045 4166.95 65 45 15
|
|
71.5534 382.95 4147.39 65 45 15
|
|
126.558 404.261 4161.27 65 45 15
|
|
70.1886 388.254 4144.65 65 45 15
|
|
125.194 409.565 4158.53 65 45 15
|
|
67.6839 393.541 4146.46 65 45 15
|
|
122.689 414.852 4160.34 65 45 15
|
|
65.5067 395.711 4151.76 65 45 15
|
|
120.512 417.022 4165.64 65 45 15
|
|
64.9323 393.495 4157.44 65 45 15
|
|
119.937 414.806 4171.32 65 45 15
|
|
122.723 410.039 4174.26 65 45 15
|
|
160.595 424.016 4175.87 65 45 15
|
|
124.812 404.595 4172.39 65 45 15
|
|
162.683 418.572 4174 65 45 15
|
|
125.984 402.045 4166.95 65 45 15
|
|
163.855 416.022 4168.56 65 45 15
|
|
125.553 403.881 4161.12 65 45 15
|
|
163.425 417.858 4162.73 65 45 15
|
|
123.772 409.028 4158.33 65 45 15
|
|
161.643 423.005 4159.93 65 45 15
|
|
121.684 414.472 4160.2 65 45 15
|
|
159.555 428.449 4161.8 65 45 15
|
|
120.512 417.022 4165.64 65 45 15
|
|
158.383 431 4167.25 65 45 15
|
|
120.942 415.186 4171.46 65 45 15
|
|
158.813 429.163 4173.07 65 45 15
|
|
-18.7588 353.483 4118.67 60 60 15
|
|
-17.7699 354.516 4126.34 60 60 15
|
|
-14.0758 356.443 4132.94 60 60 15
|
|
-8.23868 358.971 4137.46 60 60 15
|
|
-1.14734 361.715 4139.22 60 60 15
|
|
6.11868 364.258 4137.94 60 60 15
|
|
12.4532 366.212 4133.82 60 60 15
|
|
-15.9844 348.576 4117.08 60 60 15
|
|
-12.6434 345.449 4123.4 60 60 15
|
|
-7.37768 344.596 4129.1 60 60 15
|
|
-0.988733 346.148 4133.3 60 60 15
|
|
5.55074 349.869 4135.37 60 60 15
|
|
11.2452 355.191 4134.99 60 60 15
|
|
15.2276 361.305 4132.23 60 60 15
|
|
-12.9883 346.862 4112.35 60 60 15
|
|
-7.10741 342.282 4114.66 60 60 15
|
|
-0.144505 340.458 4117.67 60 60 15
|
|
6.8404 341.669 4120.93 60 60 15
|
|
12.7839 345.731 4123.94 60 60 15
|
|
16.7812 352.024 4126.25 60 60 15
|
|
18.2237 359.591 4127.49 60 60 15
|
|
-11.5256 349.345 4107.25 60 60 15
|
|
-4.40477 346.869 4105.23 60 60 15
|
|
3.38667 346.452 4105.36 60 60 15
|
|
10.6625 348.157 4107.6 60 60 15
|
|
16.3151 351.725 4111.63 60 60 15
|
|
19.4839 356.612 4116.83 60 60 15
|
|
19.6864 362.074 4122.39 60 60 15
|
|
-12.4532 354.571 4104.77 60 60 15
|
|
-6.11868 356.525 4100.65 60 60 15
|
|
1.14734 359.068 4099.37 60 60 15
|
|
8.23868 361.812 4101.13 60 60 15
|
|
14.0758 364.34 4105.65 60 60 15
|
|
17.7699 366.267 4112.24 60 60 15
|
|
18.7588 367.3 4119.92 60 60 15
|
|
-15.2276 359.478 4106.36 60 60 15
|
|
-11.2452 365.592 4103.59 60 60 15
|
|
-5.55074 370.914 4103.22 60 60 15
|
|
0.988733 374.635 4105.29 60 60 15
|
|
7.37768 376.187 4109.49 60 60 15
|
|
12.6434 375.334 4115.19 60 60 15
|
|
15.9844 372.207 4121.51 60 60 15
|
|
-18.2237 361.192 4111.09 60 60 15
|
|
-16.7812 368.759 4112.34 60 60 15
|
|
-12.7839 375.052 4114.64 60 60 15
|
|
-6.8404 379.114 4117.66 60 60 15
|
|
0.144505 380.325 4120.92 60 60 15
|
|
7.10741 378.501 4123.93 60 60 15
|
|
12.9883 373.921 4126.24 60 60 15
|
|
-19.6864 358.709 4116.19 60 60 15
|
|
-19.4839 364.171 4121.76 60 60 15
|
|
-16.3151 369.058 4126.96 60 60 15
|
|
-10.6625 372.626 4130.98 60 60 15
|
|
-3.38667 374.331 4133.23 60 60 15
|
|
4.40477 373.914 4133.36 60 60 15
|
|
11.5256 371.438 4131.34 60 60 15
|
|
-16.8918 353.503 4111.1 60 60 15
|
|
16.8918 367.28 4127.49 60 60 15
|
|
11.4561 355.664 4119.71 60 60 15
|
|
11.4561 360.607 4176.21 60 60 15
|
|
11.4561 365.119 4118.88 60 60 15
|
|
11.4561 370.062 4175.38 60 60 15
|
|
4.74527 371.804 4118.3 60 60 15
|
|
4.74527 376.747 4174.79 60 60 15
|
|
-4.74527 371.804 4118.3 60 60 15
|
|
-4.74527 376.747 4174.79 60 60 15
|
|
-11.4561 365.119 4118.88 60 60 15
|
|
-11.4561 370.062 4175.38 60 60 15
|
|
-11.4561 355.664 4119.71 60 60 15
|
|
-11.4561 360.607 4176.21 60 60 15
|
|
-4.74527 348.979 4120.29 60 60 15
|
|
-4.74527 353.922 4176.79 60 60 15
|
|
4.74527 348.979 4120.29 60 60 15
|
|
4.74527 353.922 4176.79 60 60 15
|
|
2.35305 365.408 4187.81 60 60 15
|
|
-60.2316 392.488 4199.9 60 60 15
|
|
4.97868 373.359 4183.6 60 60 15
|
|
-57.606 400.438 4195.68 60 60 15
|
|
4.68787 376.609 4174.81 60 60 15
|
|
-57.8968 403.689 4186.89 60 60 15
|
|
1.65097 373.255 4166.59 60 60 15
|
|
-60.9337 400.335 4178.68 60 60 15
|
|
-2.35305 365.261 4163.77 60 60 15
|
|
-64.9377 392.341 4175.85 60 60 15
|
|
-4.97868 357.31 4167.99 60 60 15
|
|
-67.5634 384.39 4180.07 60 60 15
|
|
-4.68787 354.06 4176.78 60 60 15
|
|
-67.2725 381.14 4188.86 60 60 15
|
|
-1.65097 357.414 4184.99 60 60 15
|
|
-64.2356 384.494 4197.07 60 60 15
|
|
-72.9237 397.115 4192.47 60 60 15
|
|
-85.5842 399.656 4161.35 60 60 15
|
|
-66.5807 403.71 4190.42 60 60 15
|
|
-79.2411 406.252 4159.31 60 60 15
|
|
-57.8968 403.689 4186.89 60 60 15
|
|
-70.5572 406.23 4155.77 60 60 15
|
|
-51.959 397.063 4183.93 60 60 15
|
|
-64.6194 399.604 4152.81 60 60 15
|
|
-52.2456 387.714 4183.29 60 60 15
|
|
-64.906 390.255 4152.17 60 60 15
|
|
-58.5887 381.118 4185.33 60 60 15
|
|
-71.2491 383.66 4154.21 60 60 15
|
|
-67.2725 381.14 4188.86 60 60 15
|
|
-79.933 383.681 4157.74 60 60 15
|
|
-73.2103 387.766 4191.82 60 60 15
|
|
-85.8707 390.307 4160.7 60 60 15
|
|
32.2361 351.793 4174.22 65 45 15
|
|
30.7532 353.587 4187.68 65 45 15
|
|
24.5883 357.17 4199.32 65 45 15
|
|
14.6801 361.995 4207.39 65 45 15
|
|
2.53704 367.329 4210.64 65 45 15
|
|
-9.99231 372.359 4208.59 65 45 15
|
|
-21.0004 376.32 4201.55 65 45 15
|
|
34.215 360.884 4169.92 65 45 15
|
|
34.4098 370.385 4179.72 65 45 15
|
|
29.3659 379.117 4188.93 65 45 15
|
|
19.8514 385.751 4196.14 65 45 15
|
|
7.31462 389.276 4200.25 65 45 15
|
|
-6.3357 389.157 4200.64 65 45 15
|
|
-19.0215 385.411 4197.24 65 45 15
|
|
31.7439 365.399 4161.05 65 45 15
|
|
29.8437 378.726 4163.34 65 45 15
|
|
23.4 390.016 4167.53 65 45 15
|
|
13.3939 397.547 4172.97 65 45 15
|
|
1.34873 400.175 4178.85 65 45 15
|
|
-10.9018 397.498 4184.26 65 45 15
|
|
-21.4926 389.925 4188.38 65 45 15
|
|
26.2702 362.692 4152.82 65 45 15
|
|
19.7296 373.725 4148.13 65 45 15
|
|
10.1854 383.481 4147.65 65 45 15
|
|
-0.909494 390.474 4151.46 65 45 15
|
|
-11.8659 393.64 4158.97 65 45 15
|
|
-21.0158 392.496 4169.04 65 45 15
|
|
-26.9663 387.218 4180.14 65 45 15
|
|
21.0004 354.349 4150.04 65 45 15
|
|
9.99231 358.31 4142.99 65 45 15
|
|
-2.53704 363.34 4140.94 65 45 15
|
|
-14.6801 368.674 4144.2 65 45 15
|
|
-24.5883 373.499 4152.26 65 45 15
|
|
-30.7532 377.082 4163.91 65 45 15
|
|
-32.2361 378.876 4177.36 65 45 15
|
|
19.0215 345.258 4154.34 65 45 15
|
|
6.3357 341.512 4150.95 65 45 15
|
|
-7.31462 341.393 4151.33 65 45 15
|
|
-19.8514 344.918 4155.44 65 45 15
|
|
-29.3659 351.552 4162.65 65 45 15
|
|
-34.4098 360.284 4171.86 65 45 15
|
|
-34.215 369.785 4181.67 65 45 15
|
|
21.4926 340.744 4163.21 65 45 15
|
|
10.9018 333.171 4167.33 65 45 15
|
|
-1.34873 330.494 4172.74 65 45 15
|
|
-13.3939 333.122 4178.61 65 45 15
|
|
-23.4 340.653 4184.06 65 45 15
|
|
-29.8437 351.942 4188.24 65 45 15
|
|
-31.7439 365.27 4190.53 65 45 15
|
|
26.9663 343.451 4171.44 65 45 15
|
|
21.0158 338.172 4182.54 65 45 15
|
|
11.8659 337.029 4192.61 65 45 15
|
|
0.909494 340.195 4200.13 65 45 15
|
|
-10.1854 347.188 4203.93 65 45 15
|
|
-19.7296 356.944 4203.46 65 45 15
|
|
-26.2702 367.977 4198.77 65 45 15
|
|
28.8114 352.061 4161 65 45 15
|
|
-28.8114 378.608 4190.58 65 45 15
|
|
3.35546 364.571 4183.01 65 45 15
|
|
-62.4992 394.911 4216.82 65 45 15
|
|
4.53745 370.001 4180.44 65 45 15
|
|
-61.3172 400.341 4214.25 65 45 15
|
|
3.06147 372.697 4175.15 65 45 15
|
|
-62.7931 403.037 4208.95 65 45 15
|
|
-0.207884 371.081 4170.23 65 45 15
|
|
-66.0625 401.42 4204.03 65 45 15
|
|
-3.35546 366.098 4168.57 65 45 15
|
|
-69.2101 396.437 4202.37 65 45 15
|
|
-4.53745 360.668 4171.14 65 45 15
|
|
-70.3921 391.007 4204.94 65 45 15
|
|
-3.06147 357.972 4176.44 65 45 15
|
|
-68.9161 388.311 4210.24 65 45 15
|
|
0.207884 359.588 4181.35 65 45 15
|
|
-65.6467 389.928 4215.16 65 45 15
|
|
-63.6937 395.449 4217.29 65 45 15
|
|
-116.704 418.852 4232.86 65 45 15
|
|
-62.1618 400.721 4214.58 65 45 15
|
|
-115.172 424.124 4230.15 65 45 15
|
|
-62.7931 403.037 4208.95 65 45 15
|
|
-115.804 426.44 4224.51 65 45 15
|
|
-65.2178 401.039 4203.7 65 45 15
|
|
-118.228 424.442 4219.26 65 45 15
|
|
-68.0155 395.899 4201.9 65 45 15
|
|
-121.026 419.302 4217.46 65 45 15
|
|
-69.5474 390.627 4204.61 65 45 15
|
|
-122.558 414.03 4220.17 65 45 15
|
|
-68.9161 388.311 4210.24 65 45 15
|
|
-121.927 411.714 4225.8 65 45 15
|
|
-66.4914 390.309 4215.5 65 45 15
|
|
-119.502 413.712 4231.06 65 45 15
|
|
-117.964 419.397 4233.1 65 45 15
|
|
-154.644 434.958 4236.63 65 45 15
|
|
-116.064 424.51 4230.32 65 45 15
|
|
-152.743 440.07 4233.85 65 45 15
|
|
-115.804 426.44 4224.51 65 45 15
|
|
-152.483 442 4228.05 65 45 15
|
|
-117.337 424.057 4219.09 65 45 15
|
|
-154.017 439.617 4222.62 65 45 15
|
|
-119.766 418.757 4217.21 65 45 15
|
|
-156.446 434.317 4220.75 65 45 15
|
|
-121.667 413.644 4220 65 45 15
|
|
-158.347 429.204 4223.53 65 45 15
|
|
-121.927 411.714 4225.8 65 45 15
|
|
-158.606 427.274 4229.33 65 45 15
|
|
-120.393 414.097 4231.23 65 45 15
|
|
-157.073 429.657 4234.76 65 45 15
|
|
18.4206 357.597 4174.89 60 60 15
|
|
17.5732 358.622 4182.58 60 60 15
|
|
14.0505 360.669 4189.24 60 60 15
|
|
8.38865 363.426 4193.85 60 60 15
|
|
1.44974 366.474 4195.71 60 60 15
|
|
-5.70989 369.348 4194.53 60 60 15
|
|
-12.0002 371.612 4190.51 60 60 15
|
|
19.5515 362.792 4172.43 60 60 15
|
|
19.6627 368.221 4178.04 60 60 15
|
|
16.7805 373.21 4183.3 60 60 15
|
|
11.3436 377.001 4187.42 60 60 15
|
|
4.17978 379.016 4189.77 60 60 15
|
|
-3.6204 378.947 4189.99 60 60 15
|
|
-10.8694 376.807 4188.05 60 60 15
|
|
18.1394 365.371 4167.37 60 60 15
|
|
17.0535 372.987 4168.68 60 60 15
|
|
13.3714 379.438 4171.07 60 60 15
|
|
7.65367 383.742 4174.18 60 60 15
|
|
0.7707 385.243 4177.54 60 60 15
|
|
-6.2296 383.714 4180.63 60 60 15
|
|
-12.2815 379.386 4182.98 60 60 15
|
|
15.0115 363.824 4162.66 60 60 15
|
|
11.2741 370.129 4159.98 60 60 15
|
|
5.82022 375.704 4159.71 60 60 15
|
|
-0.519711 379.7 4161.89 60 60 15
|
|
-6.78052 381.509 4166.18 60 60 15
|
|
-12.0091 380.856 4171.93 60 60 15
|
|
-15.4093 377.839 4178.28 60 60 15
|
|
12.0002 359.057 4161.07 60 60 15
|
|
5.70989 361.321 4157.05 60 60 15
|
|
-1.44974 364.195 4155.88 60 60 15
|
|
-8.38865 367.243 4157.74 60 60 15
|
|
-14.0505 370 4162.35 60 60 15
|
|
-17.5732 372.047 4169 60 60 15
|
|
-18.4206 373.072 4176.69 60 60 15
|
|
10.8694 353.862 4163.53 60 60 15
|
|
3.6204 351.722 4161.59 60 60 15
|
|
-4.17978 351.653 4161.81 60 60 15
|
|
-11.3436 353.668 4164.16 60 60 15
|
|
-16.7805 357.459 4168.28 60 60 15
|
|
-19.6627 362.448 4173.55 60 60 15
|
|
-19.5515 367.877 4179.15 60 60 15
|
|
12.2815 351.283 4168.6 60 60 15
|
|
6.2296 346.955 4170.95 60 60 15
|
|
-0.7707 345.426 4174.05 60 60 15
|
|
-7.65367 346.927 4177.4 60 60 15
|
|
-13.3714 351.231 4180.51 60 60 15
|
|
-17.0535 357.682 4182.91 60 60 15
|
|
-18.1394 365.298 4184.22 60 60 15
|
|
15.4093 352.83 4173.31 60 60 15
|
|
12.0091 349.813 4179.65 60 60 15
|
|
6.78052 349.16 4185.41 60 60 15
|
|
0.519711 350.969 4189.7 60 60 15
|
|
-5.82022 354.965 4191.87 60 60 15
|
|
-11.2741 360.54 4191.6 60 60 15
|
|
-15.0115 366.845 4188.92 60 60 15
|
|
16.4637 357.75 4167.34 60 60 15
|
|
-16.4637 372.919 4184.24 60 60 15
|
|
-5.17707 376.394 4174.82 60 60 15
|
|
-5.17707 381.288 4230.76 60 60 15
|
|
-11.5112 369.508 4175.43 60 60 15
|
|
-11.5112 374.402 4231.37 60 60 15
|
|
-11.1023 360.177 4176.24 60 60 15
|
|
-11.1023 365.071 4232.18 60 60 15
|
|
-4.18975 353.867 4176.8 60 60 15
|
|
-4.18975 358.761 4232.73 60 60 15
|
|
5.17707 354.274 4176.76 60 60 15
|
|
5.17707 359.168 4232.7 60 60 15
|
|
11.5112 361.161 4176.16 60 60 15
|
|
11.5112 366.055 4232.1 60 60 15
|
|
11.1023 370.492 4175.34 60 60 15
|
|
11.1023 375.386 4231.28 60 60 15
|
|
4.18975 376.802 4174.79 60 60 15
|
|
4.18975 381.696 4230.73 60 60 15
|
|
-1.15033 373.714 4243.26 60 60 15
|
|
27.0854 314.737 4263.9 60 60 15
|
|
-8.56777 369.091 4240.2 60 60 15
|
|
19.668 310.114 4260.84 60 60 15
|
|
-10.9663 365.134 4232.18 60 60 15
|
|
17.2694 306.157 4252.82 60 60 15
|
|
-6.94096 364.162 4223.89 60 60 15
|
|
21.2948 305.185 4244.54 60 60 15
|
|
1.15033 366.743 4220.2 60 60 15
|
|
29.3861 307.766 4240.84 60 60 15
|
|
8.56777 371.366 4223.26 60 60 15
|
|
36.8035 312.389 4243.91 60 60 15
|
|
10.9663 375.323 4231.28 60 60 15
|
|
39.2021 316.346 4251.93 60 60 15
|
|
6.94096 376.295 4239.57 60 60 15
|
|
35.1767 317.318 4260.21 60 60 15
|
|
32.8319 301.895 4258.52 60 60 15
|
|
39.0119 286.079 4229.8 60 60 15
|
|
23.7313 301.033 4257.03 60 60 15
|
|
29.9113 285.217 4228.32 60 60 15
|
|
17.2694 306.157 4252.82 60 60 15
|
|
23.4494 290.342 4224.11 60 60 15
|
|
17.2314 314.265 4248.35 60 60 15
|
|
23.4114 298.45 4219.63 60 60 15
|
|
23.6396 320.608 4246.23 60 60 15
|
|
29.8196 304.792 4217.52 60 60 15
|
|
32.7401 321.47 4247.71 60 60 15
|
|
38.9201 305.654 4219 60 60 15
|
|
39.2021 316.346 4251.93 60 60 15
|
|
45.3821 300.53 4223.22 60 60 15
|
|
39.2401 308.237 4256.4 60 60 15
|
|
45.4201 292.422 4227.69 60 60 15
|
|
0 370.228 4231.73 60 0 0
|
|
6.06961 270.041 4203.67 60 0 0
|
|
46.9079 179.393 4172.41 60 0 0
|
|
117.589 109.22 4141.72 60 0 0
|
|
111.519 209.408 4169.78 60 0 0
|
|
70.6812 300.055 4201.04 60 0 0
|
|
0 370.228 4231.73 60 0 0
|
|
89.499 319.434 4215.25 60 0 0
|
|
188.208 288.382 4227.67 60 0 0
|
|
284.221 280.819 4267.5 60 0 0
|
|
194.722 331.614 4283.98 60 0 0
|
|
96.0128 362.665 4271.56 60 0 0
|
|
0 370.228 4231.73 60 0 0
|
|
81.7067 373.231 4296.36 60 0 0
|
|
136.42 374.673 4385.05 60 0 0
|
|
157.541 374.38 4487.11 60 0 0
|
|
75.8342 371.377 4422.48 60 0 0
|
|
21.1208 369.935 4333.79 60 0 0
|
|
0 370.228 4231.73 60 0 0
|
|
-6.53866 357.087 4334.91 60 0 0
|
|
-36.8864 319.015 4427.06 60 0 0
|
|
-87.383 260.604 4497.06 60 0 0
|
|
-80.8443 273.746 4393.88 60 0 0
|
|
-50.4965 311.818 4301.73 60 0 0
|
|
0 370.228 4231.73 60 0 0
|
|
-53.285 293.311 4277.63 60 0 0
|
|
-92.208 198.325 4295.64 60 0 0
|
|
-112.075 96.7266 4283.6 60 0 0
|
|
-58.7896 173.644 4237.71 60 0 0
|
|
-19.8665 268.63 4219.69 60 0 0
|
|
-8.41345 388.035 4228.25 60 60 15
|
|
-8.08304 388.006 4236.04 60 60 15
|
|
-6.52205 385.271 4243.18 60 60 15
|
|
-3.96815 380.245 4248.58 60 60 15
|
|
-0.810123 373.694 4251.41 60 60 15
|
|
2.47123 366.616 4251.25 60 60 15
|
|
5.37637 360.088 4248.11 60 60 15
|
|
-12.8736 384.634 4226.56 60 60 15
|
|
-16.3243 381.722 4232.92 60 60 15
|
|
-17.2898 377.059 4239.11 60 60 15
|
|
-15.623 371.357 4244.17 60 60 15
|
|
-11.5778 365.483 4247.33 60 60 15
|
|
-5.77002 360.331 4248.12 60 60 15
|
|
0.916234 356.687 4246.42 60 60 15
|
|
-13.8315 380.98 4222.08 60 60 15
|
|
-18.0943 374.97 4224.65 60 60 15
|
|
-19.6023 368.237 4228.3 60 60 15
|
|
-18.1262 361.808 4232.47 60 60 15
|
|
-13.8904 356.661 4236.52 60 60 15
|
|
-7.53999 353.579 4239.85 60 60 15
|
|
-0.0416707 353.032 4241.94 60 60 15
|
|
-10.726 379.213 4217.44 60 60 15
|
|
-12.3561 371.705 4216.07 60 60 15
|
|
-12.1051 363.972 4217.09 60 60 15
|
|
-10.0112 357.192 4220.34 60 60 15
|
|
-6.3932 352.396 4225.32 60 60 15
|
|
-1.80187 350.315 4231.27 60 60 15
|
|
3.06378 351.266 4237.3 60 60 15
|
|
-5.37637 380.369 4215.35 60 60 15
|
|
-2.47123 373.841 4212.22 60 60 15
|
|
0.810123 366.763 4212.05 60 60 15
|
|
3.96815 360.212 4214.88 60 60 15
|
|
6.52205 355.186 4220.28 60 60 15
|
|
8.08304 352.451 4227.42 60 60 15
|
|
8.41345 352.421 4235.21 60 60 15
|
|
-0.916234 383.77 4217.04 60 60 15
|
|
5.77002 380.125 4215.34 60 60 15
|
|
11.5778 374.974 4216.13 60 60 15
|
|
15.623 369.1 4219.29 60 60 15
|
|
17.2898 363.398 4224.35 60 60 15
|
|
16.3243 358.735 4230.54 60 60 15
|
|
12.8736 355.823 4236.9 60 60 15
|
|
0.0416706 387.425 4221.52 60 60 15
|
|
7.53999 386.878 4223.61 60 60 15
|
|
13.8904 383.796 4226.94 60 60 15
|
|
18.1262 378.649 4230.99 60 60 15
|
|
19.6023 372.22 4235.16 60 60 15
|
|
18.0943 365.487 4238.81 60 60 15
|
|
13.8315 359.477 4241.38 60 60 15
|
|
-3.06378 389.191 4226.16 60 60 15
|
|
1.80187 390.142 4232.19 60 60 15
|
|
6.3932 388.061 4238.14 60 60 15
|
|
10.0112 383.265 4243.12 60 60 15
|
|
12.1051 376.485 4246.37 60 60 15
|
|
12.3561 368.752 4247.39 60 60 15
|
|
10.726 361.244 4246.02 60 60 15
|
|
-7.463 385.354 4220.98 60 60 15
|
|
7.463 355.103 4242.48 60 60 15
|
|
-3.63854 358.732 4232.74 60 60 15
|
|
-3.63854 363.578 4288.12 60 60 15
|
|
5.58716 359.536 4232.67 60 60 15
|
|
5.58716 364.382 4288.05 60 60 15
|
|
11.54 366.604 4232.05 60 60 15
|
|
11.54 371.449 4287.43 60 60 15
|
|
10.7328 375.794 4231.24 60 60 15
|
|
10.7328 380.64 4286.63 60 60 15
|
|
3.63854 381.725 4230.72 60 60 15
|
|
3.63854 386.57 4286.11 60 60 15
|
|
-5.58716 380.92 4230.8 60 60 15
|
|
-5.58716 385.766 4286.18 60 60 15
|
|
-11.54 373.853 4231.41 60 60 15
|
|
-11.54 378.699 4286.8 60 60 15
|
|
-10.7328 364.663 4232.22 60 60 15
|
|
-10.7328 369.508 4287.6 60 60 15
|
|
-0.86933 373.338 4298.91 60 60 15
|
|
18.9392 437.355 4309.79 60 60 15
|
|
7.44413 371.315 4295.67 60 60 15
|
|
27.2526 435.332 4306.56 60 60 15
|
|
11.3969 371.494 4287.43 60 60 15
|
|
31.2054 435.511 4298.31 60 60 15
|
|
8.67355 373.77 4279 60 60 15
|
|
28.482 437.787 4289.89 60 60 15
|
|
0.86933 376.81 4275.32 60 60 15
|
|
20.6778 440.827 4286.21 60 60 15
|
|
-7.44413 378.833 4278.56 60 60 15
|
|
12.3644 442.85 4289.44 60 60 15
|
|
-11.3969 378.654 4286.8 60 60 15
|
|
8.41158 442.671 4297.69 60 60 15
|
|
-8.67355 376.378 4295.23 60 60 15
|
|
11.1349 440.395 4306.12 60 60 15
|
|
22.9813 449.604 4302.71 60 60 15
|
|
27.6439 461.794 4272.37 60 60 15
|
|
30.1108 443.994 4301.55 60 60 15
|
|
34.7734 456.184 4271.22 60 60 15
|
|
31.2054 435.511 4298.31 60 60 15
|
|
35.868 447.701 4267.98 60 60 15
|
|
25.6238 429.125 4294.89 60 60 15
|
|
30.2864 441.315 4264.55 60 60 15
|
|
16.6357 428.577 4293.29 60 60 15
|
|
21.2983 440.767 4262.95 60 60 15
|
|
9.50614 434.188 4294.45 60 60 15
|
|
14.1687 446.378 4264.11 60 60 15
|
|
8.41158 442.671 4297.69 60 60 15
|
|
13.0742 454.861 4267.35 60 60 15
|
|
13.9932 449.056 4301.11 60 60 15
|
|
18.6558 461.246 4270.77 60 60 15
|
|
0 375.074 4287.12 60 0 0
|
|
61.0588 448.181 4247.43 60 0 0
|
|
90.2169 537.231 4204.21 60 0 0
|
|
83.9574 631.483 4162.67 60 0 0
|
|
22.8986 558.376 4202.36 60 0 0
|
|
-6.25947 469.326 4245.58 60 0 0
|
|
0 375.074 4287.12 60 0 0
|
|
-31.0555 469.801 4260.46 60 0 0
|
|
-80.3802 560.353 4264.36 60 0 0
|
|
-142.025 635.81 4298.33 60 0 0
|
|
-110.969 541.083 4324.98 60 0 0
|
|
-61.6446 450.531 4321.09 60 0 0
|
|
0 375.074 4287.12 60 0 0
|
|
-57.1305 437.279 4346.4 60 0 0
|
|
-92.1674 485.889 4430.41 60 0 0
|
|
-100.885 515.04 4529.01 60 0 0
|
|
-43.7542 452.835 4469.72 60 0 0
|
|
-8.71735 404.225 4385.72 60 0 0
|
|
0 375.074 4287.12 60 0 0
|
|
18.8686 395.561 4386.47 60 0 0
|
|
71.1448 416.745 4472.88 60 0 0
|
|
150.523 436.073 4535.92 60 0 0
|
|
131.655 415.587 4436.56 60 0 0
|
|
79.3786 394.402 4350.15 60 0 0
|
|
0 375.074 4287.12 60 0 0
|
|
91.9136 402.298 4325.31 60 0 0
|
|
183.864 448.476 4333.08 60 0 0
|
|
264.762 508.039 4309.51 60 0 0
|
|
172.849 480.814 4271.32 60 0 0
|
|
80.8977 434.636 4263.54 60 0 0
|
|
-5.97546 355.997 4286.51 60 60 15
|
|
-5.78114 357.289 4294.21 60 60 15
|
|
-4.7067 361.288 4300.82 60 60 15
|
|
-2.9157 367.386 4305.35 60 60 15
|
|
-0.680817 374.655 4307.1 60 60 15
|
|
1.65772 381.987 4305.81 60 60 15
|
|
3.74388 388.267 4301.67 60 60 15
|
|
-0.48717 355.238 4284.61 60 60 15
|
|
4.35989 355.885 4290.69 60 60 15
|
|
8.5432 359.454 4296.23 60 60 15
|
|
11.4259 365.402 4300.38 60 60 15
|
|
12.5691 372.821 4302.51 60 60 15
|
|
11.7987 380.584 4302.3 60 60 15
|
|
9.23216 387.508 4299.77 60 60 15
|
|
2.43977 356.646 4279.74 60 60 15
|
|
9.76817 358.488 4281.68 60 60 15
|
|
15.6095 362.855 4284.46 60 60 15
|
|
19.0743 369.083 4287.64 60 60 15
|
|
19.6353 376.222 4290.74 60 60 15
|
|
17.207 383.187 4293.29 60 60 15
|
|
12.1591 388.916 4294.9 60 60 15
|
|
1.0908 359.398 4274.74 60 60 15
|
|
7.27559 363.573 4272.46 60 60 15
|
|
12.3527 369.499 4272.41 60 60 15
|
|
15.5493 376.274 4274.59 60 60 15
|
|
16.3786 382.866 4278.69 60 60 15
|
|
14.7144 388.271 4284.06 60 60 15
|
|
10.8101 391.668 4289.9 60 60 15
|
|
-3.74388 361.881 4272.56 60 60 15
|
|
-1.65772 368.161 4268.42 60 60 15
|
|
0.680817 375.493 4267.13 60 60 15
|
|
2.9157 382.762 4268.88 60 60 15
|
|
4.7067 388.86 4273.41 60 60 15
|
|
5.78114 392.859 4280.03 60 60 15
|
|
5.97546 394.151 4287.72 60 60 15
|
|
-9.23216 362.64 4274.46 60 60 15
|
|
-11.7987 369.564 4271.94 60 60 15
|
|
-12.5691 377.327 4271.72 60 60 15
|
|
-11.4259 384.746 4273.85 60 60 15
|
|
-8.5432 390.694 4278 60 60 15
|
|
-4.35989 394.263 4283.54 60 60 15
|
|
0.48717 394.91 4289.62 60 60 15
|
|
-12.1591 361.232 4279.33 60 60 15
|
|
-17.207 366.961 4280.94 60 60 15
|
|
-19.6353 373.926 4283.49 60 60 15
|
|
-19.0743 381.065 4286.59 60 60 15
|
|
-15.6095 387.293 4289.77 60 60 15
|
|
-9.76817 391.66 4292.55 60 60 15
|
|
-2.43977 393.502 4294.5 60 60 15
|
|
-10.8101 358.48 4284.33 60 60 15
|
|
-14.7144 361.877 4290.17 60 60 15
|
|
-16.3786 367.282 4295.54 60 60 15
|
|
-15.5493 373.874 4299.64 60 60 15
|
|
-12.3527 380.649 4301.82 60 60 15
|
|
-7.27559 386.575 4301.77 60 60 15
|
|
-1.0908 390.75 4299.49 60 60 15
|
|
-5.26006 357.61 4278.91 60 60 15
|
|
5.26006 392.538 4295.32 60 60 15
|
|
10.349 381.026 4286.59 60 60 15
|
|
10.349 385.824 4341.43 60 60 15
|
|
3.09289 386.573 4286.11 60 60 15
|
|
3.09289 391.37 4340.95 60 60 15
|
|
-5.975 385.384 4286.21 60 60 15
|
|
-5.975 390.181 4341.05 60 60 15
|
|
-11.5428 378.155 4286.85 60 60 15
|
|
-11.5428 382.953 4341.68 60 60 15
|
|
-10.349 369.122 4287.64 60 60 15
|
|
-10.349 373.919 4342.47 60 60 15
|
|
-3.09289 363.575 4288.12 60 60 15
|
|
-3.09289 368.373 4342.96 60 60 15
|
|
5.975 364.764 4288.02 60 60 15
|
|
5.975 369.562 4342.85 60 60 15
|
|
11.5428 371.993 4287.38 60 60 15
|
|
11.5428 376.79 4342.22 60 60 15
|
|
2.6449 382.386 4353.17 60 60 15
|
|
-53.5839 351.562 4373.33 60 60 15
|
|
-2.3017 388.848 4349.26 60 60 15
|
|
-58.5305 358.024 4369.42 60 60 15
|
|
-5.9 390.052 4341.06 60 60 15
|
|
-62.1288 359.228 4361.22 60 60 15
|
|
-6.04216 385.292 4333.39 60 60 15
|
|
-62.2709 354.468 4353.55 60 60 15
|
|
-2.6449 377.357 4330.73 60 60 15
|
|
-58.8737 346.533 4350.89 60 60 15
|
|
2.3017 370.895 4334.65 60 60 15
|
|
-53.9271 340.071 4354.81 60 60 15
|
|
5.9 369.691 4342.84 60 60 15
|
|
-50.3288 338.867 4363 60 60 15
|
|
6.04216 374.451 4350.52 60 60 15
|
|
-50.1866 343.627 4370.68 60 60 15
|
|
-65.0788 344.472 4368.44 60 60 15
|
|
-79.2385 333.86 4340.94 60 60 15
|
|
-66.6586 353.011 4365.95 60 60 15
|
|
-80.8183 342.398 4338.45 60 60 15
|
|
-62.1288 359.228 4361.22 60 60 15
|
|
-76.2885 348.616 4333.72 60 60 15
|
|
-54.1428 359.482 4357.01 60 60 15
|
|
-68.3026 348.87 4329.51 60 60 15
|
|
-47.3788 353.624 4355.79 60 60 15
|
|
-61.5385 343.011 4328.29 60 60 15
|
|
-45.7989 345.085 4358.27 60 60 15
|
|
-59.9587 334.473 4330.77 60 60 15
|
|
-50.3288 338.867 4363 60 60 15
|
|
-64.4885 328.255 4335.5 60 60 15
|
|
-58.3147 338.614 4367.21 60 60 15
|
|
-72.4745 328.001 4339.71 60 60 15
|
|
0 379.872 4341.95 60 0 0
|
|
-96.5454 361.953 4313.74 60 0 0
|
|
-180.694 310.803 4286.52 60 0 0
|
|
-242.296 232.591 4263.58 60 0 0
|
|
-145.751 250.51 4291.8 60 0 0
|
|
-61.6023 301.66 4319.01 60 0 0
|
|
0 379.872 4341.95 60 0 0
|
|
-43.5891 287.796 4334.19 60 0 0
|
|
-68.9163 191.375 4356.54 60 0 0
|
|
-72.9269 102.238 4406.31 60 0 0
|
|
-29.3378 194.314 4414.07 60 0 0
|
|
-4.01053 290.735 4391.72 60 0 0
|
|
0 379.872 4341.95 60 0 0
|
|
3.02256 306.458 4412.94 60 0 0
|
|
0.661623 261.38 4504.59 60 0 0
|
|
-6.79806 250.075 4605.86 60 0 0
|
|
-9.82062 323.489 4534.87 60 0 0
|
|
-7.45968 368.567 4443.22 60 0 0
|
|
0 379.872 4341.95 60 0 0
|
|
-21.1262 392.148 4441.15 60 0 0
|
|
-68.1146 424.073 4526.07 60 0 0
|
|
-135.298 471.796 4586.46 60 0 0
|
|
-114.172 459.52 4487.26 60 0 0
|
|
-67.1831 427.595 4402.34 60 0 0
|
|
0 379.872 4341.95 60 0 0
|
|
-82.6626 426.446 4379.84 60 0 0
|
|
-180.199 454.618 4391.3 60 0 0
|
|
-280.844 460.99 4374.92 60 0 0
|
|
-198.181 414.416 4337.03 60 0 0
|
|
-100.645 386.244 4325.58 60 0 0
|
|
17.1723 389.521 4338.49 60 60 15
|
|
16.7303 389.945 4346.27 60 60 15
|
|
13.7413 388.836 4353.39 60 60 15
|
|
8.66025 386.362 4358.77 60 60 15
|
|
2.26078 382.9 4361.59 60 60 15
|
|
-4.48288 378.977 4361.42 60 60 15
|
|
-10.5441 375.19 4358.29 60 60 15
|
|
13.4957 393.462 4336.19 60 60 15
|
|
9.93673 397.228 4342.03 60 60 15
|
|
4.86502 398.352 4347.85 60 60 15
|
|
-0.947343 396.662 4352.78 60 60 15
|
|
-6.61548 392.416 4356.05 60 60 15
|
|
-11.2765 386.26 4357.18 60 60 15
|
|
-14.2207 379.132 4356 60 60 15
|
|
10.0314 393.64 4331.47 60 60 15
|
|
3.53553 397.557 4333.31 60 60 15
|
|
-3.49854 398.781 4336.46 60 60 15
|
|
-10 397.126 4340.44 60 60 15
|
|
-14.979 392.845 4344.66 60 60 15
|
|
-17.6777 386.588 4348.46 60 60 15
|
|
-17.685 379.309 4351.28 60 60 15
|
|
8.80876 389.95 4327.09 60 60 15
|
|
1.27647 390.738 4325.21 60 60 15
|
|
-6.45015 389.872 4325.88 60 60 15
|
|
-13.1948 387.483 4328.99 60 60 15
|
|
-17.9306 383.936 4334.08 60 60 15
|
|
-19.9367 379.769 4340.37 60 60 15
|
|
-18.9076 375.619 4346.89 60 60 15
|
|
10.5441 384.553 4325.61 60 60 15
|
|
4.48288 380.766 4322.48 60 60 15
|
|
-2.26078 376.843 4322.31 60 60 15
|
|
-8.66025 373.381 4325.13 60 60 15
|
|
-13.7413 370.907 4330.51 60 60 15
|
|
-16.7303 369.798 4337.64 60 60 15
|
|
-17.1723 370.222 4345.42 60 60 15
|
|
14.2207 380.612 4327.91 60 60 15
|
|
11.2765 373.483 4326.72 60 60 15
|
|
6.61548 367.327 4327.85 60 60 15
|
|
0.947343 363.081 4331.13 60 60 15
|
|
-4.86502 361.391 4336.05 60 60 15
|
|
-9.93673 362.515 4341.88 60 60 15
|
|
-13.4957 366.281 4347.71 60 60 15
|
|
17.685 380.434 4332.63 60 60 15
|
|
17.6777 373.155 4335.44 60 60 15
|
|
14.979 366.898 4339.25 60 60 15
|
|
10 362.617 4343.46 60 60 15
|
|
3.49854 360.962 4347.45 60 60 15
|
|
-3.53553 362.187 4350.6 60 60 15
|
|
-10.0314 366.103 4352.43 60 60 15
|
|
18.9076 384.124 4337.01 60 60 15
|
|
19.9367 379.974 4343.54 60 60 15
|
|
17.9306 375.808 4349.82 60 60 15
|
|
13.1948 372.26 4354.91 60 60 15
|
|
6.45015 369.872 4358.03 60 60 15
|
|
-1.27647 369.005 4358.69 60 60 15
|
|
-8.80876 369.793 4356.81 60 60 15
|
|
15 387.627 4331.24 60 60 15
|
|
-15 372.116 4352.67 60 60 15
|
|
-11.5203 382.416 4341.73 60 60 15
|
|
-11.5203 387.166 4396.02 60 60 15
|
|
-9.95202 373.556 4342.5 60 60 15
|
|
-9.95202 378.306 4396.8 60 60 15
|
|
-2.55399 368.395 4342.96 60 60 15
|
|
-2.55399 373.145 4397.25 60 60 15
|
|
6.34014 369.957 4342.82 60 60 15
|
|
6.34014 374.707 4397.11 60 60 15
|
|
11.5203 377.327 4342.17 60 60 15
|
|
11.5203 382.077 4396.47 60 60 15
|
|
9.95202 386.188 4341.4 60 60 15
|
|
9.95202 390.938 4395.69 60 60 15
|
|
2.55399 391.348 4340.95 60 60 15
|
|
2.55399 396.098 4395.24 60 60 15
|
|
-6.34014 389.786 4341.08 60 60 15
|
|
-6.34014 394.536 4395.38 60 60 15
|
|
-3.13506 386.29 4407.34 60 60 15
|
|
59.3226 374.095 4426.82 60 60 15
|
|
-3.99981 377.789 4404.79 60 60 15
|
|
58.4579 365.594 4424.27 60 60 15
|
|
-2.52152 373.291 4397.24 60 60 15
|
|
59.9362 361.096 4416.72 60 60 15
|
|
0.433835 375.43 4389.1 60 60 15
|
|
62.8915 363.235 4408.58 60 60 15
|
|
3.13506 382.953 4385.15 60 60 15
|
|
65.5927 370.758 4404.63 60 60 15
|
|
3.99981 391.454 4387.7 60 60 15
|
|
66.4575 379.259 4407.18 60 60 15
|
|
2.52152 395.952 4395.25 60 60 15
|
|
64.9792 383.757 4414.74 60 60 15
|
|
-0.433835 393.813 4403.39 60 60 15
|
|
62.0239 381.618 4422.87 60 60 15
|
|
72.1033 370.834 4422.06 60 60 15
|
|
88.8536 364.742 4395.03 60 60 15
|
|
67.4952 363.289 4420.91 60 60 15
|
|
84.2455 357.196 4393.88 60 60 15
|
|
59.9362 361.096 4416.72 60 60 15
|
|
76.6866 355.004 4389.69 60 60 15
|
|
53.8543 365.541 4411.95 60 60 15
|
|
70.6046 359.448 4384.92 60 60 15
|
|
52.8121 374.019 4409.39 60 60 15
|
|
69.5625 367.926 4382.36 60 60 15
|
|
57.4202 381.564 4410.55 60 60 15
|
|
74.1706 375.472 4383.52 60 60 15
|
|
64.9792 383.757 4414.74 60 60 15
|
|
81.7296 377.665 4387.71 60 60 15
|
|
71.0611 379.313 4419.51 60 60 15
|
|
87.8115 373.22 4392.48 60 60 15
|
|
0 384.622 4396.25 60 0 0
|
|
81.7186 328.988 4374.81 60 0 0
|
|
176.65 305.592 4348.87 60 0 0
|
|
273.345 317.256 4321.55 60 0 0
|
|
191.627 372.889 4342.98 60 0 0
|
|
96.695 396.285 4368.92 60 0 0
|
|
0 384.622 4396.25 60 0 0
|
|
93.5939 419.353 4379.93 60 0 0
|
|
178.05 473.883 4391.15 60 0 0
|
|
243.182 541.635 4428.57 60 0 0
|
|
149.588 506.903 4444.89 60 0 0
|
|
65.1318 452.373 4433.66 60 0 0
|
|
0 384.622 4396.25 60 0 0
|
|
51.0982 449.184 4455.01 60 0 0
|
|
88.1474 492.941 4538.35 60 0 0
|
|
106.679 510.614 4636.21 60 0 0
|
|
55.5804 446.051 4577.44 60 0 0
|
|
18.5313 402.295 4494.11 60 0 0
|
|
0 384.622 4396.25 60 0 0
|
|
12.9591 377.256 4496.3 60 0 0
|
|
31.1846 336.428 4587.03 60 0 0
|
|
52.4784 267.062 4657.51 60 0 0
|
|
39.5193 274.428 4557.46 60 0 0
|
|
21.2937 315.256 4466.73 60 0 0
|
|
0 384.622 4396.25 60 0 0
|
|
31.8835 302.971 4446.73 60 0 0
|
|
85.8826 220.64 4469.93 60 0 0
|
|
155.484 147.561 4463.05 60 0 0
|
|
123.601 229.212 4412.56 60 0 0
|
|
69.6015 311.542 4389.36 60 0 0
|
|
-19.3114 388.629 4392.93 60 60 15
|
|
-18.9459 389.228 4400.7 60 60 15
|
|
-15.696 389.125 4407.79 60 60 15
|
|
-10.0566 388.337 4413.13 60 60 15
|
|
-2.88611 386.983 4415.89 60 60 15
|
|
4.72375 385.27 4415.67 60 60 15
|
|
11.6145 383.458 4412.49 60 60 15
|
|
-19.3556 382.949 4391.5 60 60 15
|
|
-19.0275 378.732 4398.05 60 60 15
|
|
-15.8027 375.412 4404.34 60 60 15
|
|
-10.172 373.494 4409.39 60 60 15
|
|
-2.99274 373.27 4412.44 60 60 15
|
|
4.64214 374.774 4413.02 60 60 15
|
|
11.5703 377.778 4411.05 60 60 15
|
|
-17.1195 379.763 4387.12 60 60 15
|
|
-14.8958 372.846 4389.96 60 60 15
|
|
-10.4042 367.722 4393.77 60 60 15
|
|
-4.32879 365.17 4397.95 60 60 15
|
|
2.40568 365.58 4401.87 60 60 15
|
|
8.77391 368.888 4404.93 60 60 15
|
|
13.8064 374.592 4406.68 60 60 15
|
|
-13.913 380.938 4382.36 60 60 15
|
|
-8.97093 375.017 4381.17 60 60 15
|
|
-2.6631 370.558 4382.28 60 60 15
|
|
4.05017 368.24 4385.51 60 60 15
|
|
10.1468 368.416 4390.38 60 60 15
|
|
14.6987 371.059 4396.14 60 60 15
|
|
17.0129 375.767 4401.92 60 60 15
|
|
-11.6145 385.785 4380 60 60 15
|
|
-4.72375 383.974 4376.82 60 60 15
|
|
2.88611 382.26 4376.6 60 60 15
|
|
10.0566 380.906 4379.36 60 60 15
|
|
15.696 380.118 4384.7 60 60 15
|
|
18.9459 380.016 4391.79 60 60 15
|
|
19.3114 380.614 4399.56 60 60 15
|
|
-11.5703 391.465 4381.44 60 60 15
|
|
-4.64214 394.469 4379.47 60 60 15
|
|
2.99274 395.973 4380.05 60 60 15
|
|
10.172 395.749 4383.1 60 60 15
|
|
15.8027 393.831 4388.15 60 60 15
|
|
19.0275 390.511 4394.44 60 60 15
|
|
19.3556 386.294 4401 60 60 15
|
|
-13.8064 394.651 4385.81 60 60 15
|
|
-8.77391 400.355 4387.56 60 60 15
|
|
-2.40568 403.664 4390.62 60 60 15
|
|
4.32879 404.073 4394.54 60 60 15
|
|
10.4042 401.522 4398.72 60 60 15
|
|
14.8958 396.397 4402.53 60 60 15
|
|
17.1195 389.48 4405.37 60 60 15
|
|
-17.0129 393.476 4390.57 60 60 15
|
|
-14.6987 398.184 4396.35 60 60 15
|
|
-10.1468 400.827 4402.11 60 60 15
|
|
-4.05017 401.003 4406.98 60 60 15
|
|
2.6631 398.685 4410.21 60 60 15
|
|
8.97093 394.226 4411.32 60 60 15
|
|
13.913 388.305 4410.13 60 60 15
|
|
-16.737 387.42 4385.66 60 60 15
|
|
16.737 381.823 4406.83 60 60 15
|
|
6.68217 375.115 4397.08 60 60 15
|
|
6.68217 379.818 4450.83 60 60 15
|
|
11.473 382.606 4396.42 60 60 15
|
|
11.473 387.309 4450.18 60 60 15
|
|
9.54312 391.278 4395.66 60 60 15
|
|
9.54312 395.981 4449.42 60 60 15
|
|
2.023 396.051 4395.25 60 60 15
|
|
2.023 400.754 4449 60 60 15
|
|
-6.68217 394.128 4395.41 60 60 15
|
|
-6.68217 398.831 4449.17 60 60 15
|
|
-11.473 386.637 4396.07 60 60 15
|
|
-11.473 391.34 4449.82 60 60 15
|
|
-9.54312 377.965 4396.83 60 60 15
|
|
-9.54312 382.668 4450.58 60 60 15
|
|
-2.023 373.192 4397.25 60 60 15
|
|
-2.023 377.895 4451 60 60 15
|
|
1.92852 387.539 4461.2 60 60 15
|
|
-34.2149 440.64 4475.89 60 60 15
|
|
8.02479 392.709 4457.51 60 60 15
|
|
-28.1186 445.81 4472.2 60 60 15
|
|
9.42025 395.896 4449.43 60 60 15
|
|
-26.7232 448.996 4464.12 60 60 15
|
|
5.29745 395.233 4441.68 60 60 15
|
|
-30.846 448.334 4456.37 60 60 15
|
|
-1.92852 391.11 4438.81 60 60 15
|
|
-38.0719 444.211 4453.5 60 60 15
|
|
-8.02479 385.941 4442.49 60 60 15
|
|
-44.1682 439.041 4457.18 60 60 15
|
|
-9.42025 382.754 4450.58 60 60 15
|
|
-45.5636 435.854 4465.27 60 60 15
|
|
-5.29745 383.416 4458.32 60 60 15
|
|
-41.4409 436.517 4473.02 60 60 15
|
|
-41.6118 450.766 4470.42 60 60 15
|
|
-51.8935 463.078 4442.67 60 60 15
|
|
-33.349 452.969 4468.34 60 60 15
|
|
-43.6308 465.281 4440.58 60 60 15
|
|
-26.7232 448.996 4464.12 60 60 15
|
|
-37.0049 461.308 4436.37 60 60 15
|
|
-25.6155 441.174 4460.24 60 60 15
|
|
-35.8972 453.486 4432.48 60 60 15
|
|
-30.675 434.085 4458.97 60 60 15
|
|
-40.9567 446.397 4431.21 60 60 15
|
|
-38.9378 431.881 4461.05 60 60 15
|
|
-49.2195 444.193 4433.3 60 60 15
|
|
-45.5636 435.854 4465.27 60 60 15
|
|
-55.8454 448.166 4437.51 60 60 15
|
|
-46.6713 443.677 4469.15 60 60 15
|
|
-56.953 455.988 4441.4 60 60 15
|
|
0 389.325 4450 60 0 0
|
|
-24.3182 481.432 4419.09 60 0 0
|
|
-80.0577 558.622 4388.01 60 0 0
|
|
-160.495 611.583 4360.52 60 0 0
|
|
-136.177 519.476 4391.44 60 0 0
|
|
-80.4377 442.286 4422.51 60 0 0
|
|
0 389.325 4450 60 0 0
|
|
-92.1328 426.026 4436.02 60 0 0
|
|
-188.868 446.217 4452.31 60 0 0
|
|
-278.539 447.462 4496.91 60 0 0
|
|
-186.406 410.76 4510.88 60 0 0
|
|
-89.6705 390.57 4494.59 60 0 0
|
|
0 389.325 4450 60 0 0
|
|
-76.5704 386.597 4514.5 60 0 0
|
|
-127.385 392.864 4600.58 60 0 0
|
|
-146.314 407.37 4697.85 60 0 0
|
|
-69.7434 410.097 4633.35 60 0 0
|
|
-18.9291 403.83 4547.27 60 0 0
|
|
0 389.325 4450 60 0 0
|
|
0.862195 417.635 4546.07 60 0 0
|
|
19.4248 472.296 4627.91 60 0 0
|
|
53.449 546.713 4685.66 60 0 0
|
|
52.5868 518.402 4589.6 60 0 0
|
|
34.0242 463.742 4507.75 60 0 0
|
|
0 389.325 4450 60 0 0
|
|
33.1558 476.246 4487.1 60 0 0
|
|
48.6745 574.739 4496.54 60 0 0
|
|
44.6843 672.924 4477.18 60 0 0
|
|
11.5284 586.002 4440.08 60 0 0
|
|
-3.99023 487.509 4430.65 60 0 0
|
|
11.3142 372.94 4448.12 60 60 15
|
|
11.1775 373.814 4455.87 60 60 15
|
|
9.33915 377.05 4462.73 60 60 15
|
|
6.07898 382.154 4467.65 60 60 15
|
|
1.89335 388.35 4469.89 60 60 15
|
|
-2.58053 394.694 4469.09 60 60 15
|
|
-6.66155 400.221 4465.39 60 60 15
|
|
15.0661 376.836 4445.87 60 60 15
|
|
18.11 381.013 4451.72 60 60 15
|
|
18.3969 386.456 4457.3 60 60 15
|
|
15.8831 392.335 4461.78 60 60 15
|
|
10.9511 397.756 4464.46 60 60 15
|
|
4.35199 401.893 4464.94 60 60 15
|
|
-2.9097 404.117 4463.14 60 60 15
|
|
15.2574 380.057 4440.98 60 60 15
|
|
18.4636 386.965 4442.68 60 60 15
|
|
18.8589 394.233 4445.5 60 60 15
|
|
16.383 400.753 4449 60 60 15
|
|
11.4131 405.533 4452.65 60 60 15
|
|
4.70554 407.845 4455.9 60 60 15
|
|
-2.71836 407.338 4458.25 60 60 15
|
|
11.7761 380.717 4436.32 60 60 15
|
|
12.0311 388.184 4434.07 60 60 15
|
|
10.4544 395.824 4434.24 60 60 15
|
|
7.28607 402.476 4436.81 60 60 15
|
|
3.00855 407.125 4441.39 60 60 15
|
|
-1.72699 409.064 4447.28 60 60 15
|
|
-6.19962 407.998 4453.59 60 60 15
|
|
6.66155 378.428 4434.61 60 60 15
|
|
2.58053 383.955 4430.91 60 60 15
|
|
-1.89335 390.299 4430.11 60 60 15
|
|
-6.07898 396.495 4432.35 60 60 15
|
|
-9.33915 401.599 4437.27 60 60 15
|
|
-11.1775 404.835 4444.13 60 60 15
|
|
-11.3142 405.709 4451.88 60 60 15
|
|
2.9097 374.532 4436.86 60 60 15
|
|
-4.35199 376.756 4435.07 60 60 15
|
|
-10.9511 380.893 4435.55 60 60 15
|
|
-15.8831 386.314 4438.23 60 60 15
|
|
-18.3969 392.193 4442.7 60 60 15
|
|
-18.11 397.636 4448.28 60 60 15
|
|
-15.0661 401.813 4454.13 60 60 15
|
|
2.71836 371.311 4441.75 60 60 15
|
|
-4.70554 370.804 4444.1 60 60 15
|
|
-11.4131 373.117 4447.35 60 60 15
|
|
-16.383 377.897 4451 60 60 15
|
|
-18.8589 384.417 4454.5 60 60 15
|
|
-18.4636 391.684 4457.32 60 60 15
|
|
-15.2574 398.592 4459.02 60 60 15
|
|
6.19962 370.651 4446.41 60 60 15
|
|
1.72699 369.585 4452.72 60 60 15
|
|
-3.00855 371.525 4458.61 60 60 15
|
|
-7.28607 376.174 4463.19 60 60 15
|
|
-10.4544 382.825 4465.76 60 60 15
|
|
-12.0311 390.466 4465.94 60 60 15
|
|
-11.7761 397.933 4463.68 60 60 15
|
|
9.72841 374.56 4440.65 60 60 15
|
|
-9.72841 404.089 4459.35 60 60 15
|
|
1.50105 400.683 4449.01 60 60 15
|
|
1.50105 405.339 4502.23 60 60 15
|
|
-7.00076 398.414 4449.21 60 60 15
|
|
-7.00076 403.07 4502.43 60 60 15
|
|
-11.4016 390.82 4449.87 60 60 15
|
|
-11.4016 395.476 4503.09 60 60 15
|
|
-9.12356 382.351 4450.61 60 60 15
|
|
-9.12356 387.007 4503.84 60 60 15
|
|
-1.50105 377.966 4451 60 60 15
|
|
-1.50105 382.623 4504.22 60 60 15
|
|
7.00076 380.236 4450.8 60 60 15
|
|
7.00076 384.892 4504.02 60 60 15
|
|
11.4016 387.829 4450.13 60 60 15
|
|
11.4016 392.486 4503.36 60 60 15
|
|
9.12356 396.299 4449.39 60 60 15
|
|
9.12356 400.955 4502.61 60 60 15
|
|
0.4578 398.386 4513.68 60 60 15
|
|
-7.64106 338.86 4539.12 60 60 15
|
|
-7.63329 398.139 4510.52 60 60 15
|
|
-15.7322 338.614 4535.97 60 60 15
|
|
-11.2529 395.457 4503.1 60 60 15
|
|
-19.3518 335.931 4528.54 60 60 15
|
|
-8.28071 391.91 4495.74 60 60 15
|
|
-16.3796 332.384 4521.19 60 60 15
|
|
-0.4578 389.576 4492.77 60 60 15
|
|
-8.55666 330.05 4518.22 60 60 15
|
|
7.63329 389.823 4495.93 60 60 15
|
|
-0.465575 330.297 4521.37 60 60 15
|
|
11.2529 392.505 4503.35 60 60 15
|
|
3.15404 332.98 4528.8 60 60 15
|
|
8.28071 396.052 4510.71 60 60 15
|
|
0.181852 336.527 4536.15 60 60 15
|
|
-9.2974 325.968 4536.11 60 60 15
|
|
-11.7324 305.304 4512.14 60 60 15
|
|
-16.9034 329.497 4533.84 60 60 15
|
|
-19.3384 308.834 4509.87 60 60 15
|
|
-19.3518 335.931 4528.54 60 60 15
|
|
-21.7868 315.268 4504.57 60 60 15
|
|
-15.2084 341.501 4523.32 60 60 15
|
|
-17.6434 320.837 4499.35 60 60 15
|
|
-6.90033 342.943 4521.23 60 60 15
|
|
-9.33537 322.28 4497.26 60 60 15
|
|
0.705632 339.414 4523.5 60 60 15
|
|
-1.72941 318.75 4499.53 60 60 15
|
|
3.15404 332.98 4528.8 60 60 15
|
|
0.718991 312.316 4504.83 60 60 15
|
|
-0.989354 327.41 4534.02 60 60 15
|
|
-3.4244 306.747 4510.05 60 60 15
|
|
0 393.981 4503.22 60 0 0
|
|
-45.5222 306.681 4491.42 60 0 0
|
|
-58.1826 209.084 4479.26 60 0 0
|
|
-36.4542 112.963 4468.22 60 0 0
|
|
9.06799 200.264 4480.03 60 0 0
|
|
21.7284 297.861 4492.19 60 0 0
|
|
0 393.981 4503.22 60 0 0
|
|
40.7845 303.595 4502.86 60 0 0
|
|
97.6843 226.932 4529.66 60 0 0
|
|
163.837 173.238 4580.39 60 0 0
|
|
123.052 263.624 4580.76 60 0 0
|
|
66.1522 340.287 4553.96 60 0 0
|
|
0 393.981 4503.22 60 0 0
|
|
60.7605 354.317 4570.81 60 0 0
|
|
97.9794 328.866 4659.13 60 0 0
|
|
107.167 320.699 4757.53 60 0 0
|
|
46.4068 360.363 4689.94 60 0 0
|
|
9.18799 385.814 4601.62 60 0 0
|
|
0 393.981 4503.22 60 0 0
|
|
-13.2003 388.75 4601.37 60 0 0
|
|
-57.7053 374.018 4688.75 60 0 0
|
|
-128.147 351.561 4754.83 60 0 0
|
|
-114.947 356.792 4656.69 60 0 0
|
|
-70.4416 371.524 4569.31 60 0 0
|
|
0 393.981 4503.22 60 0 0
|
|
-78.8867 359.309 4552.3 60 0 0
|
|
-154.219 299.988 4577.58 60 0 0
|
|
-216.91 223.173 4576.03 60 0 0
|
|
-138.023 257.845 4526.96 60 0 0
|
|
-62.6912 317.166 4501.67 60 0 0
|
|
2.56681 413.086 4497.89 60 60 15
|
|
2.55348 413.665 4505.68 60 60 15
|
|
2.1514 411.248 4513.09 60 60 15
|
|
1.42179 406.202 4518.99 60 60 15
|
|
0.47573 399.295 4522.5 60 60 15
|
|
-0.542758 391.579 4523.07 60 60 15
|
|
-1.47862 384.229 4520.62 60 60 15
|
|
-2.95821 412.42 4496.07 60 60 15
|
|
-7.65543 412.435 4502.3 60 60 15
|
|
-11.1872 409.64 4508.67 60 60 15
|
|
-13.0158 404.461 4514.21 60 60 15
|
|
-12.8629 397.687 4518.08 60 60 15
|
|
-10.7517 390.349 4519.69 60 60 15
|
|
-7.00364 383.563 4518.79 60 60 15
|
|
-5.56548 409.405 4491.77 60 60 15
|
|
-12.473 406.863 4494.37 60 60 15
|
|
-17.4817 402.36 4498.31 60 60 15
|
|
-19.8289 396.582 4503 60 60 15
|
|
-19.1573 390.407 4507.72 60 60 15
|
|
-15.5693 384.777 4511.76 60 60 15
|
|
-9.6109 380.548 4514.5 60 60 15
|
|
-3.72768 405.807 4487.53 60 60 15
|
|
-9.07723 400.214 4486.53 60 60 15
|
|
-13.0448 393.673 4488.07 60 60 15
|
|
-15.0265 387.179 4491.91 60 60 15
|
|
-14.7205 381.72 4497.48 60 60 15
|
|
-12.1735 378.128 4503.92 60 60 15
|
|
-7.77311 376.95 4510.26 60 60 15
|
|
1.47862 403.733 4485.83 60 60 15
|
|
0.542758 396.383 4483.38 60 60 15
|
|
-0.47573 388.667 4483.95 60 60 15
|
|
-1.42179 381.761 4487.46 60 60 15
|
|
-2.1514 376.714 4493.36 60 60 15
|
|
-2.55348 374.297 4500.77 60 60 15
|
|
-2.56681 374.876 4508.56 60 60 15
|
|
7.00364 404.399 4487.66 60 60 15
|
|
10.7517 397.614 4486.76 60 60 15
|
|
12.8629 390.275 4488.37 60 60 15
|
|
13.0158 383.501 4492.24 60 60 15
|
|
11.1872 378.322 4497.78 60 60 15
|
|
7.65543 375.528 4504.15 60 60 15
|
|
2.95821 375.542 4510.38 60 60 15
|
|
9.6109 407.414 4491.95 60 60 15
|
|
15.5693 403.185 4494.69 60 60 15
|
|
19.1573 397.555 4498.73 60 60 15
|
|
19.8289 391.381 4503.45 60 60 15
|
|
17.4817 385.602 4508.14 60 60 15
|
|
12.473 381.099 4512.08 60 60 15
|
|
5.56548 378.557 4514.68 60 60 15
|
|
7.77311 411.013 4496.19 60 60 15
|
|
12.1735 409.834 4502.53 60 60 15
|
|
14.7205 406.242 4508.97 60 60 15
|
|
15.0265 400.783 4514.54 60 60 15
|
|
13.0448 394.289 4518.38 60 60 15
|
|
9.07723 387.748 4519.92 60 60 15
|
|
3.72768 382.156 4518.92 60 60 15
|
|
2.18937 409.598 4490.92 60 60 15
|
|
-2.18937 378.364 4515.53 60 60 15
|
|
-8.6946 386.713 4503.86 60 60 15
|
|
-8.6946 391.324 4556.56 60 60 15
|
|
-0.989218 382.717 4504.21 60 60 15
|
|
-0.989218 387.328 4556.91 60 60 15
|
|
7.29564 385.32 4503.98 60 60 15
|
|
7.29564 389.93 4556.68 60 60 15
|
|
11.3068 392.996 4503.31 60 60 15
|
|
11.3068 397.606 4556.01 60 60 15
|
|
8.6946 401.249 4502.59 60 60 15
|
|
8.6946 405.859 4555.29 60 60 15
|
|
0.989218 405.245 4502.24 60 60 15
|
|
0.989218 409.855 4554.94 60 60 15
|
|
-7.29564 402.643 4502.47 60 60 15
|
|
-7.29564 407.253 4555.16 60 60 15
|
|
-11.3068 394.967 4503.14 60 60 15
|
|
-11.3068 399.577 4555.84 60 60 15
|
|
-2.79328 397.18 4566.68 60 60 15
|
|
43.9935 438.122 4584.2 60 60 15
|
|
3.11547 391.549 4564.05 60 60 15
|
|
49.9022 432.492 4581.58 60 60 15
|
|
7.19922 390.044 4556.67 60 60 15
|
|
53.986 430.987 4574.2 60 60 15
|
|
7.06576 393.546 4548.85 60 60 15
|
|
53.8525 434.488 4566.37 60 60 15
|
|
2.79328 400.003 4545.17 60 60 15
|
|
49.58 440.946 4562.7 60 60 15
|
|
-3.11547 405.634 4547.79 60 60 15
|
|
43.6713 446.576 4565.32 60 60 15
|
|
-7.19922 407.139 4555.17 60 60 15
|
|
39.5875 448.081 4572.7 60 60 15
|
|
-7.06576 403.637 4563 60 60 15
|
|
39.721 444.579 4580.53 60 60 15
|
|
53.5476 445.786 4579.82 60 60 15
|
|
68.3682 456.017 4554.07 60 60 15
|
|
56.658 437.911 4578.49 60 60 15
|
|
71.4786 448.142 4552.73 60 60 15
|
|
53.986 430.987 4574.2 60 60 15
|
|
68.8065 441.217 4548.45 60 60 15
|
|
47.0967 429.069 4569.47 60 60 15
|
|
61.9173 439.299 4543.72 60 60 15
|
|
40.0258 433.281 4567.08 60 60 15
|
|
54.8464 443.512 4541.32 60 60 15
|
|
36.9154 441.156 4568.41 60 60 15
|
|
51.736 451.387 4542.66 60 60 15
|
|
39.5875 448.081 4572.7 60 60 15
|
|
54.4081 458.311 4546.95 60 60 15
|
|
46.4768 449.999 4577.43 60 60 15
|
|
61.2974 460.229 4551.68 60 60 15
|
|
0 398.592 4555.92 60 0 0
|
|
91.1857 429.75 4537.11 60 0 0
|
|
165.254 490.178 4514.71 60 0 0
|
|
213.27 572.587 4491.42 60 0 0
|
|
122.084 541.429 4510.23 60 0 0
|
|
48.0165 481.001 4532.63 60 0 0
|
|
0 398.592 4555.92 60 0 0
|
|
31.8024 490.441 4542.08 60 0 0
|
|
43.9893 586.899 4555.75 60 0 0
|
|
35.0909 676.331 4595.27 60 0 0
|
|
3.28853 584.481 4609.11 60 0 0
|
|
-8.89841 488.023 4595.45 60 0 0
|
|
0 398.592 4555.92 60 0 0
|
|
-13.2842 477.358 4613.01 60 0 0
|
|
-17.8355 533.115 4693.69 60 0 0
|
|
-13.1049 559.136 4788.24 60 0 0
|
|
0.179247 480.369 4731.16 60 0 0
|
|
4.73054 424.612 4650.47 60 0 0
|
|
0 398.592 4555.92 60 0 0
|
|
18.2341 408.581 4651.88 60 0 0
|
|
65.219 403.153 4737.91 60 0 0
|
|
135.288 382.961 4803.66 60 0 0
|
|
117.053 372.972 4707.7 60 0 0
|
|
70.0686 378.4 4621.66 60 0 0
|
|
0 398.592 4555.92 60 0 0
|
|
82.8 379.157 4604.97 60 0 0
|
|
178.374 376.616 4627.3 60 0 0
|
|
275.195 391.275 4620.21 60 0 0
|
|
192.395 410.709 4571.16 60 0 0
|
|
96.8208 413.25 4548.83 60 0 0
|
|
-15.0133 385.694 4553.05 60 60 15
|
|
-15.0394 386.353 4560.82 60 60 15
|
|
-12.7759 388.874 4567.85 60 60 15
|
|
-8.56733 392.875 4573.07 60 60 15
|
|
-3.05449 397.746 4575.67 60 60 15
|
|
2.92336 402.746 4575.27 60 60 15
|
|
8.45617 407.114 4571.92 60 60 15
|
|
-10.5743 382.205 4551.49 60 60 15
|
|
-6.83717 379.905 4557.94 60 60 15
|
|
-2.05914 380.45 4564.09 60 60 15
|
|
3.03237 383.757 4568.99 60 60 15
|
|
7.66223 389.322 4571.9 60 60 15
|
|
11.1256 396.299 4572.38 60 60 15
|
|
12.8952 403.624 4570.36 60 60 15
|
|
-6.81506 382.041 4547 60 60 15
|
|
0.109007 379.602 4549.64 60 60 15
|
|
7.01648 380.055 4553.25 60 60 15
|
|
12.8558 383.329 4557.26 60 60 15
|
|
16.7379 388.927 4561.06 60 60 15
|
|
18.0718 395.996 4564.09 60 60 15
|
|
16.6544 403.46 4565.87 60 60 15
|
|
-5.9377 385.299 4542.21 60 60 15
|
|
1.73016 385.622 4540.8 60 60 15
|
|
9.13462 387.919 4541.69 60 60 15
|
|
15.1484 391.841 4544.74 60 60 15
|
|
18.856 396.791 4549.5 60 60 15
|
|
19.6929 402.015 4555.24 60 60 15
|
|
17.5318 406.718 4561.08 60 60 15
|
|
-8.45617 390.069 4539.93 60 60 15
|
|
-2.92336 394.437 4536.58 60 60 15
|
|
3.05449 399.437 4536.17 60 60 15
|
|
8.56733 404.308 4538.78 60 60 15
|
|
12.7759 408.309 4543.99 60 60 15
|
|
15.0394 410.83 4551.02 60 60 15
|
|
15.0133 411.489 4558.8 60 60 15
|
|
-12.8952 393.559 4541.49 60 60 15
|
|
-11.1256 400.884 4539.46 60 60 15
|
|
-7.66223 407.861 4539.94 60 60 15
|
|
-3.03237 413.426 4542.85 60 60 15
|
|
2.05914 416.733 4547.76 60 60 15
|
|
6.83717 417.278 4553.9 60 60 15
|
|
10.5743 414.978 4560.36 60 60 15
|
|
-16.6544 393.723 4545.98 60 60 15
|
|
-18.0718 401.187 4547.76 60 60 15
|
|
-16.7379 408.256 4550.78 60 60 15
|
|
-12.8558 413.854 4554.59 60 60 15
|
|
-7.01648 417.128 4558.6 60 60 15
|
|
-0.109007 417.581 4562.2 60 60 15
|
|
6.81506 415.142 4564.85 60 60 15
|
|
-17.5318 390.465 4550.76 60 60 15
|
|
-19.6929 395.168 4556.6 60 60 15
|
|
-18.856 400.392 4562.34 60 60 15
|
|
-15.1484 405.342 4567.1 60 60 15
|
|
-9.13462 409.264 4570.16 60 60 15
|
|
-1.73016 411.561 4571.05 60 60 15
|
|
5.9377 411.884 4569.63 60 60 15
|
|
-12.7016 386.999 4545.71 60 60 15
|
|
12.7016 410.184 4566.13 60 60 15
|
|
11.1893 398.105 4555.96 60 60 15
|
|
11.1893 402.67 4608.14 60 60 15
|
|
8.25751 406.129 4555.26 60 60 15
|
|
8.25751 410.694 4607.44 60 60 15
|
|
0.488537 409.738 4554.95 60 60 15
|
|
0.488537 414.303 4607.12 60 60 15
|
|
-7.56661 406.818 4555.2 60 60 15
|
|
-7.56661 411.382 4607.38 60 60 15
|
|
-11.1893 399.078 4555.88 60 60 15
|
|
-11.1893 403.643 4608.05 60 60 15
|
|
-8.25751 391.054 4556.58 60 60 15
|
|
-8.25751 395.618 4608.76 60 60 15
|
|
-0.488537 387.445 4556.9 60 60 15
|
|
-0.488537 392.009 4609.07 60 60 15
|
|
7.56661 390.365 4556.64 60 60 15
|
|
7.56661 394.93 4608.82 60 60 15
|
|
3.77573 403.897 4618.46 60 60 15
|
|
-56.2655 408.415 4640.02 60 60 15
|
|
3.01066 411.456 4614.74 60 60 15
|
|
-57.0306 415.974 4636.3 60 60 15
|
|
0.481994 414.154 4607.13 60 60 15
|
|
-59.5592 418.672 4628.7 60 60 15
|
|
-2.32902 410.409 4600.09 60 60 15
|
|
-62.3702 414.927 4621.65 60 60 15
|
|
-3.77573 402.415 4597.74 60 60 15
|
|
-63.817 406.933 4619.3 60 60 15
|
|
-3.01066 394.856 4601.45 60 60 15
|
|
-63.0519 399.374 4623.01 60 60 15
|
|
-0.481994 392.159 4609.06 60 60 15
|
|
-60.5232 396.677 4630.62 60 60 15
|
|
2.32902 395.904 4616.1 60 60 15
|
|
-57.7122 400.422 4637.66 60 60 15
|
|
-68.498 408.661 4636.7 60 60 15
|
|
-88.4783 407.453 4612.88 60 60 15
|
|
-65.6802 416.148 4633.96 60 60 15
|
|
-85.6605 414.94 4610.14 60 60 15
|
|
-59.5592 418.672 4628.7 60 60 15
|
|
-79.5395 417.463 4604.88 60 60 15
|
|
-53.7206 414.753 4624 60 60 15
|
|
-73.7009 413.544 4600.18 60 60 15
|
|
-51.5845 406.687 4622.62 60 60 15
|
|
-71.5648 405.479 4598.8 60 60 15
|
|
-54.4022 399.2 4625.36 60 60 15
|
|
-74.3825 397.992 4601.54 60 60 15
|
|
-60.5232 396.677 4630.62 60 60 15
|
|
-80.5035 395.468 4606.8 60 60 15
|
|
-66.3619 400.596 4635.32 60 60 15
|
|
-86.3422 399.387 4611.5 60 60 15
|
|
0 403.156 4608.1 60 0 0
|
|
-88.9206 439.068 4592.19 60 0 0
|
|
-185.091 442.072 4578.35 60 0 0
|
|
-276.912 411.805 4568.24 60 0 0
|
|
-187.992 375.894 4584.14 60 0 0
|
|
-91.8211 372.89 4597.98 60 0 0
|
|
0 403.156 4608.1 60 0 0
|
|
-85.9592 357.768 4608.7 60 0 0
|
|
-158.63 300.149 4637.83 60 0 0
|
|
-209.247 237.249 4691.97 60 0 0
|
|
-123.288 282.638 4691.36 60 0 0
|
|
-50.6171 340.256 4662.24 60 0 0
|
|
0 403.156 4608.1 60 0 0
|
|
-39.7604 347.094 4676.84 60 0 0
|
|
-68.907 316.889 4764.52 60 0 0
|
|
-83.9243 316.183 4860.56 60 0 0
|
|
-44.1639 372.245 4791.81 60 0 0
|
|
-15.0173 402.45 4704.14 60 0 0
|
|
0 403.156 4608.1 60 0 0
|
|
-14.1693 421.798 4702.44 60 0 0
|
|
-39.9165 469.158 4783.34 60 0 0
|
|
-74.1359 539.522 4841.02 60 0 0
|
|
-59.9665 520.881 4746.67 60 0 0
|
|
-34.2194 473.521 4665.78 60 0 0
|
|
0 403.156 4608.1 60 0 0
|
|
-44.552 478.641 4650.13 60 0 0
|
|
-111.722 546.525 4668.28 60 0 0
|
|
-193.409 598.62 4660.35 60 0 0
|
|
-148.857 523.136 4618.32 60 0 0
|
|
-81.6867 455.252 4600.17 60 0 0
|
|
19.5073 401.93 4603.86 60 60 15
|
|
19.6774 402.603 4611.63 60 60 15
|
|
16.8518 403.36 4618.87 60 60 15
|
|
11.4606 404.086 4624.46 60 60 15
|
|
4.32467 404.67 4627.56 60 60 15
|
|
-3.46966 405.024 4627.7 60 60 15
|
|
-10.7358 405.093 4624.86 60 60 15
|
|
18.4588 407.213 4601.55 60 60 15
|
|
17.74 412.363 4607.37 60 60 15
|
|
14.3205 416.112 4613.3 60 60 15
|
|
8.72075 417.888 4618.44 60 60 15
|
|
1.79337 417.422 4622 60 60 15
|
|
-5.40703 414.784 4623.44 60 60 15
|
|
-11.7843 410.375 4622.55 60 60 15
|
|
15.4554 409.192 4596.93 60 60 15
|
|
12.1904 416.021 4598.83 60 60 15
|
|
7.06953 420.891 4602.14 60 60 15
|
|
0.872388 423.061 4606.36 60 60 15
|
|
-5.45757 422.201 4610.84 60 60 15
|
|
-10.9567 418.441 4614.9 60 60 15
|
|
-14.7877 412.355 4617.93 60 60 15
|
|
12.2564 406.71 4592.7 60 60 15
|
|
6.27942 411.434 4591.01 60 60 15
|
|
-0.653539 414.898 4591.92 60 60 15
|
|
-7.487 416.574 4595.29 60 60 15
|
|
-13.1806 416.208 4600.62 60 60 15
|
|
-16.8676 413.854 4607.08 60 60 15
|
|
-17.9867 409.872 4613.7 60 60 15
|
|
10.7358 401.219 4591.33 60 60 15
|
|
3.46966 401.289 4588.49 60 60 15
|
|
-4.32467 401.643 4588.63 60 60 15
|
|
-11.4606 402.227 4591.73 60 60 15
|
|
-16.8518 402.953 4597.33 60 60 15
|
|
-19.6774 403.709 4604.56 60 60 15
|
|
-19.5073 404.382 4612.33 60 60 15
|
|
11.7843 395.937 4593.64 60 60 15
|
|
5.40703 391.529 4592.75 60 60 15
|
|
-1.79337 388.891 4594.19 60 60 15
|
|
-8.72075 388.424 4597.76 60 60 15
|
|
-14.3205 390.201 4602.89 60 60 15
|
|
-17.74 393.949 4608.82 60 60 15
|
|
-18.4588 399.1 4614.64 60 60 15
|
|
14.7877 393.958 4598.26 60 60 15
|
|
10.9567 387.871 4601.29 60 60 15
|
|
5.45757 384.111 4605.36 60 60 15
|
|
-0.872388 383.251 4609.84 60 60 15
|
|
-7.06953 385.422 4614.06 60 60 15
|
|
-12.1904 390.292 4617.36 60 60 15
|
|
-15.4554 397.12 4619.26 60 60 15
|
|
17.9867 396.44 4602.5 60 60 15
|
|
16.8676 392.458 4609.11 60 60 15
|
|
13.1806 390.105 4615.58 60 60 15
|
|
7.487 389.738 4620.9 60 60 15
|
|
0.653539 391.415 4624.27 60 60 15
|
|
-6.27942 394.879 4625.19 60 60 15
|
|
-12.2564 399.603 4623.5 60 60 15
|
|
16.3674 401.445 4596.73 60 60 15
|
|
-16.3674 404.868 4619.46 60 60 15
|
|
-7.81353 410.94 4607.42 60 60 15
|
|
-7.81353 415.46 4659.07 60 60 15
|
|
-11.05 403.156 4608.1 60 60 15
|
|
-11.05 407.676 4659.76 60 60 15
|
|
-7.81353 395.372 4608.78 60 60 15
|
|
-7.81353 399.892 4660.44 60 60 15
|
|
3.55269e-009 392.148 4609.06 60 60 15
|
|
3.5527e-009 396.668 4660.72 60 60 15
|
|
7.81353 395.372 4608.78 60 60 15
|
|
7.81353 399.892 4660.44 60 60 15
|
|
11.05 403.156 4608.1 60 60 15
|
|
11.05 407.676 4659.76 60 60 15
|
|
7.81353 410.94 4607.42 60 60 15
|
|
7.81353 415.46 4659.07 60 60 15
|
|
-3.66548e-009 414.164 4607.13 60 60 15
|
|
-3.66547e-009 418.684 4658.79 60 60 15
|
|
-2.76211 411.314 4669.65 60 60 15
|
|
39.0395 371.65 4695.9 60 60 15
|
|
-7.40311 404.819 4667.23 60 60 15
|
|
34.3985 365.155 4693.48 60 60 15
|
|
-7.70746 399.998 4660.43 60 60 15
|
|
34.0941 360.333 4686.68 60 60 15
|
|
-3.49689 399.674 4653.23 60 60 15
|
|
38.3047 360.009 4679.48 60 60 15
|
|
2.76211 404.037 4649.86 60 60 15
|
|
44.5637 364.373 4676.11 60 60 15
|
|
7.40311 410.532 4652.28 60 60 15
|
|
49.2047 370.867 4678.53 60 60 15
|
|
7.70746 415.354 4659.08 60 60 15
|
|
49.509 375.689 4685.33 60 60 15
|
|
3.49689 415.678 4666.28 60 60 15
|
|
45.2985 376.013 4692.53 60 60 15
|
|
47.5293 362.941 4693.77 60 60 15
|
|
62.1048 346.425 4672.23 60 60 15
|
|
40.4017 358.997 4691.97 60 60 15
|
|
54.9772 342.481 4670.43 60 60 15
|
|
34.0941 360.333 4686.68 60 60 15
|
|
48.6696 343.818 4665.14 60 60 15
|
|
32.3014 366.167 4680.99 60 60 15
|
|
46.8769 349.652 4659.45 60 60 15
|
|
36.0738 373.081 4678.24 60 60 15
|
|
50.6493 356.566 4656.7 60 60 15
|
|
43.2014 377.026 4680.04 60 60 15
|
|
57.7769 360.51 4658.5 60 60 15
|
|
49.509 375.689 4685.33 60 60 15
|
|
64.0845 359.174 4663.8 60 60 15
|
|
51.3017 369.855 4691.02 60 60 15
|
|
65.8772 353.34 4669.48 60 60 15
|
|
0 407.676 4659.76 60 0 0
|
|
40.3249 320.304 4657.91 60 0 0
|
|
108.008 252.002 4653.79 60 0 0
|
|
194.886 211.006 4647.88 60 0 0
|
|
154.561 298.378 4649.73 60 0 0
|
|
86.878 366.68 4653.85 60 0 0
|
|
0 407.676 4659.76 60 0 0
|
|
92.7383 381.962 4661.05 60 0 0
|
|
185.236 378.367 4687.4 60 0 0
|
|
266.336 397.324 4735.64 60 0 0
|
|
173.598 423.038 4734.35 60 0 0
|
|
81.1001 426.633 4707.99 60 0 0
|
|
0 407.676 4659.76 60 0 0
|
|
70.1256 430.981 4721.42 60 0 0
|
|
116.154 445.795 4804.64 60 0 0
|
|
132.534 450.332 4899.37 60 0 0
|
|
62.4081 427.027 4837.71 60 0 0
|
|
16.3796 412.213 4754.49 60 0 0
|
|
0 407.676 4659.76 60 0 0
|
|
3.73675 399.618 4755.59 60 0 0
|
|
-3.7684 361.103 4843.47 60 0 0
|
|
-21.6102 296.775 4912.81 60 0 0
|
|
-25.347 304.833 4816.97 60 0 0
|
|
-17.8418 343.348 4729.09 60 0 0
|
|
0 407.676 4659.76 60 0 0
|
|
-14.6811 331.216 4716.34 60 0 0
|
|
-8.80283 241.332 4750.24 60 0 0
|
|
16.9258 148.863 4757.38 60 0 0
|
|
31.6069 225.323 4700.79 60 0 0
|
|
25.7286 315.207 4666.89 60 0 0
|
|
-13.7514 420.968 4653.91 60 60 15
|
|
-13.968 421.863 4661.65 60 60 15
|
|
-12.0582 420.599 4669.11 60 60 15
|
|
-8.31254 417.367 4675.15 60 60 15
|
|
-3.30142 412.66 4678.84 60 60 15
|
|
2.21232 407.194 4679.63 60 60 15
|
|
7.38925 401.801 4677.39 60 60 15
|
|
-16.6465 416.069 4652.51 60 60 15
|
|
-19.3175 412.812 4659.08 60 60 15
|
|
-19.0476 408.773 4665.75 60 60 15
|
|
-15.8779 404.566 4671.51 60 60 15
|
|
-10.2909 400.834 4675.48 60 60 15
|
|
-3.13717 398.142 4677.05 60 60 15
|
|
4.49413 396.902 4676 60 60 15
|
|
-15.9823 411.868 4648.49 60 60 15
|
|
-18.0902 405.049 4651.64 60 60 15
|
|
-17.444 398.629 4656.03 60 60 15
|
|
-14.1421 393.587 4660.99 60 60 15
|
|
-8.68726 390.69 4665.76 60 60 15
|
|
-1.90983 390.379 4669.61 60 60 15
|
|
5.15836 392.701 4671.97 60 60 15
|
|
-12.1478 410.825 4644.18 60 60 15
|
|
-11.005 403.121 4643.69 60 60 15
|
|
-8.18674 396.111 4645.64 60 60 15
|
|
-4.12215 390.861 4649.74 60 60 15
|
|
0.570001 388.171 4655.37 60 60 15
|
|
5.17537 388.451 4661.66 60 60 15
|
|
8.99284 391.658 4667.66 60 60 15
|
|
-7.38925 413.551 4642.12 60 60 15
|
|
-2.21232 408.158 4639.88 60 60 15
|
|
3.30142 402.692 4640.67 60 60 15
|
|
8.31254 397.985 4644.36 60 60 15
|
|
12.0582 394.753 4650.4 60 60 15
|
|
13.968 393.488 4657.86 60 60 15
|
|
13.7514 394.384 4665.6 60 60 15
|
|
-4.49413 418.449 4643.52 60 60 15
|
|
3.13717 417.209 4642.46 60 60 15
|
|
10.2909 414.518 4644.03 60 60 15
|
|
15.8779 410.785 4648 60 60 15
|
|
19.0476 406.579 4653.76 60 60 15
|
|
19.3175 402.539 4660.43 60 60 15
|
|
16.6465 399.282 4667 60 60 15
|
|
-5.15836 422.651 4647.54 60 60 15
|
|
1.90983 424.973 4649.9 60 60 15
|
|
8.68726 424.661 4653.75 60 60 15
|
|
14.1421 421.764 4658.52 60 60 15
|
|
17.444 416.722 4663.48 60 60 15
|
|
18.0902 410.303 4667.87 60 60 15
|
|
15.9823 403.484 4671.02 60 60 15
|
|
-8.99284 423.694 4651.85 60 60 15
|
|
-5.17537 426.9 4657.85 60 60 15
|
|
-0.570001 427.18 4664.14 60 60 15
|
|
4.12215 424.49 4669.77 60 60 15
|
|
8.18674 419.241 4673.87 60 60 15
|
|
11.005 412.231 4675.82 60 60 15
|
|
12.1478 404.527 4675.33 60 60 15
|
|
-11.4412 418.049 4647.05 60 60 15
|
|
11.4412 397.303 4672.46 60 60 15
|
|
0.475451 396.828 4660.7 60 60 15
|
|
0.475451 401.302 4711.85 60 60 15
|
|
8.03632 400.34 4660.4 60 60 15
|
|
8.03632 404.815 4711.54 60 60 15
|
|
10.8896 408.149 4659.71 60 60 15
|
|
10.8896 412.624 4710.86 60 60 15
|
|
7.36393 415.681 4659.05 60 60 15
|
|
7.36393 420.156 4710.2 60 60 15
|
|
-0.475451 418.524 4658.81 60 60 15
|
|
-0.475451 422.999 4709.95 60 60 15
|
|
-8.03632 415.012 4659.11 60 60 15
|
|
-8.03632 419.486 4710.26 60 60 15
|
|
-10.8896 407.202 4659.8 60 60 15
|
|
-10.8896 411.677 4710.94 60 60 15
|
|
-7.36393 399.67 4660.46 60 60 15
|
|
-7.36393 404.145 4711.6 60 60 15
|
|
0.175656 409.011 4721.18 60 60 15
|
|
-2.35994 468.912 4739.52 60 60 15
|
|
7.71837 410.261 4718.14 60 60 15
|
|
5.18278 470.162 4736.48 60 60 15
|
|
10.7398 412.618 4710.86 60 60 15
|
|
8.20417 472.518 4729.2 60 60 15
|
|
7.46996 414.701 4703.6 60 60 15
|
|
4.93436 474.601 4721.94 60 60 15
|
|
-0.175656 415.29 4700.62 60 60 15
|
|
-2.71125 475.19 4718.96 60 60 15
|
|
-7.71837 414.04 4703.66 60 60 15
|
|
-10.254 473.941 4722 60 60 15
|
|
-10.7398 411.683 4710.94 60 60 15
|
|
-13.2754 471.584 4729.28 60 60 15
|
|
-7.46996 409.6 4718.2 60 60 15
|
|
-10.0056 469.501 4736.54 60 60 15
|
|
-2.8729 480.398 4736 60 60 15
|
|
-3.79708 499.573 4712.3 60 60 15
|
|
4.82006 478.284 4733.99 60 60 15
|
|
3.89588 497.458 4710.29 60 60 15
|
|
8.20417 472.518 4729.2 60 60 15
|
|
7.27999 491.693 4705.49 60 60 15
|
|
5.29708 466.479 4724.42 60 60 15
|
|
4.3729 485.654 4700.72 60 60 15
|
|
-2.19829 463.704 4722.47 60 60 15
|
|
-3.12247 482.879 4698.77 60 60 15
|
|
-9.89125 465.819 4724.48 60 60 15
|
|
-10.8154 484.993 4700.78 60 60 15
|
|
-13.2754 471.584 4729.28 60 60 15
|
|
-14.1995 490.758 4705.58 60 60 15
|
|
-10.3683 477.623 4734.05 60 60 15
|
|
-11.2924 496.797 4710.35 60 60 15
|
|
0 412.151 4710.9 60 0 0
|
|
28.6646 501.926 4696.78 60 0 0
|
|
24.5182 595.955 4681.88 60 0 0
|
|
-11.9394 682.898 4668 60 0 0
|
|
-40.604 593.123 4682.13 60 0 0
|
|
-36.4575 499.093 4697.03 60 0 0
|
|
0 412.151 4710.9 60 0 0
|
|
-49.4016 493.439 4705.21 60 0 0
|
|
-111.815 562.018 4727.17 60 0 0
|
|
-179.713 609.615 4774.13 60 0 0
|
|
-130.312 528.326 4779.82 60 0 0
|
|
-67.8981 459.748 4757.86 60 0 0
|
|
0 412.151 4710.9 60 0 0
|
|
-62.45 451.747 4771.01 60 0 0
|
|
-100.34 484.313 4852.15 60 0 0
|
|
-109.099 505.92 4944.55 60 0 0
|
|
-46.649 466.323 4884.44 60 0 0
|
|
-8.75931 433.757 4803.3 60 0 0
|
|
0 412.151 4710.9 60 0 0
|
|
7.55185 434.467 4803.24 60 0 0
|
|
43.0863 470.226 4884.1 60 0 0
|
|
102.317 515.115 4943.75 60 0 0
|
|
94.7654 492.799 4851.41 60 0 0
|
|
59.231 457.04 4770.55 60 0 0
|
|
0 412.151 4710.9 60 0 0
|
|
63.8638 465.479 4757.36 60 0 0
|
|
120.253 539.225 4778.87 60 0 0
|
|
162.365 624.494 4772.83 60 0 0
|
|
98.5014 571.166 4726.37 60 0 0
|
|
42.1126 497.42 4704.87 60 0 0
|
|
0.8446 392.443 4707.6 60 60 15
|
|
0.863898 392.682 4715.4 60 60 15
|
|
0.751675 395.885 4722.51 60 60 15
|
|
0.525016 401.564 4727.86 60 60 15
|
|
0.218428 408.854 4730.63 60 60 15
|
|
-0.121413 416.647 4730.39 60 60 15
|
|
-0.44277 423.755 4727.19 60 60 15
|
|
6.19256 393.865 4705.68 60 60 15
|
|
10.7456 395.309 4711.85 60 60 15
|
|
13.6628 399.317 4717.88 60 60 15
|
|
14.4999 405.279 4722.84 60 60 15
|
|
13.1296 412.287 4725.99 60 60 15
|
|
9.76033 419.274 4726.84 60 60 15
|
|
4.90519 425.177 4725.26 60 60 15
|
|
8.29007 396.827 4701.08 60 60 15
|
|
14.6213 400.783 4703.35 60 60 15
|
|
18.7266 406.469 4706.78 60 60 15
|
|
19.981 413.02 4710.83 60 60 15
|
|
18.1934 419.438 4714.89 60 60 15
|
|
13.636 424.748 4718.34 60 60 15
|
|
7.0027 428.139 4720.67 60 60 15
|
|
5.90843 399.595 4696.5 60 60 15
|
|
10.2206 405.896 4694.89 60 60 15
|
|
12.9768 413.15 4695.72 60 60 15
|
|
13.7574 420.251 4698.86 60 60 15
|
|
12.4436 426.119 4703.83 60 60 15
|
|
9.23532 429.861 4709.88 60 60 15
|
|
4.62106 430.906 4716.09 60 60 15
|
|
0.44277 400.546 4694.62 60 60 15
|
|
0.121413 407.654 4691.41 60 60 15
|
|
-0.218428 415.447 4691.18 60 60 15
|
|
-0.525016 422.738 4693.94 60 60 15
|
|
-0.751675 428.416 4699.29 60 60 15
|
|
-0.863898 431.619 4706.4 60 60 15
|
|
-0.8446 431.858 4714.2 60 60 15
|
|
-4.90519 399.124 4696.54 60 60 15
|
|
-9.76033 405.027 4694.96 60 60 15
|
|
-13.1296 412.014 4695.82 60 60 15
|
|
-14.4999 419.022 4698.96 60 60 15
|
|
-13.6628 424.984 4703.93 60 60 15
|
|
-10.7456 428.992 4709.96 60 60 15
|
|
-6.19256 430.436 4716.13 60 60 15
|
|
-7.0027 396.162 4701.14 60 60 15
|
|
-13.636 399.554 4703.46 60 60 15
|
|
-18.1934 404.863 4706.92 60 60 15
|
|
-19.981 411.281 4710.98 60 60 15
|
|
-18.7266 417.832 4715.03 60 60 15
|
|
-14.6213 423.519 4718.45 60 60 15
|
|
-8.29007 427.474 4720.72 60 60 15
|
|
-4.62106 393.395 4705.72 60 60 15
|
|
-9.23532 394.44 4711.92 60 60 15
|
|
-12.4436 398.182 4717.98 60 60 15
|
|
-13.7574 404.05 4722.95 60 60 15
|
|
-12.9768 411.151 4726.09 60 60 15
|
|
-10.2206 418.405 4726.92 60 60 15
|
|
-5.90843 424.706 4725.3 60 60 15
|
|
0.69672 395.205 4700.3 60 60 15
|
|
-0.69672 429.096 4721.5 60 60 15
|
|
6.90997 420.354 4710.18 60 60 15
|
|
6.90997 424.785 4760.82 60 60 15
|
|
-0.936924 422.819 4709.97 60 60 15
|
|
-0.936924 427.249 4760.61 60 60 15
|
|
-8.23498 419.034 4710.3 60 60 15
|
|
-8.23498 423.465 4760.94 60 60 15
|
|
-10.7091 411.217 4710.98 60 60 15
|
|
-10.7091 415.648 4761.62 60 60 15
|
|
-6.90997 403.947 4711.62 60 60 15
|
|
-6.90997 408.377 4762.26 60 60 15
|
|
0.936924 401.482 4711.84 60 60 15
|
|
0.936924 405.913 4762.48 60 60 15
|
|
8.23498 405.267 4711.5 60 60 15
|
|
8.23498 409.697 4762.14 60 60 15
|
|
10.7091 413.084 4710.82 60 60 15
|
|
10.7091 417.514 4761.46 60 60 15
|
|
2.66227 420.592 4770.99 60 60 15
|
|
-34.0665 379.101 4798.96 60 60 15
|
|
-3.85925 424.217 4767.8 60 60 15
|
|
-40.5881 382.726 4795.78 60 60 15
|
|
-8.12007 423.369 4760.95 60 60 15
|
|
-44.8489 381.877 4788.93 60 60 15
|
|
-7.62426 418.544 4754.45 60 60 15
|
|
-44.3531 377.053 4782.42 60 60 15
|
|
-2.66227 412.57 4752.1 60 60 15
|
|
-39.3911 371.079 4780.08 60 60 15
|
|
3.85925 408.945 4755.28 60 60 15
|
|
-32.8695 367.454 4783.26 60 60 15
|
|
8.12007 409.793 4762.14 60 60 15
|
|
-28.6087 368.302 4790.11 60 60 15
|
|
7.62426 414.618 4768.64 60 60 15
|
|
-29.1045 373.127 4796.62 60 60 15
|
|
-41.4619 370.135 4797.61 60 60 15
|
|
-55.4251 351.729 4778.16 60 60 15
|
|
-45.8174 376.386 4794.82 60 60 15
|
|
-59.7806 357.98 4775.37 60 60 15
|
|
-44.8489 381.877 4788.93 60 60 15
|
|
-58.8121 363.472 4769.48 60 60 15
|
|
-39.1238 383.393 4783.38 60 60 15
|
|
-53.087 364.987 4763.93 60 60 15
|
|
-31.9957 380.044 4781.43 60 60 15
|
|
-45.9589 361.639 4761.98 60 60 15
|
|
-27.6402 373.794 4784.22 60 60 15
|
|
-41.6035 355.388 4764.77 60 60 15
|
|
-28.6087 368.302 4790.11 60 60 15
|
|
-42.5719 349.896 4770.67 60 60 15
|
|
-34.3338 366.787 4795.66 60 60 15
|
|
-48.2971 348.381 4776.21 60 60 15
|
|
0 416.581 4761.54 60 0 0
|
|
-81.6743 369.357 4762.57 60 0 0
|
|
-142.284 297.113 4765.58 60 0 0
|
|
-174.519 208.563 4770.22 60 0 0
|
|
-92.8444 255.787 4769.2 60 0 0
|
|
-32.2347 328.03 4766.18 60 0 0
|
|
0 416.581 4761.54 60 0 0
|
|
-19.6354 325.052 4773.32 60 0 0
|
|
-19.4771 238.44 4810.74 60 0 0
|
|
0.45578 167.194 4869.29 60 0 0
|
|
20.0911 258.723 4857.52 60 0 0
|
|
19.9328 345.335 4820.1 60 0 0
|
|
0 416.581 4761.54 60 0 0
|
|
21.9971 355.83 4830.3 60 0 0
|
|
32.1117 319.84 4916.92 60 0 0
|
|
29.1237 312.952 5010.97 60 0 0
|
|
7.12656 373.703 4942.22 60 0 0
|
|
-2.98799 409.693 4855.59 60 0 0
|
|
0 416.581 4761.54 60 0 0
|
|
-14.3115 419.158 4854.76 60 0 0
|
|
-58.8117 428.821 4937.4 60 0 0
|
|
-128.133 444.404 4999.47 60 0 0
|
|
-113.821 441.827 4906.25 60 0 0
|
|
-69.3214 432.164 4823.62 60 0 0
|
|
0 416.581 4761.54 60 0 0
|
|
-78.384 427.518 4812.91 60 0 0
|
|
-166.594 414.775 4843.86 60 0 0
|
|
-253.991 379.888 4850.68 60 0 0
|
|
-175.607 368.95 4799.32 60 0 0
|
|
-87.3968 381.694 4768.36 60 0 0
|
|
12.3882 430.823 4754.93 60 60 15
|
|
12.7599 431.942 4762.65 60 60 15
|
|
11.1891 430.723 4770.19 60 60 15
|
|
7.91479 427.351 4776.42 60 60 15
|
|
3.43555 422.339 4780.39 60 60 15
|
|
-1.56672 416.451 4781.48 60 60 15
|
|
-6.33048 410.582 4779.54 60 60 15
|
|
7.35526 433.081 4752.96 60 60 15
|
|
3.46028 436.115 4759 60 60 15
|
|
-0.961503 436.175 4765.43 60 60 15
|
|
-5.2369 433.252 4771.27 60 60 15
|
|
-8.71503 427.792 4775.63 60 60 15
|
|
-10.8664 420.624 4777.84 60 60 15
|
|
-11.3634 412.841 4777.57 60 60 15
|
|
3.49628 431.602 4748.81 60 60 15
|
|
-3.67018 433.382 4751.33 60 60 15
|
|
-10.2779 432.605 4755.41 60 60 15
|
|
-15.3209 429.388 4760.42 60 60 15
|
|
-18.0314 424.221 4765.6 60 60 15
|
|
-17.9968 417.891 4770.17 60 60 15
|
|
-15.2224 411.362 4773.42 60 60 15
|
|
3.07181 427.252 4744.91 60 60 15
|
|
-4.45452 425.345 4744.13 60 60 15
|
|
-11.3027 422.103 4745.99 60 60 15
|
|
-16.4301 418.021 4750.23 60 60 15
|
|
-19.0562 413.72 4756.19 60 60 15
|
|
-18.7812 409.854 4762.96 60 60 15
|
|
-15.6469 407.012 4769.52 60 60 15
|
|
6.33048 422.58 4743.54 60 60 15
|
|
1.56672 416.711 4741.6 60 60 15
|
|
-3.43555 410.823 4742.7 60 60 15
|
|
-7.91479 405.811 4746.66 60 60 15
|
|
-11.1891 402.439 4752.89 60 60 15
|
|
-12.7599 401.22 4760.44 60 60 15
|
|
-12.3882 402.339 4768.15 60 60 15
|
|
11.3634 420.321 4745.52 60 60 15
|
|
10.8664 412.538 4745.25 60 60 15
|
|
8.71503 405.37 4747.46 60 60 15
|
|
5.2369 399.91 4751.81 60 60 15
|
|
0.961503 396.987 4757.65 60 60 15
|
|
-3.46028 397.047 4764.08 60 60 15
|
|
-7.35526 400.081 4770.12 60 60 15
|
|
15.2224 421.8 4749.67 60 60 15
|
|
17.9968 415.271 4752.92 60 60 15
|
|
18.0314 408.941 4757.48 60 60 15
|
|
15.3209 403.774 4762.66 60 60 15
|
|
10.2779 400.557 4767.67 60 60 15
|
|
3.67018 399.78 4771.75 60 60 15
|
|
-3.49628 401.56 4774.28 60 60 15
|
|
15.6469 426.15 4753.57 60 60 15
|
|
18.7812 423.308 4760.12 60 60 15
|
|
19.0562 419.442 4766.9 60 60 15
|
|
16.4301 415.141 4772.86 60 60 15
|
|
11.3027 411.059 4777.09 60 60 15
|
|
4.45452 407.817 4778.96 60 60 15
|
|
-3.0718 405.91 4778.18 60 60 15
|
|
10.1305 427.535 4748.22 60 60 15
|
|
-10.1305 405.627 4774.86 60 60 15
|
|
-10.5093 415.203 4761.66 60 60 15
|
|
-10.5093 419.589 4811.8 60 60 15
|
|
-6.45287 408.203 4762.28 60 60 15
|
|
-6.45287 412.59 4812.41 60 60 15
|
|
1.38358 406.112 4762.46 60 60 15
|
|
1.38358 410.498 4812.6 60 60 15
|
|
8.40955 410.153 4762.11 60 60 15
|
|
8.40955 414.539 4812.24 60 60 15
|
|
10.5093 417.959 4761.42 60 60 15
|
|
10.5093 422.346 4811.56 60 60 15
|
|
6.45287 424.959 4760.81 60 60 15
|
|
6.45287 429.345 4810.95 60 60 15
|
|
-1.38358 427.05 4760.63 60 60 15
|
|
-1.38358 431.437 4810.77 60 60 15
|
|
-8.40955 423.009 4760.98 60 60 15
|
|
-8.40955 427.396 4811.12 60 60 15
|
|
-4.21404 421.247 4821.24 60 60 15
|
|
51.452 430.726 4845.5 60 60 15
|
|
-2.01528 413.867 4819.08 60 60 15
|
|
53.6508 423.346 4843.34 60 60 15
|
|
1.364 410.646 4812.58 60 60 15
|
|
57.0301 420.126 4836.85 60 60 15
|
|
3.94427 413.472 4805.56 60 60 15
|
|
59.6103 422.951 4829.83 60 60 15
|
|
4.21404 420.688 4802.12 60 60 15
|
|
59.8801 430.168 4826.39 60 60 15
|
|
2.01528 428.068 4804.28 60 60 15
|
|
57.6813 437.548 4828.55 60 60 15
|
|
-1.364 431.289 4810.78 60 60 15
|
|
54.3021 440.768 4835.04 60 60 15
|
|
-3.94427 428.463 4817.8 60 60 15
|
|
51.7218 437.943 4842.07 60 60 15
|
|
62.5987 432.033 4843.6 60 60 15
|
|
84.6282 433.179 4823.42 60 60 15
|
|
61.5326 424.27 4842 60 60 15
|
|
83.5621 425.416 4821.82 60 60 15
|
|
57.0301 420.126 4836.85 60 60 15
|
|
79.0596 421.271 4816.67 60 60 15
|
|
51.7285 422.027 4831.17 60 60 15
|
|
73.758 423.173 4810.99 60 60 15
|
|
48.7335 428.861 4828.29 60 60 15
|
|
70.763 430.006 4808.11 60 60 15
|
|
49.7995 436.624 4829.89 60 60 15
|
|
71.829 437.769 4809.71 60 60 15
|
|
54.3021 440.768 4835.04 60 60 15
|
|
76.3316 441.914 4814.86 60 60 15
|
|
59.6037 438.867 4840.72 60 60 15
|
|
81.6332 440.012 4820.54 60 60 15
|
|
0 420.968 4811.68 60 0 0
|
|
91.201 400.826 4813.44 60 0 0
|
|
183.817 412.973 4812.38 60 0 0
|
|
266.677 455.943 4808.62 60 0 0
|
|
175.476 476.085 4806.86 60 0 0
|
|
82.8604 463.938 4807.92 60 0 0
|
|
0 420.968 4811.68 60 0 0
|
|
76.6039 474.412 4813.08 60 0 0
|
|
136.577 541.208 4838.93 60 0 0
|
|
172.685 613.298 4886.1 60 0 0
|
|
96.0814 559.854 4884.7 60 0 0
|
|
36.1084 493.058 4858.86 60 0 0
|
|
0 420.968 4811.68 60 0 0
|
|
28.7827 488.838 4869.05 60 0 0
|
|
50.5336 533.614 4948.1 60 0 0
|
|
62.6293 549.896 5039.29 60 0 0
|
|
33.8466 482.026 4981.92 60 0 0
|
|
12.0957 437.249 4902.87 60 0 0
|
|
0 420.968 4811.68 60 0 0
|
|
13.8246 424.167 4904.01 60 0 0
|
|
44.5962 400.686 4989.03 60 0 0
|
|
88.6031 353.356 5056.48 60 0 0
|
|
74.7785 350.156 4964.15 60 0 0
|
|
44.007 373.638 4879.13 60 0 0
|
|
0 420.968 4811.68 60 0 0
|
|
52.4012 369.773 4869.64 60 0 0
|
|
126.97 326.125 4905.15 60 0 0
|
|
214.712 295.29 4913.92 60 0 0
|
|
162.311 346.485 4855.96 60 0 0
|
|
87.7419 390.132 4820.45 60 0 0
|
|
-19.0123 417.979 4806.24 60 60 15
|
|
-19.7203 418.563 4813.99 60 60 15
|
|
-17.426 419.514 4821.39 60 60 15
|
|
-12.4787 420.686 4827.31 60 60 15
|
|
-5.63171 421.9 4830.85 60 60 15
|
|
2.07268 422.973 4831.47 60 60 15
|
|
9.46153 423.74 4829.08 60 60 15
|
|
-16.9073 412.665 4804.96 60 60 15
|
|
-15.8306 408.745 4811.62 60 60 15
|
|
-12.3438 406.686 4818.29 60 60 15
|
|
-6.97788 406.8 4823.95 60 60 15
|
|
-0.549584 409.072 4827.75 60 60 15
|
|
5.96238 413.155 4829.1 60 60 15
|
|
11.5666 418.427 4827.8 60 60 15
|
|
-13.2379 410.528 4800.92 60 60 15
|
|
-9.05056 404.795 4804.16 60 60 15
|
|
-3.48532 401.525 4808.55 60 60 15
|
|
2.61052 401.214 4813.41 60 60 15
|
|
8.30894 403.911 4818.01 60 60 15
|
|
12.7424 409.205 4821.64 60 60 15
|
|
15.2359 416.289 4823.76 60 60 15
|
|
-10.1538 412.818 4796.5 60 60 15
|
|
-3.35185 409.027 4795.99 60 60 15
|
|
3.9604 407.054 4797.87 60 60 15
|
|
10.6697 407.199 4801.85 60 60 15
|
|
15.7547 409.44 4807.33 60 60 15
|
|
18.4411 413.437 4813.47 60 60 15
|
|
18.3201 418.579 4819.34 60 60 15
|
|
-9.46153 418.195 4794.28 60 60 15
|
|
-2.07268 418.962 4791.89 60 60 15
|
|
5.63171 420.035 4792.51 60 60 15
|
|
12.4787 421.25 4796.05 60 60 15
|
|
17.426 422.421 4801.97 60 60 15
|
|
19.7203 423.372 4809.37 60 60 15
|
|
19.0123 423.956 4817.12 60 60 15
|
|
-11.5666 423.508 4795.56 60 60 15
|
|
-5.96238 428.781 4794.26 60 60 15
|
|
0.549584 432.863 4795.61 60 60 15
|
|
6.97788 435.135 4799.41 60 60 15
|
|
12.3438 435.25 4805.07 60 60 15
|
|
15.8306 433.19 4811.75 60 60 15
|
|
16.9073 429.27 4818.41 60 60 15
|
|
-15.2359 425.646 4799.6 60 60 15
|
|
-12.7424 432.731 4801.72 60 60 15
|
|
-8.30894 438.024 4805.35 60 60 15
|
|
-2.61052 440.721 4809.95 60 60 15
|
|
3.48532 440.411 4814.82 60 60 15
|
|
9.05056 437.14 4819.2 60 60 15
|
|
13.2379 431.408 4822.44 60 60 15
|
|
-18.3201 423.356 4804.02 60 60 15
|
|
-18.4411 428.499 4809.89 60 60 15
|
|
-15.7547 432.495 4816.03 60 60 15
|
|
-10.6697 434.736 4821.51 60 60 15
|
|
-3.9604 434.881 4825.49 60 60 15
|
|
3.35185 432.908 4827.37 60 60 15
|
|
10.1538 429.117 4826.86 60 60 15
|
|
-15.4099 417.85 4799.32 60 60 15
|
|
15.4099 424.086 4824.04 60 60 15
|
|
8.56014 414.997 4812.2 60 60 15
|
|
8.56014 419.34 4861.85 60 60 15
|
|
10.2912 422.775 4811.52 60 60 15
|
|
10.2912 427.119 4861.17 60 60 15
|
|
5.99387 429.495 4810.94 60 60 15
|
|
5.99387 433.838 4860.58 60 60 15
|
|
-1.81462 431.22 4810.78 60 60 15
|
|
-1.81462 435.563 4860.43 60 60 15
|
|
-8.56014 426.939 4811.16 60 60 15
|
|
-8.56014 431.282 4860.8 60 60 15
|
|
-10.2912 419.16 4811.84 60 60 15
|
|
-10.2912 423.503 4861.48 60 60 15
|
|
-5.99387 412.44 4812.43 60 60 15
|
|
-5.99387 416.783 4862.07 60 60 15
|
|
1.81462 410.716 4812.58 60 60 15
|
|
1.81462 415.059 4862.22 60 60 15
|
|
3.56574 423.637 4870.84 60 60 15
|
|
-41.6106 457.391 4893.7 60 60 15
|
|
6.69883 430.071 4867.53 60 60 15
|
|
-38.4775 463.824 4890.4 60 60 15
|
|
5.90784 433.716 4860.59 60 60 15
|
|
-39.2685 467.47 4883.45 60 60 15
|
|
1.65611 432.438 4854.07 60 60 15
|
|
-43.5202 466.191 4876.94 60 60 15
|
|
-3.56574 426.984 4851.81 60 60 15
|
|
-48.742 460.738 4874.67 60 60 15
|
|
-6.69883 420.551 4855.11 60 60 15
|
|
-51.8751 454.305 4877.98 60 60 15
|
|
-5.90784 416.906 4862.06 60 60 15
|
|
-51.0841 450.659 4884.92 60 60 15
|
|
-1.65611 418.184 4868.57 60 60 15
|
|
-46.8324 451.938 4891.44 60 60 15
|
|
-50.5997 463.535 4891.72 60 60 15
|
|
-69.176 474.835 4871.63 60 60 15
|
|
-44.8337 468.169 4888.99 60 60 15
|
|
-63.41 479.469 4868.9 60 60 15
|
|
-39.2685 467.47 4883.45 60 60 15
|
|
-57.8448 478.769 4863.36 60 60 15
|
|
-37.1639 461.847 4878.34 60 60 15
|
|
-55.7402 473.146 4858.25 60 60 15
|
|
-39.7529 454.594 4876.66 60 60 15
|
|
-58.3292 465.893 4856.57 60 60 15
|
|
-45.5189 449.96 4879.38 60 60 15
|
|
-64.0952 461.259 4859.29 60 60 15
|
|
-51.0841 450.659 4884.92 60 60 15
|
|
-69.6605 461.959 4864.83 60 60 15
|
|
-53.1887 456.282 4890.03 60 60 15
|
|
-71.765 467.582 4869.94 60 60 15
|
|
0 425.311 4861.32 60 0 0
|
|
-53.0069 501.02 4857.75 60 0 0
|
|
-128.724 554.118 4856.34 60 0 0
|
|
-218.02 578.199 4857.28 60 0 0
|
|
-165.013 502.49 4860.86 60 0 0
|
|
-89.2955 449.392 4862.26 60 0 0
|
|
0 425.311 4861.32 60 0 0
|
|
-91.1065 439.585 4868.42 60 0 0
|
|
-177.169 436.665 4902.17 60 0 0
|
|
-247.807 416.903 4958.51 60 0 0
|
|
-156.7 402.629 4951.42 60 0 0
|
|
-70.638 405.549 4917.66 60 0 0
|
|
0 425.311 4861.32 60 0 0
|
|
-62.6923 405.155 4926.27 60 0 0
|
|
-103.368 399.983 5009.17 60 0 0
|
|
-117.122 410.419 5100.04 60 0 0
|
|
-54.4296 430.575 5035.09 60 0 0
|
|
-13.7536 435.747 4952.19 60 0 0
|
|
0 425.311 4861.32 60 0 0
|
|
-7.03178 445.31 4951.35 60 0 0
|
|
-9.31245 494.764 5029.48 60 0 0
|
|
-6.56692 567.707 5086.28 60 0 0
|
|
0.464861 547.708 4996.25 60 0 0
|
|
2.74553 498.254 4918.12 60 0 0
|
|
0 425.311 4861.32 60 0 0
|
|
-1.04588 504.558 4909 60 0 0
|
|
-24.9834 590.025 4935.02 60 0 0
|
|
-68.9253 671.401 4936.24 60 0 0
|
|
-67.8795 592.153 4888.57 60 0 0
|
|
-43.9419 506.687 4862.55 60 0 0
|
|
15.6248 413.888 4856.29 60 60 15
|
|
16.3207 414.078 4864.06 60 60 15
|
|
14.5319 415.979 4871.41 60 60 15
|
|
10.5308 419.3 4877.23 60 60 15
|
|
4.92648 423.537 4880.63 60 60 15
|
|
-1.42788 428.043 4881.09 60 60 15
|
|
-7.56485 432.134 4878.54 60 60 15
|
|
17.5486 418.978 4854.12 60 60 15
|
|
19.8755 423.483 4860.05 60 60 15
|
|
19.1765 428.267 4866.17 60 60 15
|
|
15.558 432.601 4871.56 60 60 15
|
|
9.57099 435.825 4875.39 60 60 15
|
|
2.12688 437.448 4877.08 60 60 15
|
|
-5.64102 437.224 4876.37 60 60 15
|
|
15.9848 422.433 4849.65 60 60 15
|
|
16.9859 429.869 4851.8 60 60 15
|
|
15.401 436.61 4855.4 60 60 15
|
|
11.4715 441.631 4859.9 60 60 15
|
|
5.79558 444.168 4864.61 60 60 15
|
|
-0.762692 443.834 4868.83 60 60 15
|
|
-7.20485 440.679 4871.9 60 60 15
|
|
11.8494 422.23 4845.51 60 60 15
|
|
9.34464 429.494 4844.14 60 60 15
|
|
5.41728 436.12 4845.39 60 60 15
|
|
0.665185 441.101 4849.07 60 60 15
|
|
-4.18818 443.678 4854.61 60 60 15
|
|
-8.40393 443.459 4861.17 60 60 15
|
|
-11.3403 440.477 4867.76 60 60 15
|
|
7.56485 418.488 4844.11 60 60 15
|
|
1.42788 422.578 4841.56 60 60 15
|
|
-4.92648 427.085 4842.02 60 60 15
|
|
-10.5308 431.321 4845.42 60 60 15
|
|
-14.5319 434.643 4851.24 60 60 15
|
|
-16.3207 436.543 4858.59 60 60 15
|
|
-15.6248 436.734 4866.36 60 60 15
|
|
5.64102 413.398 4846.28 60 60 15
|
|
-2.12688 413.173 4845.57 60 60 15
|
|
-9.57099 414.796 4847.26 60 60 15
|
|
-15.558 418.02 4851.09 60 60 15
|
|
-19.1765 422.354 4856.47 60 60 15
|
|
-19.8755 427.138 4862.6 60 60 15
|
|
-17.5486 431.644 4868.53 60 60 15
|
|
7.20485 409.942 4850.75 60 60 15
|
|
0.762692 406.788 4853.82 60 60 15
|
|
-5.79558 406.454 4858.04 60 60 15
|
|
-11.4715 408.99 4862.75 60 60 15
|
|
-15.401 414.011 4867.25 60 60 15
|
|
-16.9859 420.753 4870.85 60 60 15
|
|
-15.9848 428.188 4873 60 60 15
|
|
11.3403 410.145 4854.89 60 60 15
|
|
8.40393 407.163 4861.48 60 60 15
|
|
4.18818 406.943 4868.04 60 60 15
|
|
-0.665185 409.52 4873.58 60 60 15
|
|
-5.41728 414.501 4877.26 60 60 15
|
|
-9.34464 421.128 4878.51 60 60 15
|
|
-11.8494 428.391 4877.14 60 60 15
|
|
12.5501 415.436 4849.28 60 60 15
|
|
-12.5501 435.185 4873.37 60 60 15
|
|
-2.22933 435.328 4860.45 60 60 15
|
|
-2.22933 439.629 4909.6 60 60 15
|
|
-8.68693 430.824 4860.84 60 60 15
|
|
-8.68693 435.124 4909.99 60 60 15
|
|
-10.0558 423.09 4861.52 60 60 15
|
|
-10.0558 427.39 4910.67 60 60 15
|
|
-5.53419 416.657 4862.08 60 60 15
|
|
-5.53419 420.957 4911.23 60 60 15
|
|
2.22933 415.293 4862.2 60 60 15
|
|
2.22933 419.593 4911.35 60 60 15
|
|
8.68693 419.798 4861.81 60 60 15
|
|
8.68693 424.098 4910.96 60 60 15
|
|
10.0558 427.532 4861.13 60 60 15
|
|
10.0558 431.832 4910.28 60 60 15
|
|
5.53419 433.965 4860.57 60 60 15
|
|
5.53419 438.265 4909.72 60 60 15
|
|
-0.963041 434.734 4919.19 60 60 15
|
|
10.7575 384.369 4950.1 60 60 15
|
|
-7.68798 431.686 4916.77 60 60 15
|
|
4.03252 381.321 4947.69 60 60 15
|
|
-9.9094 427.422 4910.67 60 60 15
|
|
1.81109 377.058 4941.59 60 60 15
|
|
-6.32603 424.441 4904.45 60 60 15
|
|
5.39446 374.077 4935.37 60 60 15
|
|
0.963041 424.488 4901.77 60 60 15
|
|
12.6835 374.124 4932.68 60 60 15
|
|
7.68798 427.536 4904.18 60 60 15
|
|
19.4085 377.172 4935.1 60 60 15
|
|
9.9094 431.799 4910.28 60 60 15
|
|
21.6299 381.435 4941.2 60 60 15
|
|
6.32603 434.781 4916.5 60 60 15
|
|
18.0465 384.416 4947.42 60 60 15
|
|
13.073 373.866 4949.89 60 60 15
|
|
18.0721 349.83 4933.88 60 60 15
|
|
5.66987 373.894 4947.54 60 60 15
|
|
10.6689 349.858 4931.53 60 60 15
|
|
1.81109 377.058 4941.59 60 60 15
|
|
6.81016 353.022 4925.57 60 60 15
|
|
3.75711 381.503 4935.52 60 60 15
|
|
8.75617 357.467 4919.51 60 60 15
|
|
10.368 384.627 4932.89 60 60 15
|
|
15.367 360.591 4916.88 60 60 15
|
|
17.7711 384.598 4935.25 60 60 15
|
|
22.7702 360.562 4919.24 60 60 15
|
|
21.6299 381.435 4941.2 60 60 15
|
|
26.629 357.399 4925.19 60 60 15
|
|
19.6839 376.989 4947.27 60 60 15
|
|
24.6829 352.953 4931.26 60 60 15
|
|
0 429.611 4910.48 60 0 0
|
|
-11.9983 339.892 4924.35 60 0 0
|
|
7.77384 251.602 4938.49 60 0 0
|
|
56.9315 175.39 4951.18 60 0 0
|
|
68.9297 265.109 4937.31 60 0 0
|
|
49.1576 353.399 4923.17 60 0 0
|
|
0 429.611 4910.48 60 0 0
|
|
56.3643 359.399 4927.19 60 0 0
|
|
121.9 309.213 4966.84 60 0 0
|
|
188.703 285.107 5024.65 60 0 0
|
|
132.339 355.319 5007.94 60 0 0
|
|
66.8031 405.504 4968.29 60 0 0
|
|
0 429.611 4910.48 60 0 0
|
|
62.3473 411.654 4975.1 60 0 0
|
|
99.5883 400.52 5058.02 60 0 0
|
|
107.231 397.551 5149.22 60 0 0
|
|
44.8839 415.508 5084.6 60 0 0
|
|
7.64291 426.642 5001.68 60 0 0
|
|
0 429.611 4910.48 60 0 0
|
|
-2.31756 424.443 5001.87 60 0 0
|
|
-28.3277 399.339 5086.01 60 0 0
|
|
-74.8932 357.329 5152.74 60 0 0
|
|
-72.5756 362.497 5061.34 60 0 0
|
|
-46.5655 387.601 4977.2 60 0 0
|
|
0 429.611 4910.48 60 0 0
|
|
-48.2656 380.091 4970.51 60 0 0
|
|
-85.0722 307.303 5012.14 60 0 0
|
|
-105.98 220.026 5030.34 60 0 0
|
|
-57.7145 269.545 4970.31 60 0 0
|
|
-20.908 342.333 4928.68 60 0 0
|
|
-4.1051 447.504 4902.54 60 60 15
|
|
-4.31825 449.137 4910.17 60 60 15
|
|
-3.87398 447.797 4917.84 60 60 15
|
|
-2.83994 443.688 4924.4 60 60 15
|
|
-1.37355 437.436 4928.83 60 60 15
|
|
0.301961 429.993 4930.47 60 60 15
|
|
1.9315 422.492 4929.07 60 60 15
|
|
-9.07046 444.76 4901.08 60 60 15
|
|
-13.493 444.065 4907.47 60 60 15
|
|
-15.8614 441.17 4914.32 60 60 15
|
|
-15.8151 436.516 4920.59 60 60 15
|
|
-13.361 430.81 4925.31 60 60 15
|
|
-8.87283 424.921 4927.78 60 60 15
|
|
-3.03386 419.747 4927.61 60 60 15
|
|
-10.4905 440.467 4897.36 60 60 15
|
|
-16.117 436.134 4900.59 60 60 15
|
|
-19.2898 430.807 4905.33 60 60 15
|
|
-19.5259 425.299 4910.85 60 60 15
|
|
-16.7894 420.447 4916.32 60 60 15
|
|
-11.4968 416.99 4920.89 60 60 15
|
|
-4.45395 415.454 4923.88 60 60 15
|
|
-7.53349 437.141 4893.55 60 60 15
|
|
-10.6531 429.988 4893.55 60 60 15
|
|
-12.1509 422.778 4896.13 60 60 15
|
|
-11.7988 416.608 4900.9 60 60 15
|
|
-9.65042 412.417 4907.12 60 60 15
|
|
-6.03288 410.844 4913.86 60 60 15
|
|
-1.4969 412.129 4920.07 60 60 15
|
|
-1.9315 436.73 4891.89 60 60 15
|
|
-0.301961 429.229 4890.48 60 60 15
|
|
1.37355 421.786 4892.12 60 60 15
|
|
2.83994 415.534 4896.56 60 60 15
|
|
3.87398 411.425 4903.11 60 60 15
|
|
4.31825 410.085 4910.78 60 60 15
|
|
4.1051 411.718 4918.41 60 60 15
|
|
3.03386 439.475 4893.34 60 60 15
|
|
8.87283 434.301 4893.18 60 60 15
|
|
13.361 428.412 4895.64 60 60 15
|
|
15.8151 422.706 4900.37 60 60 15
|
|
15.8614 418.052 4906.63 60 60 15
|
|
13.493 415.157 4913.48 60 60 15
|
|
9.07046 414.462 4919.87 60 60 15
|
|
4.45395 443.768 4897.07 60 60 15
|
|
11.4968 442.232 4900.06 60 60 15
|
|
16.7894 438.775 4904.63 60 60 15
|
|
19.5259 433.923 4910.1 60 60 15
|
|
19.2898 428.415 4915.62 60 60 15
|
|
16.117 423.088 4920.36 60 60 15
|
|
10.4905 418.755 4923.59 60 60 15
|
|
1.4969 447.093 4900.88 60 60 15
|
|
6.03288 448.378 4907.1 60 60 15
|
|
9.65042 446.805 4913.83 60 60 15
|
|
11.7988 442.614 4920.05 60 60 15
|
|
12.1509 436.444 4924.82 60 60 15
|
|
10.6531 429.234 4927.4 60 60 15
|
|
7.53349 422.081 4927.4 60 60 15
|
|
-3.26698 443.148 4896.12 60 60 15
|
|
3.26698 416.074 4924.83 60 60 15
|
|
-5.075 420.854 4911.24 60 60 15
|
|
-5.075 425.112 4959.91 60 60 15
|
|
2.62701 419.844 4911.33 60 60 15
|
|
2.62701 424.102 4959.99 60 60 15
|
|
8.79016 424.555 4910.92 60 60 15
|
|
8.79016 428.813 4959.58 60 60 15
|
|
9.80415 432.228 4910.25 60 60 15
|
|
9.80415 436.486 4958.91 60 60 15
|
|
5.075 438.368 4909.71 60 60 15
|
|
5.075 442.625 4958.37 60 60 15
|
|
-2.62701 439.378 4909.62 60 60 15
|
|
-2.62701 443.635 4958.29 60 60 15
|
|
-8.79016 434.667 4910.03 60 60 15
|
|
-8.79016 438.924 4958.7 60 60 15
|
|
-9.80415 426.994 4910.7 60 60 15
|
|
-9.80415 431.252 4959.37 60 60 15
|
|
-2.26995 430.728 4968.36 60 60 15
|
|
24.3054 478.943 4991.33 60 60 15
|
|
4.51863 428.126 4965.97 60 60 15
|
|
31.0939 476.341 4988.93 60 60 15
|
|
8.66025 428.888 4959.58 60 60 15
|
|
35.2356 477.103 4982.54 60 60 15
|
|
7.72882 432.567 4952.93 60 60 15
|
|
34.3041 480.782 4975.9 60 60 15
|
|
2.26995 437.009 4949.92 60 60 15
|
|
28.8453 485.224 4972.89 60 60 15
|
|
-4.51863 439.611 4952.31 60 60 15
|
|
22.0567 487.826 4975.28 60 60 15
|
|
-8.66025 438.85 4958.7 60 60 15
|
|
17.9151 487.064 4981.67 60 60 15
|
|
-7.72882 435.17 4965.35 60 60 15
|
|
18.8465 483.385 4988.32 60 60 15
|
|
29.5142 487.86 4989.72 60 60 15
|
|
41.2531 506.628 4970.96 60 60 15
|
|
34.7772 482.646 4987.8 60 60 15
|
|
46.516 501.414 4969.04 60 60 15
|
|
35.2356 477.103 4982.54 60 60 15
|
|
46.9744 495.871 4963.78 60 60 15
|
|
30.6209 474.477 4977.03 60 60 15
|
|
42.3598 493.245 4958.27 60 60 15
|
|
23.6364 476.307 4974.49 60 60 15
|
|
35.3753 495.076 4955.73 60 60 15
|
|
18.3735 481.521 4976.41 60 60 15
|
|
30.1123 500.29 4957.65 60 60 15
|
|
17.9151 487.064 4981.67 60 60 15
|
|
29.6539 505.833 4962.91 60 60 15
|
|
22.5297 489.69 4987.18 60 60 15
|
|
34.2686 508.458 4968.42 60 60 15
|
|
0 433.869 4959.14 60 0 0
|
|
69.2223 492.301 4962.97 60 0 0
|
|
114.308 570.92 4965.6 60 0 0
|
|
129.819 660.244 4966.73 60 0 0
|
|
60.5966 601.812 4962.9 60 0 0
|
|
15.511 523.193 4960.27 60 0 0
|
|
0 433.869 4959.14 60 0 0
|
|
7.70811 524.077 4964 60 0 0
|
|
-3.42097 609.07 4993.55 60 0 0
|
|
-32.0449 678.595 5044.22 60 0 0
|
|
-39.753 588.386 5039.36 60 0 0
|
|
-28.624 503.393 5009.81 60 0 0
|
|
0 433.869 4959.14 60 0 0
|
|
-29.0637 497.816 5016.47 60 0 0
|
|
-43.3613 542.628 5093.98 60 0 0
|
|
-41.1681 562.9 5182.33 60 0 0
|
|
-12.1044 498.952 5125 60 0 0
|
|
2.19315 454.14 5047.49 60 0 0
|
|
0 433.869 4959.14 60 0 0
|
|
9.72419 449.809 5047.86 60 0 0
|
|
49.6831 463.415 5128.11 60 0 0
|
|
115.057 473.046 5190.19 60 0 0
|
|
105.333 457.106 5101.46 60 0 0
|
|
65.3741 443.5 5021.22 60 0 0
|
|
0 433.869 4959.14 60 0 0
|
|
70.4683 446.4 5014.8 60 0 0
|
|
147.128 480.9 5048.76 60 0 0
|
|
220.733 533.208 5056.94 60 0 0
|
|
150.265 520.677 5001.28 60 0 0
|
|
73.6049 486.177 4967.32 60 0 0
|
|
-9.42641 417.022 4953.91 60 60 15
|
|
-9.9863 416.729 4961.69 60 60 15
|
|
-9.02585 419.045 4969.08 60 60 15
|
|
-6.69131 423.618 4974.96 60 60 15
|
|
-3.33807 429.752 4978.43 60 60 15
|
|
0.52336 436.512 4978.96 60 60 15
|
|
4.30511 442.87 4976.47 60 60 15
|
|
-3.98952 415.475 4952.38 60 60 15
|
|
0.0597735 413.871 4958.85 60 60 15
|
|
4.09997 415.311 4965.37 60 60 15
|
|
7.51598 419.576 4970.94 60 60 15
|
|
9.78775 426.018 4974.71 60 60 15
|
|
10.5694 433.654 4976.12 60 60 15
|
|
9.742 441.323 4974.94 60 60 15
|
|
-0.237491 417.132 4948.19 60 60 15
|
|
6.99262 416.933 4951.12 60 60 15
|
|
13.1582 419.312 4955.27 60 60 15
|
|
17.3205 423.907 4960.01 60 60 15
|
|
18.846 430.018 4964.62 60 60 15
|
|
17.5023 436.716 4968.39 60 60 15
|
|
13.494 442.98 4970.75 60 60 15
|
|
-0.368213 421.022 4943.82 60 60 15
|
|
6.75108 424.121 4943.03 60 60 15
|
|
12.8426 428.703 4944.7 60 60 15
|
|
16.9789 434.072 4948.57 60 60 15
|
|
18.5304 439.41 4954.05 60 60 15
|
|
17.2607 443.904 4960.3 60 60 15
|
|
13.3633 446.871 4966.38 60 60 15
|
|
-4.30511 424.867 4941.81 60 60 15
|
|
-0.52336 431.225 4939.32 60 60 15
|
|
3.33807 437.985 4939.86 60 60 15
|
|
6.69131 444.119 4943.32 60 60 15
|
|
9.02585 448.692 4949.2 60 60 15
|
|
9.9863 451.008 4956.59 60 60 15
|
|
9.42641 450.715 4964.37 60 60 15
|
|
-9.742 426.414 4943.34 60 60 15
|
|
-10.5694 434.083 4942.16 60 60 15
|
|
-9.78775 441.719 4943.57 60 60 15
|
|
-7.51598 448.161 4947.34 60 60 15
|
|
-4.09997 452.426 4952.91 60 60 15
|
|
-0.0597736 453.866 4959.43 60 60 15
|
|
3.98952 452.262 4965.9 60 60 15
|
|
-13.494 424.757 4947.53 60 60 15
|
|
-17.5023 431.021 4949.89 60 60 15
|
|
-18.846 437.719 4953.66 60 60 15
|
|
-17.3205 443.83 4958.27 60 60 15
|
|
-13.1582 448.426 4963.01 60 60 15
|
|
-6.99262 450.804 4967.16 60 60 15
|
|
0.237491 450.605 4970.09 60 60 15
|
|
-13.3633 420.866 4951.9 60 60 15
|
|
-17.2607 423.833 4957.98 60 60 15
|
|
-18.5304 428.327 4964.23 60 60 15
|
|
-16.9789 433.665 4969.71 60 60 15
|
|
-12.8426 439.034 4973.58 60 60 15
|
|
-6.75108 443.616 4975.25 60 60 15
|
|
0.368213 446.715 4974.46 60 60 15
|
|
-7.43145 419.88 4946.93 60 60 15
|
|
7.43145 447.858 4971.35 60 60 15
|
|
9.53717 436.864 4958.88 60 60 15
|
|
9.53717 441.08 5007.06 60 60 15
|
|
4.61749 442.705 4958.37 60 60 15
|
|
4.61749 446.92 5006.55 60 60 15
|
|
-3.00706 443.369 4958.31 60 60 15
|
|
-3.00706 447.585 5006.49 60 60 15
|
|
-8.87011 438.468 4958.74 60 60 15
|
|
-8.87011 442.684 5006.92 60 60 15
|
|
-9.53717 430.873 4959.4 60 60 15
|
|
-9.53717 435.088 5007.59 60 60 15
|
|
-4.61749 425.032 4959.91 60 60 15
|
|
-4.61749 429.248 5008.1 60 60 15
|
|
3.00706 424.368 4959.97 60 60 15
|
|
3.00706 428.583 5008.15 60 60 15
|
|
8.87011 429.269 4959.54 60 60 15
|
|
8.87011 433.484 5007.73 60 60 15
|
|
4.41027 440.227 5015.87 60 60 15
|
|
-45.3246 427.022 5044.85 60 60 15
|
|
1.02411 446.217 5012.78 60 60 15
|
|
-48.7107 433.012 5041.77 60 60 15
|
|
-2.96195 447.442 5006.5 60 60 15
|
|
-52.6968 434.237 5035.49 60 60 15
|
|
-5.21295 443.186 5000.7 60 60 15
|
|
-54.9478 429.981 5029.69 60 60 15
|
|
-4.41027 435.941 4998.78 60 60 15
|
|
-54.1451 422.736 5027.77 60 60 15
|
|
-1.02411 429.951 5001.86 60 60 15
|
|
-50.759 416.746 5030.85 60 60 15
|
|
2.96195 428.726 5008.14 60 60 15
|
|
-46.7729 415.521 5037.13 60 60 15
|
|
5.21295 432.982 5013.94 60 60 15
|
|
-44.5219 419.777 5042.93 60 60 15
|
|
-54.988 423.941 5044.59 60 60 15
|
|
-77.706 415.405 5029.21 60 60 15
|
|
-55.5438 430.833 5041.59 60 60 15
|
|
-78.2618 422.297 5026.21 60 60 15
|
|
-52.6968 434.237 5035.49 60 60 15
|
|
-75.4148 425.701 5020.11 60 60 15
|
|
-48.1147 432.16 5029.88 60 60 15
|
|
-70.8328 423.624 5014.5 60 60 15
|
|
-44.4817 425.817 5028.03 60 60 15
|
|
-67.1998 417.281 5012.65 60 60 15
|
|
-43.9259 418.925 5031.04 60 60 15
|
|
-66.6439 410.389 5015.65 60 60 15
|
|
-46.7729 415.521 5037.13 60 60 15
|
|
-69.4909 406.985 5021.75 60 60 15
|
|
-51.3549 417.598 5042.75 60 60 15
|
|
-74.073 409.062 5027.36 60 60 15
|
|
0 438.084 5007.32 60 0 0
|
|
-88.9018 443.254 5018.66 60 0 0
|
|
-173.684 417.713 5033.43 60 0 0
|
|
-244.121 364.541 5049.87 60 0 0
|
|
-155.219 359.371 5038.54 60 0 0
|
|
-70.4366 384.912 5023.76 60 0 0
|
|
0 438.084 5007.32 60 0 0
|
|
-65.9317 380.512 5027.25 60 0 0
|
|
-112.847 317.982 5071.38 60 0 0
|
|
-135.086 258.035 5134.4 60 0 0
|
|
-69.1547 315.607 5114.47 60 0 0
|
|
-22.2397 378.137 5070.33 60 0 0
|
|
0 438.084 5007.32 60 0 0
|
|
-18.4543 382.087 5075.02 60 0 0
|
|
-33.55 352.759 5158.51 60 0 0
|
|
-43.4664 353.636 5247.72 60 0 0
|
|
-25.0121 409.633 5180.03 60 0 0
|
|
-9.9164 438.961 5096.54 60 0 0
|
|
0 438.084 5007.32 60 0 0
|
|
-12.0818 445.803 5095.94 60 0 0
|
|
-45.3793 473.983 5174.4 60 0 0
|
|
-95.8764 519.227 5233.24 60 0 0
|
|
-83.7946 511.508 5144.62 60 0 0
|
|
-50.4971 483.327 5066.16 60 0 0
|
|
0 438.084 5007.32 60 0 0
|
|
-55.6207 483.606 5061.11 60 0 0
|
|
-131.987 514.127 5097.1 60 0 0
|
|
-219.888 525.967 5110.96 60 0 0
|
|
-164.267 480.445 5057.17 60 0 0
|
|
-87.9006 449.923 5021.18 60 0 0
|
|
17.8664 443.085 4999.85 60 60 15
|
|
19.0627 444.132 5007.49 60 60 15
|
|
17.3569 444.259 5015.11 60 60 15
|
|
13.0087 443.445 5021.54 60 60 15
|
|
6.67997 441.815 5025.8 60 60 15
|
|
-0.665685 439.617 5027.25 60 60 15
|
|
-7.91 437.186 5025.67 60 60 15
|
|
14.7809 447.626 4997.81 60 60 15
|
|
13.3615 452.523 5003.72 60 60 15
|
|
9.90788 455.222 5010.18 60 60 15
|
|
4.9459 455.311 5016.2 60 60 15
|
|
-0.769056 452.778 5020.87 60 60 15
|
|
-6.36693 448.008 5023.48 60 60 15
|
|
-10.9955 441.727 5023.63 60 60 15
|
|
10.5867 448.306 4993.78 60 60 15
|
|
5.61158 453.778 4996.27 60 60 15
|
|
-0.217851 456.861 5000.44 60 60 15
|
|
-6.01412 457.086 5005.66 60 60 15
|
|
-10.8948 454.417 5011.13 60 60 15
|
|
-14.1168 449.263 5016.03 60 60 15
|
|
-15.1897 442.406 5019.59 60 60 15
|
|
7.74067 444.725 4990.12 60 60 15
|
|
0.35281 447.162 4989.51 60 60 15
|
|
-7.08876 448.217 4991.6 60 60 15
|
|
-13.4511 447.73 4996.1 60 60 15
|
|
-17.7657 445.773 5002.3 60 60 15
|
|
-19.3756 442.647 5009.26 60 60 15
|
|
-18.0357 438.825 5015.93 60 60 15
|
|
7.91 438.982 4988.98 60 60 15
|
|
0.665685 436.551 4987.39 60 60 15
|
|
-6.67997 434.353 4988.84 60 60 15
|
|
-13.0087 432.723 4993.11 60 60 15
|
|
-17.3569 431.909 4999.54 60 60 15
|
|
-19.0627 432.036 5007.15 60 60 15
|
|
-17.8664 433.083 5014.79 60 60 15
|
|
10.9955 434.441 4991.02 60 60 15
|
|
6.36693 428.16 4991.17 60 60 15
|
|
0.769057 423.39 4993.78 60 60 15
|
|
-4.9459 420.857 4998.45 60 60 15
|
|
-9.90788 420.946 5004.47 60 60 15
|
|
-13.3615 423.645 5010.93 60 60 15
|
|
-14.7809 428.542 5016.83 60 60 15
|
|
15.1897 433.762 4995.05 60 60 15
|
|
14.1168 426.905 4998.62 60 60 15
|
|
10.8948 421.751 5003.51 60 60 15
|
|
6.01412 419.082 5008.99 60 60 15
|
|
0.217851 419.307 5014.21 60 60 15
|
|
-5.61158 422.39 5018.38 60 60 15
|
|
-10.5867 427.862 5020.87 60 60 15
|
|
18.0357 437.343 4998.71 60 60 15
|
|
19.3756 433.521 5005.38 60 60 15
|
|
17.7657 430.395 5012.35 60 60 15
|
|
13.4511 428.438 5018.55 60 60 15
|
|
7.08876 427.951 5023.04 60 60 15
|
|
-0.35281 429.006 5025.14 60 60 15
|
|
-7.74067 431.443 5024.53 60 60 15
|
|
13.9501 441.277 4993.35 60 60 15
|
|
-13.9501 434.891 5021.29 60 60 15
|
|
-8.92713 442.231 5006.96 60 60 15
|
|
-8.92713 446.405 5054.67 60 60 15
|
|
-9.25597 434.728 5007.62 60 60 15
|
|
-9.25597 438.902 5055.32 60 60 15
|
|
-4.16279 429.191 5008.1 60 60 15
|
|
-4.16279 433.365 5055.81 60 60 15
|
|
3.3689 428.863 5008.13 60 60 15
|
|
3.3689 433.037 5055.84 60 60 15
|
|
8.92713 433.937 5007.69 60 60 15
|
|
8.92713 438.111 5055.39 60 60 15
|
|
9.25597 441.44 5007.03 60 60 15
|
|
9.25597 445.614 5054.74 60 60 15
|
|
4.16279 446.977 5006.54 60 60 15
|
|
4.16279 451.151 5054.25 60 60 15
|
|
-3.3689 447.305 5006.52 60 60 15
|
|
-3.3689 451.478 5054.22 60 60 15
|
|
-4.26205 444.977 5063.31 60 60 15
|
|
42.0912 425.915 5093.43 60 60 15
|
|
-5.91244 437.988 5061.42 60 60 15
|
|
40.4408 418.926 5091.55 60 60 15
|
|
-4.0994 433.5 5055.79 60 60 15
|
|
42.2538 414.438 5085.92 60 60 15
|
|
0.115014 434.142 5049.72 60 60 15
|
|
46.4682 415.081 5079.84 60 60 15
|
|
4.26205 439.538 5046.75 60 60 15
|
|
50.6153 420.477 5076.88 60 60 15
|
|
5.91244 446.528 5048.63 60 60 15
|
|
52.2657 427.466 5078.76 60 60 15
|
|
4.0994 451.015 5054.26 60 60 15
|
|
50.4526 431.954 5084.39 60 60 15
|
|
-0.115014 450.373 5060.34 60 60 15
|
|
46.2382 431.311 5090.47 60 60 15
|
|
51.0118 421.749 5093.54 60 60 15
|
|
72.877 410.278 5079.41 60 60 15
|
|
46.7486 415.98 5091.63 60 60 15
|
|
68.6138 404.509 5077.5 60 60 15
|
|
42.2538 414.438 5085.92 60 60 15
|
|
64.1189 402.967 5071.79 60 60 15
|
|
40.1604 418.027 5079.77 60 60 15
|
|
62.0255 406.556 5065.64 60 60 15
|
|
41.6946 424.643 5076.77 60 60 15
|
|
63.5597 413.172 5062.64 60 60 15
|
|
45.9578 430.412 5078.68 60 60 15
|
|
67.8229 418.941 5064.56 60 60 15
|
|
50.4526 431.954 5084.39 60 60 15
|
|
72.3177 420.483 5070.26 60 60 15
|
|
52.5461 428.365 5090.54 60 60 15
|
|
74.4112 416.894 5076.41 60 60 15
|
|
0 442.258 5055.03 60 0 0
|
|
61.6987 381.446 5074.91 60 0 0
|
|
141.029 345.94 5093.51 60 0 0
|
|
228.422 340.021 5108.58 60 0 0
|
|
166.723 400.833 5088.7 60 0 0
|
|
87.3932 436.339 5070.11 60 0 0
|
|
0 442.258 5055.03 60 0 0
|
|
87.2323 441.709 5072.06 60 0 0
|
|
164.918 461.077 5110.66 60 0 0
|
|
223.686 498.026 5166.17 60 0 0
|
|
136.454 498.575 5149.13 60 0 0
|
|
58.7686 479.207 5110.53 60 0 0
|
|
0 442.258 5055.03 60 0 0
|
|
54.5986 479.543 5114.43 60 0 0
|
|
89.6691 502.345 5192.85 60 0 0
|
|
100.982 507.914 5280.84 60 0 0
|
|
46.383 470.628 5221.43 60 0 0
|
|
11.3125 447.826 5143.01 60 0 0
|
|
0 442.258 5055.03 60 0 0
|
|
8.89621 442.664 5143.46 60 0 0
|
|
19.274 412.714 5226.5 60 0 0
|
|
29.8816 356.02 5294.13 60 0 0
|
|
20.9854 355.613 5205.69 60 0 0
|
|
10.6076 385.563 5122.65 60 0 0
|
|
0 442.258 5055.03 60 0 0
|
|
13.2843 382.037 5119.04 60 0 0
|
|
51.016 316.05 5165.1 60 0 0
|
|
108.644 252.256 5187.67 60 0 0
|
|
95.3598 312.477 5123.66 60 0 0
|
|
57.6281 378.464 5077.6 60 0 0
|
|
-16.8649 449.453 5047.04 60 60 15
|
|
-18.1234 450.707 5054.64 60 60 15
|
|
-16.6228 450.675 5062.3 60 60 15
|
|
-12.5915 449.361 5068.85 60 60 15
|
|
-6.64326 446.966 5073.3 60 60 15
|
|
0.316345 443.854 5074.96 60 60 15
|
|
7.22779 440.499 5073.59 60 60 15
|
|
-17.7408 443.771 5045.92 60 60 15
|
|
-19.7418 440.207 5052.57 60 60 15
|
|
-18.7373 436.956 5059.59 60 60 15
|
|
-14.8802 434.512 5065.92 60 60 15
|
|
-8.7578 433.247 5070.59 60 60 15
|
|
-1.30206 433.354 5072.89 60 60 15
|
|
6.35192 434.816 5072.47 60 60 15
|
|
-15.2809 439.825 5042.36 60 60 15
|
|
-15.1966 432.916 5045.98 60 60 15
|
|
-12.7987 427.43 5050.99 60 60 15
|
|
-8.45237 424.201 5056.61 60 60 15
|
|
-2.81921 423.721 5061.99 60 60 15
|
|
3.24315 426.063 5066.31 60 60 15
|
|
8.81176 430.87 5068.91 60 60 15
|
|
-10.9263 439.927 5038.44 60 60 15
|
|
-7.15031 433.104 5038.75 60 60 15
|
|
-2.28575 427.676 5041.53 60 60 15
|
|
2.9268 424.467 5046.37 60 60 15
|
|
7.69377 423.966 5052.53 60 60 15
|
|
11.2894 426.251 5059.07 60 60 15
|
|
13.1664 430.972 5064.99 60 60 15
|
|
-7.22779 444.017 5036.46 60 60 15
|
|
-0.316345 440.662 5035.09 60 60 15
|
|
6.64326 437.55 5036.76 60 60 15
|
|
12.5915 435.155 5041.21 60 60 15
|
|
16.6228 433.841 5047.76 60 60 15
|
|
18.1234 433.808 5055.42 60 60 15
|
|
16.8649 435.062 5063.02 60 60 15
|
|
-6.35192 449.699 5037.59 60 60 15
|
|
1.30206 451.161 5037.17 60 60 15
|
|
8.7578 451.268 5039.47 60 60 15
|
|
14.8802 450.003 5044.14 60 60 15
|
|
18.7373 447.559 5050.47 60 60 15
|
|
19.7418 444.308 5057.49 60 60 15
|
|
17.7408 440.745 5064.14 60 60 15
|
|
-8.81176 453.645 5041.15 60 60 15
|
|
-3.24315 458.453 5043.75 60 60 15
|
|
2.81921 460.795 5048.07 60 60 15
|
|
8.45237 460.315 5053.45 60 60 15
|
|
12.7987 457.086 5059.07 60 60 15
|
|
15.1966 451.599 5064.07 60 60 15
|
|
15.2809 444.691 5067.7 60 60 15
|
|
-13.1664 453.543 5045.06 60 60 15
|
|
-11.2894 458.265 5050.99 60 60 15
|
|
-7.69377 460.549 5057.53 60 60 15
|
|
-2.9268 460.049 5063.68 60 60 15
|
|
2.28575 456.84 5068.52 60 60 15
|
|
7.15031 451.411 5071.31 60 60 15
|
|
10.9263 444.589 5071.62 60 60 15
|
|
-13.0389 447.104 5040.66 60 60 15
|
|
13.0389 437.412 5069.4 60 60 15
|
|
3.71203 433.33 5055.81 60 60 15
|
|
3.71203 437.463 5103.04 60 60 15
|
|
8.96163 438.56 5055.35 60 60 15
|
|
8.96163 442.692 5102.59 60 60 15
|
|
8.96163 445.956 5054.71 60 60 15
|
|
8.96163 450.088 5101.94 60 60 15
|
|
3.71203 451.185 5054.25 60 60 15
|
|
3.71203 455.318 5101.48 60 60 15
|
|
-3.71203 451.185 5054.25 60 60 15
|
|
-3.71203 455.318 5101.48 60 60 15
|
|
-8.96163 445.956 5054.71 60 60 15
|
|
-8.96163 450.088 5101.94 60 60 15
|
|
-8.96163 438.56 5055.35 60 60 15
|
|
-8.96163 442.692 5102.59 60 60 15
|
|
-3.71203 433.33 5055.81 60 60 15
|
|
-3.71203 437.463 5103.04 60 60 15
|
|
1.82731 442.716 5110.89 60 60 15
|
|
-17.3609 491.387 5135.69 60 60 15
|
|
7.53094 446.367 5108.13 60 60 15
|
|
-11.6572 495.038 5132.94 60 60 15
|
|
8.82305 450.031 5101.94 60 60 15
|
|
-10.3651 498.702 5126.74 60 60 15
|
|
4.94673 451.562 5095.94 60 60 15
|
|
-14.2414 500.233 5120.74 60 60 15
|
|
-1.82731 450.064 5093.64 60 60 15
|
|
-21.0155 498.735 5118.44 60 60 15
|
|
-7.53094 446.414 5096.39 60 60 15
|
|
-26.7191 495.085 5121.19 60 60 15
|
|
-8.82305 442.749 5102.58 60 60 15
|
|
-28.0112 491.421 5127.38 60 60 15
|
|
-4.94673 441.218 5108.59 60 60 15
|
|
-24.1349 489.889 5133.39 60 60 15
|
|
-21.0155 500.177 5134.92 60 60 15
|
|
-30.3503 521.4 5118.92 60 60 15
|
|
-14.2414 501.253 5132.39 60 60 15
|
|
-23.5762 522.476 5116.4 60 60 15
|
|
-10.3651 498.702 5126.74 60 60 15
|
|
-19.6999 519.925 5110.75 60 60 15
|
|
-11.6572 494.018 5121.28 60 60 15
|
|
-20.992 515.241 5105.29 60 60 15
|
|
-17.3609 489.946 5119.21 60 60 15
|
|
-26.6957 511.169 5103.21 60 60 15
|
|
-24.1349 488.87 5121.73 60 60 15
|
|
-33.4697 510.093 5105.74 60 60 15
|
|
-28.0112 491.421 5127.38 60 60 15
|
|
-37.346 512.644 5111.39 60 60 15
|
|
-26.7191 496.104 5132.84 60 60 15
|
|
-36.0539 517.327 5116.85 60 60 15
|
|
0 446.39 5102.26 60 0 0
|
|
-3.14703 533.809 5111.87 60 0 0
|
|
-36.0878 614.627 5123.17 60 0 0
|
|
-94.8492 679.096 5134.79 60 0 0
|
|
-91.7021 591.678 5125.18 60 0 0
|
|
-58.7614 510.86 5113.88 60 0 0
|
|
0 446.39 5102.26 60 0 0
|
|
-61.2596 508.08 5115.9 60 0 0
|
|
-127.352 552.008 5153.93 60 0 0
|
|
-190.306 572.877 5211.77 60 0 0
|
|
-129.046 511.187 5198.13 60 0 0
|
|
-62.9536 467.259 5160.1 60 0 0
|
|
0 446.39 5102.26 60 0 0
|
|
-60.6486 465.38 5163.13 60 0 0
|
|
-96.1549 484.374 5241.38 60 0 0
|
|
-102.236 501.083 5327.57 60 0 0
|
|
-41.5875 482.094 5266.7 60 0 0
|
|
-6.08124 463.099 5188.45 60 0 0
|
|
0 446.39 5102.26 60 0 0
|
|
-2.15848 464.718 5188.31 60 0 0
|
|
14.3903 505.192 5264.68 60 0 0
|
|
47.6503 562.932 5322.16 60 0 0
|
|
49.8088 544.604 5236.11 60 0 0
|
|
33.26 504.13 5159.74 60 0 0
|
|
0 446.39 5102.26 60 0 0
|
|
33.3795 507.009 5156.63 60 0 0
|
|
51.5138 585.693 5191.62 60 0 0
|
|
52.2157 672.95 5203.01 60 0 0
|
|
18.8362 612.331 5148.65 60 0 0
|
|
0.701886 533.648 5113.66 60 0 0
|
|
7.07107 428.717 5096.13 60 60 15
|
|
7.65367 427.983 5103.87 60 60 15
|
|
7.07107 430.051 5111.37 60 60 15
|
|
5.41196 434.607 5117.49 60 60 15
|
|
2.92893 440.956 5121.29 60 60 15
|
|
1.37961e-008 448.133 5122.19 60 60 15
|
|
-2.92893 455.045 5120.05 60 60 15
|
|
11.4645 432.101 5094.24 60 60 15
|
|
15.7716 434.235 5100.39 60 60 15
|
|
17.6777 438.221 5106.82 60 60 15
|
|
16.8925 443.449 5112.56 60 60 15
|
|
13.5355 449.126 5116.73 60 60 15
|
|
8.11794 454.386 5118.7 60 60 15
|
|
1.46447 458.429 5118.17 60 60 15
|
|
12.0711 436.144 5090.04 60 60 15
|
|
16.8925 441.706 5092.63 60 60 15
|
|
19.1421 447.982 5096.69 60 60 15
|
|
18.4776 454.015 5101.59 60 60 15
|
|
15 458.887 5106.6 60 60 15
|
|
9.2388 461.857 5110.95 60 60 15
|
|
2.07107 462.472 5113.97 60 60 15
|
|
8.53553 438.478 5086 60 60 15
|
|
10.3596 446.019 5085.16 60 60 15
|
|
10.6066 453.616 5086.92 60 60 15
|
|
9.2388 460.114 5091.02 60 60 15
|
|
6.46447 464.522 5096.83 60 60 15
|
|
2.70598 466.169 5103.47 60 60 15
|
|
-1.46447 464.806 5109.92 60 60 15
|
|
2.92893 437.735 5084.47 60 60 15
|
|
1.37018e-008 444.647 5082.34 60 60 15
|
|
-2.92893 451.824 5083.24 60 60 15
|
|
-5.41196 458.173 5087.03 60 60 15
|
|
-7.07107 462.729 5093.15 60 60 15
|
|
-7.65367 464.797 5100.65 60 60 15
|
|
-7.07107 464.063 5108.4 60 60 15
|
|
-1.46447 434.352 5086.36 60 60 15
|
|
-8.11794 438.394 5085.83 60 60 15
|
|
-13.5355 443.654 5087.79 60 60 15
|
|
-16.8925 449.331 5091.97 60 60 15
|
|
-17.6777 454.56 5097.71 60 60 15
|
|
-15.7716 458.545 5104.14 60 60 15
|
|
-11.4645 460.679 5110.29 60 60 15
|
|
-2.07107 430.308 5090.55 60 60 15
|
|
-9.2388 430.924 5093.58 60 60 15
|
|
-15 433.893 5097.92 60 60 15
|
|
-18.4776 438.766 5102.93 60 60 15
|
|
-19.1421 444.799 5107.83 60 60 15
|
|
-16.8925 451.074 5111.89 60 60 15
|
|
-12.0711 456.636 5114.48 60 60 15
|
|
1.46447 427.974 5094.6 60 60 15
|
|
-2.70598 426.611 5101.05 60 60 15
|
|
-6.46447 428.259 5107.69 60 60 15
|
|
-9.2388 432.667 5113.5 60 60 15
|
|
-10.6066 439.164 5117.6 60 60 15
|
|
-10.3596 446.761 5119.37 60 60 15
|
|
-8.53553 454.302 5118.53 60 60 15
|
|
5.41196 432.142 5089.31 60 60 15
|
|
-5.41196 460.639 5115.21 60 60 15
|
|
3.26629 455.33 5101.48 60 60 15
|
|
3.26629 459.421 5148.25 60 60 15
|
|
-4.036 455.012 5101.51 60 60 15
|
|
-4.036 459.104 5148.27 60 60 15
|
|
-8.97406 449.644 5101.98 60 60 15
|
|
-8.97406 453.735 5148.74 60 60 15
|
|
-8.65524 442.369 5102.61 60 60 15
|
|
-8.65524 446.461 5149.38 60 60 15
|
|
-3.26629 437.45 5103.04 60 60 15
|
|
-3.26629 441.542 5149.81 60 60 15
|
|
4.036 437.768 5103.02 60 60 15
|
|
4.036 441.859 5149.78 60 60 15
|
|
8.97406 443.136 5102.55 60 60 15
|
|
8.97406 447.228 5149.31 60 60 15
|
|
8.65524 450.411 5101.91 60 60 15
|
|
8.65524 454.502 5148.68 60 60 15
|
|
1.65584 455.716 5156.66 60 60 15
|
|
-15.15 412.291 5190.09 60 60 15
|
|
-5.0751 456.447 5154.22 60 60 15
|
|
-21.8809 413.023 5187.66 60 60 15
|
|
-8.83311 453.684 5148.75 60 60 15
|
|
-25.6389 410.26 5182.18 60 60 15
|
|
-7.41681 449.045 5143.43 60 60 15
|
|
-24.2226 405.62 5176.87 60 60 15
|
|
-1.65584 445.247 5141.4 60 60 15
|
|
-18.4617 401.823 5174.83 60 60 15
|
|
5.0751 444.516 5143.83 60 60 15
|
|
-11.7307 401.091 5177.27 60 60 15
|
|
8.83311 447.279 5149.31 60 60 15
|
|
-7.9727 403.854 5182.74 60 60 15
|
|
7.41681 451.918 5154.62 60 60 15
|
|
-9.389 408.493 5188.06 60 60 15
|
|
-18.3152 403.649 5191.09 60 60 15
|
|
-26.7369 379.458 5180.07 60 60 15
|
|
-24.119 406.912 5188.37 60 60 15
|
|
-32.5407 382.72 5177.34 60 60 15
|
|
-25.6389 410.26 5182.18 60 60 15
|
|
-34.0606 386.068 5171.16 60 60 15
|
|
-21.9845 411.731 5176.16 60 60 15
|
|
-30.4062 387.54 5165.14 60 60 15
|
|
-15.2965 410.465 5173.83 60 60 15
|
|
-23.7182 386.273 5162.81 60 60 15
|
|
-9.49259 407.202 5176.56 60 60 15
|
|
-17.9143 383.01 5165.53 60 60 15
|
|
-7.9727 403.854 5182.74 60 60 15
|
|
-16.3944 379.663 5171.72 60 60 15
|
|
-11.6271 402.383 5188.76 60 60 15
|
|
-20.0488 378.191 5177.74 60 60 15
|
|
0 450.482 5149.03 60 0 0
|
|
-55.1743 387.993 5174.38 60 0 0
|
|
-84.0894 310.689 5202.3 60 0 0
|
|
-83.2576 227.893 5229.43 60 0 0
|
|
-28.0832 290.382 5204.08 60 0 0
|
|
0.831811 367.686 5176.15 60 0 0
|
|
0 450.482 5149.03 60 0 0
|
|
3.35373 368.12 5177.26 60 0 0
|
|
23.5519 299.27 5226.69 60 0 0
|
|
58.1582 252.235 5291.36 60 0 0
|
|
54.8045 334.596 5263.12 60 0 0
|
|
34.6063 403.447 5213.69 60 0 0
|
|
0 450.482 5149.03 60 0 0
|
|
34.4492 405.685 5215.35 60 0 0
|
|
51.5863 380.437 5296.96 60 0 0
|
|
49.3445 377.781 5384.02 60 0 0
|
|
14.8953 422.577 5317.7 60 0 0
|
|
-2.24182 447.825 5236.09 60 0 0
|
|
0 450.482 5149.03 60 0 0
|
|
-4.86088 448.775 5236.01 60 0 0
|
|
-38.7287 442.02 5316 60 0 0
|
|
-97.5184 431.031 5379.36 60 0 0
|
|
-92.6576 432.737 5292.38 60 0 0
|
|
-58.7898 439.493 5212.39 60 0 0
|
|
0 450.482 5149.03 60 0 0
|
|
-60.2513 437.841 5210.69 60 0 0
|
|
-122.581 398.913 5257.5 60 0 0
|
|
-179.471 338.396 5283.82 60 0 0
|
|
-119.22 351.037 5222.16 60 0 0
|
|
-56.8902 389.964 5175.35 60 0 0
|
|
6.27306 466.956 5139.58 60 60 15
|
|
6.83936 469.171 5147.04 60 60 15
|
|
6.36443 468.54 5154.81 60 60 15
|
|
4.92057 465.16 5161.69 60 60 15
|
|
2.7276 459.546 5166.65 60 60 15
|
|
0.119382 452.551 5168.92 60 60 15
|
|
-2.50702 445.242 5168.17 60 60 15
|
|
0.635956 467.155 5138 60 60 15
|
|
-3.57665 469.538 5144.12 60 60 15
|
|
-7.24474 469.02 5150.99 60 60 15
|
|
-9.80989 465.679 5157.56 60 60 15
|
|
-10.8816 460.025 5162.83 60 60 15
|
|
-10.2966 452.918 5166 60 60 15
|
|
-8.14412 445.44 5166.58 60 60 15
|
|
-2.80206 463.946 5134.51 60 60 15
|
|
-9.92927 463.61 5137.67 60 60 15
|
|
-15.5448 461.274 5142.56 60 60 15
|
|
-18.7939 457.296 5148.43 60 60 15
|
|
-19.1817 452.28 5154.4 60 60 15
|
|
-16.6493 446.99 5159.54 60 60 15
|
|
-11.5821 442.232 5163.09 60 60 15
|
|
-2.02704 459.211 5131.15 60 60 15
|
|
-8.49722 454.859 5131.46 60 60 15
|
|
-13.6738 449.841 5134.45 60 60 15
|
|
-16.7686 444.921 5139.65 60 60 15
|
|
-17.3106 440.847 5146.29 60 60 15
|
|
-15.2172 438.24 5153.34 60 60 15
|
|
-10.8071 437.496 5159.73 60 60 15
|
|
2.50702 455.721 5129.89 60 60 15
|
|
-0.119381 448.412 5129.14 60 60 15
|
|
-2.7276 441.417 5131.41 60 60 15
|
|
-4.92057 435.803 5136.37 60 60 15
|
|
-6.36443 432.423 5143.25 60 60 15
|
|
-6.83936 431.792 5151.01 60 60 15
|
|
-6.27306 434.007 5158.47 60 60 15
|
|
8.14412 455.523 5131.47 60 60 15
|
|
10.2966 448.045 5132.06 60 60 15
|
|
10.8816 440.938 5135.23 60 60 15
|
|
9.80989 435.284 5140.5 60 60 15
|
|
7.24474 431.943 5147.07 60 60 15
|
|
3.57665 431.425 5153.93 60 60 15
|
|
-0.635956 433.808 5160.06 60 60 15
|
|
11.5821 458.731 5134.96 60 60 15
|
|
16.6493 453.973 5138.51 60 60 15
|
|
19.1817 448.683 5143.66 60 60 15
|
|
18.7939 443.667 5149.62 60 60 15
|
|
15.5448 439.689 5155.5 60 60 15
|
|
9.92927 437.353 5160.39 60 60 15
|
|
2.80206 437.017 5163.55 60 60 15
|
|
10.8071 463.467 5138.32 60 60 15
|
|
15.2172 462.723 5144.72 60 60 15
|
|
17.3106 460.116 5151.77 60 60 15
|
|
16.7686 456.042 5158.4 60 60 15
|
|
13.6738 451.122 5163.61 60 60 15
|
|
8.49722 446.104 5166.6 60 60 15
|
|
2.02704 441.752 5166.91 60 60 15
|
|
4.75174 462.233 5133.56 60 60 15
|
|
-4.75174 438.73 5164.5 60 60 15
|
|
-8.3379 446.158 5149.41 60 60 15
|
|
-8.3379 450.209 5195.71 60 60 15
|
|
-2.82663 441.551 5149.81 60 60 15
|
|
-2.82663 445.602 5196.11 60 60 15
|
|
4.34044 442.175 5149.75 60 60 15
|
|
4.34044 446.226 5196.06 60 60 15
|
|
8.96494 447.666 5149.27 60 60 15
|
|
8.96494 451.717 5195.58 60 60 15
|
|
8.3379 454.805 5148.65 60 60 15
|
|
8.3379 458.856 5194.95 60 60 15
|
|
2.82663 459.412 5148.25 60 60 15
|
|
2.82663 463.463 5194.55 60 60 15
|
|
-4.34044 458.788 5148.3 60 60 15
|
|
-4.34044 462.839 5194.6 60 60 15
|
|
-8.96494 453.297 5148.78 60 60 15
|
|
-8.96494 457.348 5195.08 60 60 15
|
|
-4.34791 452.961 5203.34 60 60 15
|
|
38.3464 477.723 5231.37 60 60 15
|
|
-0.0542588 447.642 5201.5 60 60 15
|
|
42.6401 472.404 5229.53 60 60 15
|
|
4.27117 446.359 5196.05 60 60 15
|
|
46.9655 471.121 5224.07 60 60 15
|
|
6.09461 449.864 5190.17 60 60 15
|
|
48.7889 474.626 5218.2 60 60 15
|
|
4.34791 456.104 5187.32 60 60 15
|
|
47.0422 480.866 5215.34 60 60 15
|
|
0.0542588 461.423 5189.16 60 60 15
|
|
42.7486 486.185 5217.18 60 60 15
|
|
-4.27117 462.706 5194.62 60 60 15
|
|
38.4232 487.468 5222.64 60 60 15
|
|
-6.09461 459.201 5200.49 60 60 15
|
|
36.5997 483.963 5228.52 60 60 15
|
|
46.2911 481.884 5231.47 60 60 15
|
|
68.3042 492.245 5218.42 60 60 15
|
|
48.2578 475.346 5229.6 60 60 15
|
|
70.2709 485.707 5216.55 60 60 15
|
|
46.9655 471.121 5224.07 60 60 15
|
|
68.9786 481.482 5211.01 60 60 15
|
|
43.1712 471.684 5218.12 60 60 15
|
|
65.1843 482.044 5205.06 60 60 15
|
|
39.0976 476.705 5215.24 60 60 15
|
|
61.1106 487.065 5202.18 60 60 15
|
|
37.1309 483.243 5217.11 60 60 15
|
|
59.1439 493.604 5204.05 60 60 15
|
|
38.4232 487.468 5222.64 60 60 15
|
|
60.4362 497.829 5209.58 60 60 15
|
|
42.2175 486.905 5228.59 60 60 15
|
|
64.2305 497.266 5215.53 60 60 15
|
|
0 454.533 5195.33 60 0 0
|
|
82.7439 466.253 5216.73 60 0 0
|
|
156.3 506.47 5237.09 60 0 0
|
|
211.796 570.334 5253.93 60 0 0
|
|
129.052 558.614 5232.52 60 0 0
|
|
55.4959 518.396 5212.17 60 0 0
|
|
0 454.533 5195.33 60 0 0
|
|
54.4834 519.137 5212.65 60 0 0
|
|
88.611 588.19 5251.49 60 0 0
|
|
98.2668 653.364 5307.18 60 0 0
|
|
43.7834 588.759 5289.87 60 0 0
|
|
9.65573 519.706 5251.02 60 0 0
|
|
0 454.533 5195.33 60 0 0
|
|
9.01953 518.986 5251.96 60 0 0
|
|
18.3747 560.018 5327.26 60 0 0
|
|
26.9372 572.68 5412.16 60 0 0
|
|
17.9177 508.226 5355.54 60 0 0
|
|
8.5625 467.194 5280.23 60 0 0
|
|
0 454.533 5195.33 60 0 0
|
|
9.1819 466.009 5280.34 60 0 0
|
|
42.6551 460.887 5359.68 60 0 0
|
|
96.3821 439.785 5423.79 60 0 0
|
|
87.2002 428.309 5338.78 60 0 0
|
|
53.7271 433.431 5259.44 60 0 0
|
|
0 454.533 5195.33 60 0 0
|
|
54.7461 433.418 5258.57 60 0 0
|
|
127.897 427.792 5303.95 60 0 0
|
|
210.631 438.335 5326 60 0 0
|
|
155.885 459.45 5262.76 60 0 0
|
|
82.7335 465.075 5217.38 60 0 0
|
|
-16.1429 445.438 5187.8 60 60 15
|
|
-17.7294 445.277 5195.44 60 60 15
|
|
-16.6168 446.526 5203.06 60 60 15
|
|
-12.9744 448.993 5209.51 60 60 15
|
|
-7.35675 452.304 5213.79 60 60 15
|
|
-0.619125 455.953 5215.27 60 60 15
|
|
6.21275 459.387 5213.71 60 60 15
|
|
-12.1897 441.277 5186.63 60 60 15
|
|
-10.4248 437.588 5193.28 60 60 15
|
|
-7.07289 436.479 5200.24 60 60 15
|
|
-2.64416 438.119 5206.45 60 60 15
|
|
2.18713 442.257 5210.97 60 60 15
|
|
6.68544 448.264 5213.11 60 60 15
|
|
10.166 455.226 5212.54 60 60 15
|
|
-7.64376 440.795 5182.97 60 60 15
|
|
-2.02503 436.698 5186.51 60 60 15
|
|
3.90199 435.316 5191.39 60 60 15
|
|
9.23497 436.86 5196.88 60 60 15
|
|
13.162 441.094 5202.12 60 60 15
|
|
15.0853 447.374 5206.34 60 60 15
|
|
14.7119 454.744 5208.88 60 60 15
|
|
-5.16803 444.275 5178.96 60 60 15
|
|
2.54953 443.128 5179.1 60 60 15
|
|
9.87894 443.717 5181.71 60 60 15
|
|
15.7044 445.953 5186.4 60 60 15
|
|
19.139 449.495 5192.45 60 60 15
|
|
19.6598 453.804 5198.93 60 60 15
|
|
17.1876 458.224 5204.87 60 60 15
|
|
-6.21275 449.678 5176.95 60 60 15
|
|
0.619125 453.112 5175.39 60 60 15
|
|
7.35675 456.761 5176.87 60 60 15
|
|
12.9744 460.072 5181.15 60 60 15
|
|
16.6168 462.539 5187.6 60 60 15
|
|
17.7294 463.788 5195.22 60 60 15
|
|
16.1429 463.627 5202.86 60 60 15
|
|
-10.166 453.839 5178.12 60 60 15
|
|
-6.68544 460.801 5177.55 60 60 15
|
|
-2.18713 466.808 5179.69 60 60 15
|
|
2.64416 470.946 5184.21 60 60 15
|
|
7.07289 472.586 5190.43 60 60 15
|
|
10.4248 471.477 5197.38 60 60 15
|
|
12.1897 467.788 5204.03 60 60 15
|
|
-14.7119 454.321 5181.78 60 60 15
|
|
-15.0853 461.691 5184.32 60 60 15
|
|
-13.162 467.971 5188.54 60 60 15
|
|
-9.23497 472.205 5193.78 60 60 15
|
|
-3.90199 473.749 5199.27 60 60 15
|
|
2.02503 472.367 5204.15 60 60 15
|
|
7.64376 468.27 5207.69 60 60 15
|
|
-17.1876 450.841 5185.79 60 60 15
|
|
-19.6598 455.261 5191.73 60 60 15
|
|
-19.139 459.57 5198.22 60 60 15
|
|
-15.7044 463.112 5204.26 60 60 15
|
|
-9.87894 465.348 5208.95 60 60 15
|
|
-2.54953 465.937 5211.56 60 60 15
|
|
5.16803 464.79 5211.7 60 60 15
|
|
-12.0988 446.983 5181.31 60 60 15
|
|
12.0988 462.082 5209.35 60 60 15
|
|
8.93481 452.148 5195.54 60 60 15
|
|
8.93481 456.158 5241.38 60 60 15
|
|
8.01073 459.14 5194.93 60 60 15
|
|
8.01073 463.151 5240.77 60 60 15
|
|
2.39408 463.433 5194.55 60 60 15
|
|
2.39408 467.444 5240.4 60 60 15
|
|
-4.625 462.513 5194.63 60 60 15
|
|
-4.625 466.524 5240.48 60 60 15
|
|
-8.93481 456.917 5195.12 60 60 15
|
|
-8.93481 460.928 5240.97 60 60 15
|
|
-8.01073 449.925 5195.73 60 60 15
|
|
-8.01073 453.936 5241.58 60 60 15
|
|
-2.39408 445.632 5196.11 60 60 15
|
|
-2.39408 449.643 5241.95 60 60 15
|
|
4.625 446.552 5196.03 60 60 15
|
|
4.625 450.563 5241.87 60 60 15
|
|
4.78734 457.931 5248.89 60 60 15
|
|
-40.7361 472.75 5278.32 60 60 15
|
|
5.05057 464.302 5246.09 60 60 15
|
|
-40.4728 479.121 5275.51 60 60 15
|
|
2.35525 467.3 5240.41 60 60 15
|
|
-43.1681 482.119 5269.83 60 60 15
|
|
-1.71974 465.168 5235.18 60 60 15
|
|
-47.2431 479.987 5264.6 60 60 15
|
|
-4.78734 459.156 5233.46 60 60 15
|
|
-50.3107 473.975 5262.89 60 60 15
|
|
-5.05057 452.785 5236.26 60 60 15
|
|
-50.574 467.604 5265.69 60 60 15
|
|
-2.35525 449.787 5241.94 60 60 15
|
|
-47.8786 464.606 5271.37 60 60 15
|
|
1.71974 451.918 5247.17 60 60 15
|
|
-43.8036 466.737 5276.6 60 60 15
|
|
-49.0986 475.041 5278.8 60 60 15
|
|
-73.2223 480.511 5267.16 60 60 15
|
|
-46.386 480.741 5275.86 60 60 15
|
|
-70.5097 486.212 5264.22 60 60 15
|
|
-43.1681 482.119 5269.83 60 60 15
|
|
-67.2919 487.589 5258.19 60 60 15
|
|
-41.3299 478.367 5264.26 60 60 15
|
|
-65.4537 483.837 5252.62 60 60 15
|
|
-41.9482 471.684 5262.4 60 60 15
|
|
-66.0719 477.154 5250.76 60 60 15
|
|
-44.6608 465.983 5265.35 60 60 15
|
|
-68.7845 471.454 5253.71 60 60 15
|
|
-47.8786 464.606 5271.37 60 60 15
|
|
-72.0024 470.076 5259.73 60 60 15
|
|
-49.7168 468.358 5276.94 60 60 15
|
|
-73.8406 473.828 5265.3 60 60 15
|
|
0 458.543 5241.17 60 0 0
|
|
-66.172 508.497 5261.7 60 0 0
|
|
-144.637 531.742 5286.16 60 0 0
|
|
-225.931 525.475 5311.61 60 0 0
|
|
-159.759 475.521 5291.08 60 0 0
|
|
-81.2938 452.276 5266.62 60 0 0
|
|
0 458.543 5241.17 60 0 0
|
|
-81.3131 452.354 5266.58 60 0 0
|
|
-149.108 432.583 5314.62 60 0 0
|
|
-195.207 401.614 5379.52 60 0 0
|
|
-113.894 407.803 5354.11 60 0 0
|
|
-46.0991 427.574 5306.07 60 0 0
|
|
0 458.543 5241.17 60 0 0
|
|
-46.1683 427.559 5306.01 60 0 0
|
|
-75.6733 416.352 5385.38 60 0 0
|
|
-84.9563 426.273 5469.71 60 0 0
|
|
-38.788 457.258 5404.87 60 0 0
|
|
-9.28301 468.465 5325.5 60 0 0
|
|
0 458.543 5241.17 60 0 0
|
|
-9.30651 468.378 5325.51 60 0 0
|
|
-25.8176 505.48 5400.65 60 0 0
|
|
-47.5418 565.375 5457.54 60 0 0
|
|
-38.2353 555.541 5373.2 60 0 0
|
|
-21.7242 518.438 5298.06 60 0 0
|
|
0 458.543 5241.17 60 0 0
|
|
-21.6695 518.4 5298.12 60 0 0
|
|
-68.4395 576.795 5339.33 60 0 0
|
|
-134.669 626.685 5359.83 60 0 0
|
|
-112.999 566.828 5302.88 60 0 0
|
|
-66.2293 508.433 5261.67 60 0 0
|
|
17.4366 453.139 5233 60 60 15
|
|
19.292 453.303 5240.58 60 60 15
|
|
18.2104 454.264 5248.25 60 60 15
|
|
14.3565 455.878 5254.84 60 60 15
|
|
8.31684 457.897 5259.35 60 60 15
|
|
1.01105 460.014 5261.09 60 60 15
|
|
-6.44865 461.908 5259.81 60 60 15
|
|
17.2282 458.645 5231.02 60 60 15
|
|
18.9069 463.477 5236.91 60 60 15
|
|
17.7072 467.558 5243.45 60 60 15
|
|
13.8118 470.267 5249.65 60 60 15
|
|
7.81364 471.19 5254.55 60 60 15
|
|
0.625924 470.189 5257.42 60 60 15
|
|
-6.65708 467.414 5257.82 60 60 15
|
|
13.9235 461.523 5227.13 60 60 15
|
|
12.8007 468.796 5229.73 60 60 15
|
|
9.72915 474.507 5234.07 60 60 15
|
|
5.17638 477.788 5239.49 60 60 15
|
|
-0.164447 478.14 5245.17 60 60 15
|
|
-5.48024 475.507 5250.24 60 60 15
|
|
-9.96172 470.293 5253.93 60 60 15
|
|
9.45852 460.088 5223.62 60 60 15
|
|
4.55046 466.143 5223.24 60 60 15
|
|
-1.05037 471.041 5225.6 60 60 15
|
|
-6.49129 474.037 5230.32 60 60 15
|
|
-10.944 474.673 5236.7 60 60 15
|
|
-13.7305 472.855 5243.76 60 60 15
|
|
-14.4267 468.857 5250.42 60 60 15
|
|
6.44865 455.179 5222.54 60 60 15
|
|
-1.01105 457.073 5221.25 60 60 15
|
|
-8.31684 459.19 5223 60 60 15
|
|
-14.3565 461.209 5227.51 60 60 15
|
|
-18.2104 462.822 5234.1 60 60 15
|
|
-19.292 463.784 5241.77 60 60 15
|
|
-17.4366 463.948 5249.34 60 60 15
|
|
6.65708 449.672 5224.53 60 60 15
|
|
-0.625924 446.898 5224.93 60 60 15
|
|
-7.81364 445.896 5227.8 60 60 15
|
|
-13.8118 446.82 5232.7 60 60 15
|
|
-17.7072 449.529 5238.9 60 60 15
|
|
-18.9069 453.61 5245.44 60 60 15
|
|
-17.2282 458.442 5251.33 60 60 15
|
|
9.96172 446.794 5228.42 60 60 15
|
|
5.48024 441.579 5232.11 60 60 15
|
|
0.164447 438.947 5237.18 60 60 15
|
|
-5.17638 439.298 5242.86 60 60 15
|
|
-9.72915 442.579 5248.28 60 60 15
|
|
-12.8007 448.291 5252.62 60 60 15
|
|
-13.9235 455.563 5255.22 60 60 15
|
|
14.4267 448.23 5231.93 60 60 15
|
|
13.7305 444.232 5238.59 60 60 15
|
|
10.944 442.413 5245.65 60 60 15
|
|
6.49129 443.05 5252.03 60 60 15
|
|
1.05037 446.046 5256.75 60 60 15
|
|
-4.55046 450.944 5259.11 60 60 15
|
|
-9.45852 456.999 5258.73 60 60 15
|
|
12.9266 453.797 5226.67 60 60 15
|
|
-12.9266 463.289 5255.68 60 60 15
|
|
-4.88943 466.189 5240.51 60 60 15
|
|
-4.88943 470.16 5285.9 60 60 15
|
|
-8.88429 460.505 5241 60 60 15
|
|
-8.88429 464.477 5286.39 60 60 15
|
|
-7.67486 453.673 5241.6 60 60 15
|
|
-7.67486 457.644 5286.99 60 60 15
|
|
-1.9696 449.693 5241.95 60 60 15
|
|
-1.9696 453.664 5287.34 60 60 15
|
|
4.88943 450.898 5241.84 60 60 15
|
|
4.88943 454.869 5287.23 60 60 15
|
|
8.88429 456.581 5241.35 60 60 15
|
|
8.88429 460.552 5286.74 60 60 15
|
|
7.67486 463.414 5240.75 60 60 15
|
|
7.67486 467.385 5286.14 60 60 15
|
|
1.9696 467.394 5240.4 60 60 15
|
|
1.9696 471.365 5285.79 60 60 15
|
|
-2.68906 467.366 5293.59 60 60 15
|
|
22.0948 431.323 5327.97 60 60 15
|
|
-7.23895 462.558 5291.83 60 60 15
|
|
17.5449 426.515 5326.21 60 60 15
|
|
-7.54835 457.724 5286.98 60 60 15
|
|
17.2355 421.681 5321.37 60 60 15
|
|
-3.43604 455.696 5281.89 60 60 15
|
|
21.3478 419.653 5316.28 60 60 15
|
|
2.68906 457.663 5279.54 60 60 15
|
|
27.4729 421.62 5313.93 60 60 15
|
|
7.23895 462.471 5281.3 60 60 15
|
|
32.0228 426.428 5315.69 60 60 15
|
|
7.54835 467.305 5286.15 60 60 15
|
|
32.3322 431.262 5320.53 60 60 15
|
|
3.43604 469.333 5291.24 60 60 15
|
|
28.2199 433.289 5325.62 60 60 15
|
|
26.5853 424.378 5329.46 60 60 15
|
|
40.0697 402.408 5321.21 60 60 15
|
|
20.7202 421.603 5327.27 60 60 15
|
|
34.2045 399.634 5319.01 60 60 15
|
|
17.2355 421.681 5321.37 60 60 15
|
|
30.7199 399.711 5313.11 60 60 15
|
|
18.1726 424.564 5315.23 60 60 15
|
|
31.6569 402.595 5306.97 60 60 15
|
|
22.9824 428.565 5312.44 60 60 15
|
|
36.4668 406.596 5304.18 60 60 15
|
|
28.8475 431.339 5314.63 60 60 15
|
|
42.3319 409.37 5306.38 60 60 15
|
|
32.3322 431.262 5320.53 60 60 15
|
|
45.8166 409.292 5312.27 60 60 15
|
|
31.3951 428.378 5326.67 60 60 15
|
|
44.8795 406.409 5318.42 60 60 15
|
|
0 462.514 5286.56 60 0 0
|
|
15.7288 386.661 5320.48 60 0 0
|
|
58.4267 322.415 5355.14 60 0 0
|
|
122.944 277.524 5386.35 60 0 0
|
|
107.215 353.378 5352.43 60 0 0
|
|
64.517 417.624 5317.78 60 0 0
|
|
0 462.514 5286.56 60 0 0
|
|
63.8471 416.358 5317.3 60 0 0
|
|
127.943 392.566 5367.08 60 0 0
|
|
184.557 394.009 5429.88 60 0 0
|
|
120.71 440.165 5399.14 60 0 0
|
|
56.614 463.957 5349.37 60 0 0
|
|
0 462.514 5286.56 60 0 0
|
|
57.5892 463.215 5348.49 60 0 0
|
|
90.5362 463.138 5426.38 60 0 0
|
|
94.867 462.293 5510.83 60 0 0
|
|
37.2777 461.593 5448.9 60 0 0
|
|
4.33076 461.67 5371.02 60 0 0
|
|
0 462.514 5286.56 60 0 0
|
|
5.6034 462.477 5370.95 60 0 0
|
|
-2.09897 436.603 5451.09 60 0 0
|
|
-22.1781 388.011 5517.33 60 0 0
|
|
-27.7815 388.048 5432.94 60 0 0
|
|
-20.0791 413.923 5352.8 60 0 0
|
|
0 462.514 5286.56 60 0 0
|
|
-20.2678 415.165 5353.64 60 0 0
|
|
-21.9437 349.631 5407.06 60 0 0
|
|
-4.82571 273.818 5440.4 60 0 0
|
|
15.4421 321.168 5373.32 60 0 0
|
|
17.118 386.701 5319.9 60 0 0
|
|
-9.61696 476.775 5276.36 60 60 15
|
|
-10.7198 479.156 5283.71 60 60 15
|
|
-10.1907 479.003 5291.49 60 60 15
|
|
-8.1101 476.34 5298.53 60 60 15
|
|
-4.79484 471.572 5303.74 60 60 15
|
|
-0.749603 465.426 5306.34 60 60 15
|
|
3.40975 458.836 5305.93 60 60 15
|
|
-13.2723 472.328 5275.27 60 60 15
|
|
-17.4741 470.94 5281.7 60 60 15
|
|
-19.0155 468.268 5288.87 60 60 15
|
|
-17.6621 464.721 5295.69 60 60 15
|
|
-13.6197 460.838 5301.11 60 60 15
|
|
-7.50386 457.21 5304.33 60 60 15
|
|
-0.245624 454.389 5304.84 60 60 15
|
|
-12.9684 467.387 5272.14 60 60 15
|
|
-16.9125 461.81 5275.91 60 60 15
|
|
-18.2818 456.34 5281.31 60 60 15
|
|
-16.8678 451.809 5287.5 60 60 15
|
|
-12.8859 448.909 5293.55 60 60 15
|
|
-6.94225 448.08 5298.54 60 60 15
|
|
0.0583168 449.448 5301.71 60 60 15
|
|
-8.88318 464.846 5268.8 60 60 15
|
|
-9.36397 457.114 5269.74 60 60 15
|
|
-8.41918 450.204 5273.24 60 60 15
|
|
-6.19265 445.169 5278.77 60 60 15
|
|
-3.02334 442.774 5285.49 60 60 15
|
|
0.606244 443.384 5292.37 60 60 15
|
|
4.14353 446.907 5298.36 60 60 15
|
|
-3.40975 466.193 5267.2 60 60 15
|
|
0.749603 459.603 5266.79 60 60 15
|
|
4.79484 453.457 5269.39 60 60 15
|
|
8.1101 448.689 5274.6 60 60 15
|
|
10.1907 446.026 5281.64 60 60 15
|
|
10.7198 445.873 5289.42 60 60 15
|
|
9.61696 448.254 5296.77 60 60 15
|
|
0.245624 470.64 5268.29 60 60 15
|
|
7.50386 467.819 5268.8 60 60 15
|
|
13.6197 464.191 5272.02 60 60 15
|
|
17.6621 460.308 5277.44 60 60 15
|
|
19.0155 456.761 5284.26 60 60 15
|
|
17.4741 454.089 5291.43 60 60 15
|
|
13.2723 452.701 5297.86 60 60 15
|
|
-0.0583169 475.581 5271.42 60 60 15
|
|
6.94225 476.949 5274.59 60 60 15
|
|
12.8859 476.12 5279.58 60 60 15
|
|
16.8678 473.22 5285.63 60 60 15
|
|
18.2818 468.689 5291.82 60 60 15
|
|
16.9125 463.219 5297.22 60 60 15
|
|
12.9684 457.642 5300.99 60 60 15
|
|
-4.14353 478.122 5274.77 60 60 15
|
|
-0.606244 481.645 5280.76 60 60 15
|
|
3.02334 482.255 5287.64 60 60 15
|
|
6.19265 479.86 5294.36 60 60 15
|
|
8.41918 474.825 5299.89 60 60 15
|
|
9.36397 467.915 5303.39 60 60 15
|
|
8.88318 460.183 5304.33 60 60 15
|
|
-7.05001 472.223 5270.56 60 60 15
|
|
7.05001 452.806 5302.57 60 60 15
|
|
-1.55415 453.734 5287.33 60 60 15
|
|
-1.55415 457.666 5332.27 60 60 15
|
|
5.13351 455.211 5287.2 60 60 15
|
|
5.13351 459.143 5332.14 60 60 15
|
|
8.81403 460.966 5286.7 60 60 15
|
|
8.81403 464.898 5331.64 60 60 15
|
|
7.33141 467.628 5286.12 60 60 15
|
|
7.33141 471.56 5331.06 60 60 15
|
|
1.55415 471.295 5285.8 60 60 15
|
|
1.55415 475.227 5330.74 60 60 15
|
|
-5.13351 469.818 5285.93 60 60 15
|
|
-5.13351 473.75 5330.87 60 60 15
|
|
-8.81403 464.063 5286.43 60 60 15
|
|
-8.81403 467.995 5331.37 60 60 15
|
|
-7.33141 457.401 5287.01 60 60 15
|
|
-7.33141 461.332 5331.95 60 60 15
|
|
-0.876484 462.123 5339.12 60 60 15
|
|
6.95946 509.147 5366.72 60 60 15
|
|
5.50824 462.313 5336.98 60 60 15
|
|
13.3442 509.337 5364.59 60 60 15
|
|
8.66631 464.924 5331.64 60 60 15
|
|
16.5023 511.949 5359.24 60 60 15
|
|
6.74777 468.427 5326.22 60 60 15
|
|
14.5837 515.452 5353.82 60 60 15
|
|
0.876484 470.77 5323.89 60 60 15
|
|
8.71243 517.795 5351.5 60 60 15
|
|
-5.50824 470.58 5326.03 60 60 15
|
|
2.32771 517.605 5353.63 60 60 15
|
|
-8.66631 467.969 5331.37 60 60 15
|
|
-0.830362 514.993 5358.98 60 60 15
|
|
-6.74777 464.465 5336.8 60 60 15
|
|
1.08817 511.49 5364.4 60 60 15
|
|
8.35859 517.144 5367.09 60 60 15
|
|
12.7316 541.052 5355.8 60 60 15
|
|
14.3335 514.992 5364.85 60 60 15
|
|
18.7066 538.9 5353.55 60 60 15
|
|
16.5023 511.949 5359.24 60 60 15
|
|
20.8753 535.856 5347.95 60 60 15
|
|
13.5944 509.797 5353.56 60 60 15
|
|
17.9674 533.704 5342.27 60 60 15
|
|
7.3133 509.797 5351.13 60 60 15
|
|
11.6863 533.705 5339.84 60 60 15
|
|
1.33838 511.95 5353.37 60 60 15
|
|
5.71142 535.857 5342.08 60 60 15
|
|
-0.830362 514.993 5358.98 60 60 15
|
|
3.54268 538.901 5347.68 60 60 15
|
|
2.0775 517.145 5364.66 60 60 15
|
|
6.45054 541.052 5353.37 60 60 15
|
|
0 466.446 5331.51 60 0 0
|
|
40.8703 535.631 5355.04 60 0 0
|
|
54.3512 614.528 5379.62 60 0 0
|
|
38.8167 693.621 5402.29 60 0 0
|
|
-2.05359 624.436 5378.76 60 0 0
|
|
-15.5345 545.539 5354.17 60 0 0
|
|
0 466.446 5331.51 60 0 0
|
|
-12.9861 546.322 5353 60 0 0
|
|
-39.9355 612.795 5396.2 60 0 0
|
|
-77.5976 657.846 5455.88 60 0 0
|
|
-64.6115 577.97 5434.39 60 0 0
|
|
-37.6621 511.498 5391.19 60 0 0
|
|
0 466.446 5331.51 60 0 0
|
|
-38.18 513.58 5389.22 60 0 0
|
|
-56.9126 547.016 5463.67 60 0 0
|
|
-53.9385 562.719 5545.86 60 0 0
|
|
-15.7585 515.585 5488.14 60 0 0
|
|
2.97418 482.15 5413.7 60 0 0
|
|
0 466.446 5331.51 60 0 0
|
|
0.105721 482.654 5413.65 60 0 0
|
|
26.8816 508.095 5488.8 60 0 0
|
|
77.0979 539.702 5547.87 60 0 0
|
|
76.9922 523.494 5465.73 60 0 0
|
|
50.2164 498.053 5390.58 60 0 0
|
|
0 466.446 5331.51 60 0 0
|
|
48.9615 496.282 5392.53 60 0 0
|
|
95.6464 549.82 5436.85 60 0 0
|
|
134.424 620.603 5459.14 60 0 0
|
|
85.4623 590.768 5398.12 60 0 0
|
|
38.7774 537.229 5353.8 60 0 0
|
|
-3.08056 448.237 5323.83 60 60 15
|
|
-3.45975 446.748 5331.48 60 60 15
|
|
-3.31222 448.257 5339.13 60 60 15
|
|
-2.66044 452.536 5345.63 60 60 15
|
|
-1.60364 458.932 5349.97 60 60 15
|
|
-0.302689 466.473 5351.5 60 60 15
|
|
1.04434 474.009 5349.99 60 60 15
|
|
2.54738 448.86 5322.33 60 60 15
|
|
6.93933 447.899 5328.71 60 60 15
|
|
10.2748 449.761 5335.51 60 60 15
|
|
12.0461 454.164 5341.71 60 60 15
|
|
11.9834 460.436 5346.35 60 60 15
|
|
10.0964 467.624 5348.73 60 60 15
|
|
6.67228 474.632 5348.49 60 60 15
|
|
5.47494 452.236 5318.54 60 60 15
|
|
12.3488 454.137 5321.71 60 60 15
|
|
17.3426 457.912 5326.37 60 60 15
|
|
19.6962 462.987 5331.81 60 60 15
|
|
19.0512 468.587 5337.2 60 60 15
|
|
15.5058 473.862 5341.73 60 60 15
|
|
9.59984 478.008 5344.7 60 60 15
|
|
3.9872 456.388 5314.68 60 60 15
|
|
9.59977 461.809 5314.58 60 60 15
|
|
13.7509 467.936 5317.06 60 60 15
|
|
15.8085 473.836 5321.73 60 60 15
|
|
15.4594 478.611 5327.9 60 60 15
|
|
12.7568 481.534 5334.61 60 60 15
|
|
8.1121 482.16 5340.85 60 60 15
|
|
-1.04434 458.884 5313.02 60 60 15
|
|
0.302689 466.42 5311.51 60 60 15
|
|
1.60364 473.96 5313.04 60 60 15
|
|
2.66044 480.357 5317.38 60 60 15
|
|
3.31222 484.635 5323.88 60 60 15
|
|
3.45975 486.145 5331.53 60 60 15
|
|
3.08056 484.655 5339.18 60 60 15
|
|
-6.67228 458.261 5314.52 60 60 15
|
|
-10.0964 465.269 5314.28 60 60 15
|
|
-11.9834 472.456 5316.66 60 60 15
|
|
-12.0461 478.729 5321.31 60 60 15
|
|
-10.2748 483.131 5327.5 60 60 15
|
|
-6.93933 484.994 5334.31 60 60 15
|
|
-2.54738 484.032 5340.68 60 60 15
|
|
-9.59984 454.884 5318.31 60 60 15
|
|
-15.5058 459.03 5321.28 60 60 15
|
|
-19.0512 464.305 5325.81 60 60 15
|
|
-19.6962 469.906 5331.2 60 60 15
|
|
-17.3426 474.98 5336.64 60 60 15
|
|
-12.3488 478.755 5341.3 60 60 15
|
|
-5.47494 480.656 5344.47 60 60 15
|
|
-8.1121 450.733 5322.16 60 60 15
|
|
-12.7568 451.359 5328.4 60 60 15
|
|
-15.4594 454.282 5335.12 60 60 15
|
|
-15.8085 459.057 5341.28 60 60 15
|
|
-13.7509 464.957 5345.95 60 60 15
|
|
-9.59977 471.083 5348.43 60 60 15
|
|
-3.9872 476.504 5348.33 60 60 15
|
|
-2.23238 452.499 5317.35 60 60 15
|
|
2.23238 480.394 5345.66 60 60 15
|
|
6.98151 471.783 5331.04 60 60 15
|
|
6.98151 475.676 5375.53 60 60 15
|
|
1.14863 475.138 5330.75 60 60 15
|
|
1.14863 479.031 5375.24 60 60 15
|
|
-5.3571 473.401 5330.9 60 60 15
|
|
-5.3571 477.294 5375.39 60 60 15
|
|
-8.72471 467.591 5331.41 60 60 15
|
|
-8.72471 471.483 5375.9 60 60 15
|
|
-6.98151 461.11 5331.97 60 60 15
|
|
-6.98151 465.002 5376.47 60 60 15
|
|
-1.14863 457.755 5332.27 60 60 15
|
|
-1.14863 461.648 5376.76 60 60 15
|
|
5.3571 459.491 5332.11 60 60 15
|
|
5.3571 463.384 5376.61 60 60 15
|
|
8.72471 465.302 5331.61 60 60 15
|
|
8.72471 469.195 5376.1 60 60 15
|
|
4.03368 474.032 5382.7 60 60 15
|
|
-30.9737 450.067 5416.98 60 60 15
|
|
-0.871231 477.785 5380.32 60 60 15
|
|
-35.8786 453.819 5414.6 60 60 15
|
|
-5.26579 477.176 5375.4 60 60 15
|
|
-40.2732 453.21 5409.68 60 60 15
|
|
-6.57572 472.562 5370.84 60 60 15
|
|
-41.5831 448.596 5405.12 60 60 15
|
|
-4.03368 466.646 5369.3 60 60 15
|
|
-39.0411 442.68 5403.58 60 60 15
|
|
0.871231 462.894 5371.69 60 60 15
|
|
-34.1361 438.928 5405.96 60 60 15
|
|
5.26579 463.503 5376.6 60 60 15
|
|
-29.7416 439.537 5410.88 60 60 15
|
|
6.57572 468.117 5381.16 60 60 15
|
|
-28.4317 444.151 5415.44 60 60 15
|
|
-37.128 445.469 5418.62 60 60 15
|
|
-57.1487 429.451 5411.79 60 60 15
|
|
-40.2304 450.568 5415.75 60 60 15
|
|
-60.2511 434.55 5408.92 60 60 15
|
|
-40.2732 453.21 5409.68 60 60 15
|
|
-60.2939 437.191 5402.85 60 60 15
|
|
-37.2313 451.847 5403.96 60 60 15
|
|
-57.252 435.828 5397.13 60 60 15
|
|
-32.8867 447.277 5401.94 60 60 15
|
|
-52.9074 431.259 5395.11 60 60 15
|
|
-29.7844 442.179 5404.81 60 60 15
|
|
-49.8051 426.16 5397.98 60 60 15
|
|
-29.7416 439.537 5410.88 60 60 15
|
|
-49.7623 423.518 5404.05 60 60 15
|
|
-32.7834 440.9 5416.6 60 60 15
|
|
-52.8041 424.882 5409.77 60 60 15
|
|
0 470.339 5376 60 0 0
|
|
-73.7212 452.351 5409.38 60 0 0
|
|
-133.805 409.361 5446.99 60 0 0
|
|
-173.005 346.555 5484.29 60 0 0
|
|
-99.2836 364.543 5450.91 60 0 0
|
|
-39.1996 407.533 5413.3 60 0 0
|
|
0 470.339 5376 60 0 0
|
|
-42.8771 408.953 5411.58 60 0 0
|
|
-65.1367 351.357 5466.9 60 0 0
|
|
-64.0939 304.497 5535.28 60 0 0
|
|
-21.2169 365.883 5499.7 60 0 0
|
|
1.04274 423.48 5444.38 60 0 0
|
|
0 470.339 5376 60 0 0
|
|
-0.670412 420.277 5442.08 60 0 0
|
|
-5.30939 395.626 5521.09 60 0 0
|
|
-13.3574 399.359 5603.52 60 0 0
|
|
-12.687 449.422 5537.44 60 0 0
|
|
-8.04802 474.073 5458.43 60 0 0
|
|
0 470.339 5376 60 0 0
|
|
-5.42937 470.673 5458.72 60 0 0
|
|
-37.0025 480.99 5534.68 60 0 0
|
|
-90.9113 500.045 5594.71 60 0 0
|
|
-85.482 499.711 5511.99 60 0 0
|
|
-53.9088 489.394 5436.03 60 0 0
|
|
0 470.339 5376 60 0 0
|
|
-50.5772 490.496 5438.52 60 0 0
|
|
-116.417 489.479 5488.88 60 0 0
|
|
-189.579 467.41 5521.02 60 0 0
|
|
-139.002 447.253 5458.51 60 0 0
|
|
-73.1615 448.27 5408.14 60 0 0
|
|
13.9442 480.167 5365.56 60 60 15
|
|
15.7801 482.219 5372.86 60 60 15
|
|
15.2137 482.464 5380.64 60 60 15
|
|
12.331 480.862 5387.72 60 60 15
|
|
7.57111 477.658 5393 60 60 15
|
|
1.65856 473.341 5395.71 60 60 15
|
|
-4.50649 468.566 5395.41 60 60 15
|
|
9.26753 483.264 5363.88 60 60 15
|
|
7.13869 487.943 5369.75 60 60 15
|
|
3.92305 489.942 5376.57 60 60 15
|
|
0.110166 488.957 5383.31 60 60 15
|
|
-3.71949 485.137 5388.93 60 60 15
|
|
-6.98289 479.065 5392.59 60 60 15
|
|
-9.18321 471.664 5393.72 60 60 15
|
|
4.56611 482.189 5360.55 60 60 15
|
|
-1.54839 485.956 5363.6 60 60 15
|
|
-7.42717 487.345 5368.54 60 60 15
|
|
-12.1752 486.146 5374.62 60 60 15
|
|
-15.0697 482.54 5380.91 60 60 15
|
|
-15.67 477.077 5386.44 60 60 15
|
|
-13.8846 470.588 5390.39 60 60 15
|
|
2.59403 477.569 5357.54 60 60 15
|
|
-5.19234 477.421 5358.03 60 60 15
|
|
-12.1882 476.194 5361.26 60 60 15
|
|
-17.3285 474.075 5366.74 60 60 15
|
|
-19.8308 471.388 5373.63 60 60 15
|
|
-19.3139 468.542 5380.87 60 60 15
|
|
-15.8567 465.969 5387.38 60 60 15
|
|
4.50649 472.113 5356.6 60 60 15
|
|
-1.65856 467.338 5356.3 60 60 15
|
|
-7.57111 463.02 5359 60 60 15
|
|
-12.331 459.816 5364.29 60 60 15
|
|
-15.2137 458.215 5371.36 60 60 15
|
|
-15.7801 458.459 5379.14 60 60 15
|
|
-13.9442 460.512 5386.44 60 60 15
|
|
9.18321 469.015 5358.28 60 60 15
|
|
6.98289 461.614 5359.42 60 60 15
|
|
3.71949 455.541 5363.07 60 60 15
|
|
-0.110166 451.721 5368.7 60 60 15
|
|
-3.92305 450.736 5375.43 60 60 15
|
|
-7.13869 452.735 5382.26 60 60 15
|
|
-9.26753 457.414 5388.13 60 60 15
|
|
13.8846 470.091 5361.61 60 60 15
|
|
15.67 463.602 5365.56 60 60 15
|
|
15.0697 458.138 5371.1 60 60 15
|
|
12.1752 454.533 5377.38 60 60 15
|
|
7.42717 453.333 5383.46 60 60 15
|
|
1.54839 454.723 5388.4 60 60 15
|
|
-4.56611 458.49 5391.45 60 60 15
|
|
15.8567 474.71 5364.62 60 60 15
|
|
19.3139 472.137 5371.13 60 60 15
|
|
19.8308 469.29 5378.38 60 60 15
|
|
17.3285 466.603 5385.26 60 60 15
|
|
12.1882 464.485 5390.74 60 60 15
|
|
5.19234 463.258 5393.97 60 60 15
|
|
-2.59403 463.109 5394.47 60 60 15
|
|
9.98547 476.618 5359.85 60 60 15
|
|
-9.98547 464.061 5392.15 60 60 15
|
|
-8.61708 471.09 5375.94 60 60 15
|
|
-8.61708 474.945 5419.99 60 60 15
|
|
-6.62628 464.8 5376.49 60 60 15
|
|
-6.62628 468.655 5420.54 60 60 15
|
|
-0.753897 461.755 5376.75 60 60 15
|
|
-0.753897 465.609 5420.81 60 60 15
|
|
5.56011 463.738 5376.58 60 60 15
|
|
5.56011 467.592 5420.63 60 60 15
|
|
8.61708 469.588 5376.07 60 60 15
|
|
8.61708 473.443 5420.12 60 60 15
|
|
6.62628 475.878 5375.52 60 60 15
|
|
6.62628 479.733 5419.57 60 60 15
|
|
0.753897 478.923 5375.25 60 60 15
|
|
0.753897 482.778 5419.31 60 60 15
|
|
-5.56011 476.94 5375.42 60 60 15
|
|
-5.56011 480.795 5419.48 60 60 15
|
|
-5.09596 475.229 5426.78 60 60 15
|
|
37.8682 474.317 5459.48 60 60 15
|
|
-4.12723 468.961 5425.33 60 60 15
|
|
38.837 468.049 5458.04 60 60 15
|
|
-0.740824 465.758 5420.8 60 60 15
|
|
42.2234 464.846 5453.5 60 60 15
|
|
3.07955 467.496 5415.82 60 60 15
|
|
46.0438 466.584 5448.53 60 60 15
|
|
5.09596 473.158 5413.33 60 60 15
|
|
48.0602 472.246 5446.04 60 60 15
|
|
4.12723 479.426 5414.78 60 60 15
|
|
47.0914 478.514 5447.48 60 60 15
|
|
0.740824 482.629 5419.32 60 60 15
|
|
43.705 481.717 5452.02 60 60 15
|
|
-3.07955 480.891 5424.29 60 60 15
|
|
39.8847 479.979 5456.99 60 60 15
|
|
45.2982 473.79 5460.92 60 60 15
|
|
70.4559 470.966 5453.9 60 60 15
|
|
44.0908 467.676 5459.05 60 60 15
|
|
69.2484 464.853 5452.03 60 60 15
|
|
42.2234 464.846 5453.5 60 60 15
|
|
67.3811 462.022 5446.48 60 60 15
|
|
40.79 466.957 5447.51 60 60 15
|
|
65.9477 464.133 5440.49 60 60 15
|
|
40.6302 472.773 5444.6 60 60 15
|
|
65.7879 469.949 5437.58 60 60 15
|
|
41.8377 478.887 5446.47 60 60 15
|
|
66.9953 476.063 5439.45 60 60 15
|
|
43.705 481.717 5452.02 60 60 15
|
|
68.8627 478.893 5445 60 60 15
|
|
45.1384 479.606 5458.01 60 60 15
|
|
70.2961 476.782 5450.98 60 60 15
|
|
0 474.194 5420.06 60 0 0
|
|
66.6138 443.261 5456.7 60 0 0
|
|
140.107 439.992 5493.11 60 0 0
|
|
211.614 464.78 5524.88 60 0 0
|
|
145 495.712 5488.23 60 0 0
|
|
71.5073 498.981 5451.83 60 0 0
|
|
0 474.194 5420.06 60 0 0
|
|
73.7258 494.018 5450.2 60 0 0
|
|
130.684 527.744 5498.74 60 0 0
|
|
164.003 571.305 5559.81 60 0 0
|
|
90.2773 551.481 5529.66 60 0 0
|
|
33.3196 517.755 5481.13 60 0 0
|
|
0 474.194 5420.06 60 0 0
|
|
37.7096 518.836 5477.7 60 0 0
|
|
61.948 544.502 5551.8 60 0 0
|
|
69.7916 548.095 5633.42 60 0 0
|
|
32.0821 503.452 5575.78 60 0 0
|
|
7.84369 477.787 5501.68 60 0 0
|
|
0 474.194 5420.06 60 0 0
|
|
8.33832 483.419 5501.19 60 0 0
|
|
28.8901 467.107 5578.96 60 0 0
|
|
59.1765 427.225 5644 60 0 0
|
|
50.8382 418 5562.86 60 0 0
|
|
30.2864 434.312 5485.09 60 0 0
|
|
0 474.194 5420.06 60 0 0
|
|
26.2021 436.711 5488.22 60 0 0
|
|
77.1948 402.516 5542.69 60 0 0
|
|
146.827 375.733 5576.92 60 0 0
|
|
120.625 413.216 5508.76 60 0 0
|
|
69.6327 447.411 5454.28 60 0 0
|
|
-17.3409 474.847 5410.11 60 60 15
|
|
-19.7754 475.705 5417.48 60 60 15
|
|
-19.1993 476.333 5425.24 60 60 15
|
|
-15.7002 476.635 5432.2 60 60 15
|
|
-9.81099 476.566 5437.32 60 60 15
|
|
-2.42811 476.135 5439.81 60 60 15
|
|
5.32443 475.409 5439.3 60 60 15
|
|
-16.0528 469.202 5409.22 60 60 15
|
|
-17.3953 465.275 5415.83 60 60 15
|
|
-16.0896 462.706 5423.08 60 60 15
|
|
-12.3343 461.885 5429.87 60 60 15
|
|
-6.70128 462.939 5435.17 60 60 15
|
|
-0.0480426 465.706 5438.17 60 60 15
|
|
6.61251 469.765 5438.41 60 60 15
|
|
-11.9997 466.317 5406.13 60 60 15
|
|
-9.9062 459.944 5410.12 60 60 15
|
|
-6.30457 455.74 5415.62 60 60 15
|
|
-1.74311 454.345 5421.79 60 60 15
|
|
3.08371 455.973 5427.71 60 60 15
|
|
7.44107 460.374 5432.45 60 60 15
|
|
10.6656 466.879 5435.31 60 60 15
|
|
-7.55588 467.881 5402.65 60 60 15
|
|
-1.69507 462.833 5403.68 60 60 15
|
|
4.4238 459.516 5407.21 60 60 15
|
|
9.86918 458.432 5412.7 60 60 15
|
|
13.8121 459.749 5419.3 60 60 15
|
|
15.6522 463.264 5426.02 60 60 15
|
|
15.1094 468.443 5431.83 60 60 15
|
|
-5.32443 472.978 5400.82 60 60 15
|
|
2.42811 472.252 5400.3 60 60 15
|
|
9.81099 471.821 5402.79 60 60 15
|
|
15.7002 471.752 5407.91 60 60 15
|
|
19.1993 472.054 5414.88 60 60 15
|
|
19.7754 472.682 5422.64 60 60 15
|
|
17.3409 473.541 5430 60 60 15
|
|
-6.61251 478.622 5401.71 60 60 15
|
|
0.0480425 482.682 5401.95 60 60 15
|
|
6.70128 485.448 5404.94 60 60 15
|
|
12.3343 486.502 5410.24 60 60 15
|
|
16.0896 485.681 5417.03 60 60 15
|
|
17.3953 483.112 5424.28 60 60 15
|
|
16.0528 479.185 5430.89 60 60 15
|
|
-10.6656 481.508 5404.8 60 60 15
|
|
-7.44107 488.013 5407.66 60 60 15
|
|
-3.08371 492.414 5412.41 60 60 15
|
|
1.74311 494.042 5418.32 60 60 15
|
|
6.30457 492.647 5424.5 60 60 15
|
|
9.9062 488.444 5430 60 60 15
|
|
11.9997 482.07 5433.98 60 60 15
|
|
-15.1094 479.944 5408.28 60 60 15
|
|
-15.6522 485.123 5414.09 60 60 15
|
|
-13.8121 488.638 5420.81 60 60 15
|
|
-9.86918 489.955 5427.42 60 60 15
|
|
-4.4238 488.871 5432.9 60 60 15
|
|
1.69507 485.554 5436.43 60 60 15
|
|
7.55588 480.506 5437.47 60 60 15
|
|
-12.2664 473.889 5404.26 60 60 15
|
|
12.2664 474.498 5435.85 60 60 15
|
|
5.74252 467.951 5420.6 60 60 15
|
|
5.74252 471.767 5464.22 60 60 15
|
|
8.49191 473.824 5420.09 60 60 15
|
|
8.49191 477.64 5463.71 60 60 15
|
|
6.26686 479.914 5419.56 60 60 15
|
|
6.26686 483.73 5463.18 60 60 15
|
|
0.370765 482.653 5419.32 60 60 15
|
|
0.370765 486.469 5462.94 60 60 15
|
|
-5.74252 480.437 5419.51 60 60 15
|
|
-5.74252 484.253 5463.13 60 60 15
|
|
-8.49191 474.563 5420.02 60 60 15
|
|
-8.49191 478.379 5463.64 60 60 15
|
|
-6.26686 468.473 5420.56 60 60 15
|
|
-6.26686 472.289 5464.18 60 60 15
|
|
-0.370765 465.734 5420.8 60 60 15
|
|
-0.370765 469.55 5464.42 60 60 15
|
|
3.47306 474.807 5470.56 60 60 15
|
|
-24.9917 508.622 5500.65 60 60 15
|
|
6.80896 479.719 5468.2 60 60 15
|
|
-21.6558 513.534 5498.28 60 60 15
|
|
6.15627 483.629 5463.18 60 60 15
|
|
-22.3085 517.444 5493.27 60 60 15
|
|
1.89732 484.248 5458.46 60 60 15
|
|
-26.5675 518.062 5488.55 60 60 15
|
|
-3.47306 481.212 5456.79 60 60 15
|
|
-31.9379 515.027 5486.88 60 60 15
|
|
-6.80896 476.3 5459.16 60 60 15
|
|
-35.2738 510.115 5489.24 60 60 15
|
|
-6.15627 472.39 5464.17 60 60 15
|
|
-34.6211 506.205 5494.25 60 60 15
|
|
-1.89732 471.772 5468.89 60 60 15
|
|
-30.3621 505.586 5498.98 60 60 15
|
|
-29.8295 514.014 5501.7 60 60 15
|
|
-46.8806 532.003 5493.81 60 60 15
|
|
-25.0767 517.347 5499.03 60 60 15
|
|
-42.1277 535.335 5491.14 60 60 15
|
|
-22.3085 517.444 5493.27 60 60 15
|
|
-39.3596 535.433 5485.38 60 60 15
|
|
-23.1467 514.25 5487.8 60 60 15
|
|
-40.1977 532.238 5479.91 60 60 15
|
|
-27.1001 509.635 5485.82 60 60 15
|
|
-44.1511 527.623 5477.93 60 60 15
|
|
-31.8529 506.302 5488.49 60 60 15
|
|
-48.904 524.291 5480.6 60 60 15
|
|
-34.6211 506.205 5494.25 60 60 15
|
|
-51.6721 524.193 5486.36 60 60 15
|
|
-33.7829 509.399 5499.72 60 60 15
|
|
-50.834 527.388 5491.83 60 60 15
|
|
0 478.01 5463.68 60 0 0
|
|
-25.0608 549.365 5493.42 60 0 0
|
|
-73.5379 605.392 5526.82 60 0 0
|
|
-139.584 639.334 5559.84 60 0 0
|
|
-114.524 567.979 5530.09 60 0 0
|
|
-66.0464 511.952 5496.7 60 0 0
|
|
0 478.01 5463.68 60 0 0
|
|
-64.0818 517.989 5493.67 60 0 0
|
|
-123.837 539.357 5544.44 60 0 0
|
|
-172.058 539.536 5609.85 60 0 0
|
|
-107.976 499.557 5579.86 60 0 0
|
|
-48.2212 478.189 5529.09 60 0 0
|
|
0 478.01 5463.68 60 0 0
|
|
-53.4327 480.299 5524.87 60 0 0
|
|
-83.2708 489.554 5599.89 60 0 0
|
|
-85.9155 504.659 5679.7 60 0 0
|
|
-32.4828 502.369 5618.51 60 0 0
|
|
-2.64468 493.114 5543.48 60 0 0
|
|
0 478.01 5463.68 60 0 0
|
|
-7.83015 488.381 5543.9 60 0 0
|
|
-7.9005 524.809 5616.54 60 0 0
|
|
-0.202555 582.901 5672.85 60 0 0
|
|
7.6276 572.53 5592.63 60 0 0
|
|
7.69794 536.102 5519.98 60 0 0
|
|
0 478.01 5463.68 60 0 0
|
|
9.70462 531.066 5524.47 60 0 0
|
|
-1.88527 596.401 5571.38 60 0 0
|
|
-33.3717 666.135 5598.78 60 0 0
|
|
-43.0764 613.079 5537.99 60 0 0
|
|
-31.4865 547.744 5491.07 60 0 0
|
|
11.6422 464.468 5454.67 60 60 15
|
|
13.3803 463.221 5462.18 60 60 15
|
|
13.0814 464.225 5469.91 60 60 15
|
|
10.791 467.327 5476.69 60 60 15
|
|
6.85776 472.056 5481.5 60 60 15
|
|
1.88048 477.692 5483.59 60 60 15
|
|
-3.38309 483.375 5482.64 60 60 15
|
|
14.4228 469.308 5452.89 60 60 15
|
|
18.5182 472.163 5458.89 60 60 15
|
|
19.7944 475.909 5465.62 60 60 15
|
|
18.0571 479.974 5472.05 60 60 15
|
|
13.5707 483.74 5477.2 60 60 15
|
|
7.01836 486.634 5480.3 60 60 15
|
|
-0.602483 488.215 5480.87 60 60 15
|
|
13.1555 473.707 5449.24 60 60 15
|
|
16.1766 480.292 5452.14 60 60 15
|
|
16.7349 486.53 5456.8 60 60 15
|
|
14.7455 491.47 5462.5 60 60 15
|
|
10.5113 494.361 5468.38 60 60 15
|
|
4.67676 494.763 5473.55 60 60 15
|
|
-1.86975 492.614 5477.21 60 60 15
|
|
8.58272 475.089 5445.85 60 60 15
|
|
7.72718 482.846 5445.87 60 60 15
|
|
5.69526 489.866 5448.61 60 60 15
|
|
2.79628 495.081 5453.64 60 60 15
|
|
-0.528403 497.698 5460.2 60 60 15
|
|
-3.77264 497.317 5467.28 60 60 15
|
|
-6.44253 493.996 5473.82 60 60 15
|
|
3.38309 472.644 5444.71 60 60 15
|
|
-1.88048 478.328 5443.77 60 60 15
|
|
-6.85776 483.963 5445.86 60 60 15
|
|
-10.791 488.692 5450.66 60 60 15
|
|
-13.0814 491.795 5457.44 60 60 15
|
|
-13.3803 492.799 5465.18 60 60 15
|
|
-11.6422 491.551 5472.68 60 60 15
|
|
0.602484 467.805 5446.49 60 60 15
|
|
-7.01836 469.385 5447.05 60 60 15
|
|
-13.5707 472.279 5450.15 60 60 15
|
|
-18.0571 476.045 5455.3 60 60 15
|
|
-19.7944 480.111 5461.74 60 60 15
|
|
-18.5182 483.856 5468.46 60 60 15
|
|
-14.4228 486.712 5474.46 60 60 15
|
|
1.86975 463.405 5450.14 60 60 15
|
|
-4.67676 461.256 5453.8 60 60 15
|
|
-10.5113 461.658 5458.97 60 60 15
|
|
-14.7455 464.549 5464.85 60 60 15
|
|
-16.7349 469.49 5470.56 60 60 15
|
|
-16.1766 475.727 5475.21 60 60 15
|
|
-13.1555 482.312 5478.11 60 60 15
|
|
6.44253 462.023 5453.53 60 60 15
|
|
3.77264 458.703 5460.07 60 60 15
|
|
0.528403 458.322 5467.16 60 60 15
|
|
-2.79628 460.938 5473.71 60 60 15
|
|
-5.69526 466.153 5478.74 60 60 15
|
|
-7.72718 473.174 5481.48 60 60 15
|
|
-8.58272 480.93 5481.5 60 60 15
|
|
8.13161 467.777 5448.54 60 60 15
|
|
-8.13161 488.242 5478.81 60 60 15
|
|
-3.79255e-009 486.328 5462.95 60 60 15
|
|
-3.79255e-009 490.106 5506.14 60 60 15
|
|
-5.90434 483.892 5463.16 60 60 15
|
|
-5.90434 487.67 5506.35 60 60 15
|
|
-8.35 478.01 5463.68 60 60 15
|
|
-8.35 481.788 5506.86 60 60 15
|
|
-5.90434 472.128 5464.19 60 60 15
|
|
-5.90434 475.906 5507.38 60 60 15
|
|
3.87778e-009 469.692 5464.4 60 60 15
|
|
3.87778e-009 473.47 5507.59 60 60 15
|
|
5.90434 472.128 5464.19 60 60 15
|
|
5.90434 475.906 5507.38 60 60 15
|
|
8.35 478.01 5463.68 60 60 15
|
|
8.35 481.788 5506.86 60 60 15
|
|
5.90434 483.892 5463.16 60 60 15
|
|
5.90434 487.67 5506.35 60 60 15
|
|
-2.34385e-009 487.484 5512.76 60 60 15
|
|
1.63422e-008 449.404 5549.54 60 60 15
|
|
-5.79828 485.816 5511.03 60 60 15
|
|
-5.79828 447.735 5547.81 60 60 15
|
|
-8.2 481.788 5506.86 60 60 15
|
|
-8.2 443.707 5543.64 60 60 15
|
|
-5.79828 477.76 5502.69 60 60 15
|
|
-5.79828 439.68 5539.47 60 60 15
|
|
2.42755e-009 476.092 5500.97 60 60 15
|
|
2.11136e-008 438.011 5537.74 60 60 15
|
|
5.79828 477.76 5502.69 60 60 15
|
|
5.79828 439.68 5539.47 60 60 15
|
|
8.2 481.788 5506.86 60 60 15
|
|
8.2 443.707 5543.64 60 60 15
|
|
5.79828 485.816 5511.03 60 60 15
|
|
5.79828 447.735 5547.81 60 60 15
|
|
1.94604e-008 442.708 5551.78 60 60 15
|
|
3.09021e-008 417.146 5548.64 60 60 15
|
|
-5.79828 443.001 5549.39 60 60 15
|
|
-5.79828 417.439 5546.25 60 60 15
|
|
-8.2 443.707 5543.64 60 60 15
|
|
-8.2 418.146 5540.5 60 60 15
|
|
-5.79828 444.414 5537.88 60 60 15
|
|
-5.79828 418.852 5534.74 60 60 15
|
|
1.79954e-008 444.707 5535.5 60 60 15
|
|
2.94371e-008 419.145 5532.36 60 60 15
|
|
5.79828 444.414 5537.88 60 60 15
|
|
5.79828 418.852 5534.74 60 60 15
|
|
8.2 443.707 5543.64 60 60 15
|
|
8.2 418.146 5540.5 60 60 15
|
|
5.79828 443.001 5549.39 60 60 15
|
|
5.79828 417.439 5546.25 60 60 15
|
|
0 481.788 5506.86 60 0 0
|
|
-27.52 419.852 5550.23 60 0 0
|
|
-27.52 353.94 5596.38 60 0 0
|
|
9.11322e-008 292.003 5639.75 60 0 0
|
|
27.52 353.94 5596.38 60 0 0
|
|
27.52 419.852 5550.23 60 0 0
|
|
0 481.788 5506.86 60 0 0
|
|
20.7443 415.632 5547.7 60 0 0
|
|
51.8698 369.104 5605.5 60 0 0
|
|
89.6224 347.817 5673.29 60 0 0
|
|
68.8781 413.974 5632.46 60 0 0
|
|
37.7526 460.501 5574.66 60 0 0
|
|
0 481.788 5506.86 60 0 0
|
|
40.3407 453.674 5570.55 60 0 0
|
|
59.5773 438.51 5647.2 60 0 0
|
|
55.3897 438.126 5727.55 60 0 0
|
|
15.049 466.241 5663.86 60 0 0
|
|
-4.18764 481.404 5587.22 60 0 0
|
|
0 481.788 5506.86 60 0 0
|
|
4.18764 481.404 5587.22 60 0 0
|
|
-15.049 466.241 5663.86 60 0 0
|
|
-55.3897 438.126 5727.55 60 0 0
|
|
-59.5773 438.51 5647.2 60 0 0
|
|
-40.3407 453.674 5570.55 60 0 0
|
|
0 481.788 5506.86 60 0 0
|
|
-37.7526 460.501 5574.66 60 0 0
|
|
-68.8781 413.974 5632.46 60 0 0
|
|
-89.6224 347.817 5673.29 60 0 0
|
|
-51.8698 369.104 5605.5 60 0 0
|
|
-20.7443 415.632 5547.7 60 0 0
|
|
-7.74533e-009 497.865 5494.97 60 60 15
|
|
-8.97211e-009 501.194 5502.03 60 60 15
|
|
-8.83296e-009 501.568 5509.82 60 60 15
|
|
-7.34907e-009 498.931 5517.16 60 60 15
|
|
-4.74635e-009 493.685 5522.94 60 60 15
|
|
-1.42105e-009 486.627 5526.27 60 60 15
|
|
2.1206e-009 478.832 5526.64 60 60 15
|
|
-5.41196 495.944 5493.81 60 60 15
|
|
-10 497.644 5499.89 60 60 15
|
|
-13.0656 496.93 5507.03 60 60 15
|
|
-14.1421 493.91 5514.15 60 60 15
|
|
-13.0656 489.046 5520.15 60 60 15
|
|
-10 483.076 5524.14 60 60 15
|
|
-5.41196 476.91 5525.49 60 60 15
|
|
-7.65367 491.305 5491.03 60 60 15
|
|
-14.1421 489.072 5494.74 60 60 15
|
|
-18.4776 485.73 5500.3 60 60 15
|
|
-20 481.788 5506.86 60 60 15
|
|
-18.4776 477.846 5513.42 60 60 15
|
|
-14.1421 474.504 5518.99 60 60 15
|
|
-7.65367 472.271 5522.7 60 60 15
|
|
-5.41196 486.666 5488.24 60 60 15
|
|
-10 480.5 5489.59 60 60 15
|
|
-13.0656 474.531 5493.57 60 60 15
|
|
-14.1421 469.666 5499.58 60 60 15
|
|
-13.0656 466.647 5506.69 60 60 15
|
|
-10 465.933 5513.84 60 60 15
|
|
-5.41196 467.633 5519.91 60 60 15
|
|
-2.04248e-009 484.744 5487.08 60 60 15
|
|
1.56539e-009 476.95 5487.46 60 60 15
|
|
4.93495e-009 469.892 5490.79 60 60 15
|
|
7.55321e-009 464.645 5496.56 60 60 15
|
|
9.02155e-009 462.008 5503.91 60 60 15
|
|
9.11645e-009 462.382 5511.7 60 60 15
|
|
7.82345e-009 465.711 5518.76 60 60 15
|
|
5.41196 486.666 5488.24 60 60 15
|
|
10 480.5 5489.59 60 60 15
|
|
13.0656 474.531 5493.57 60 60 15
|
|
14.1421 469.666 5499.58 60 60 15
|
|
13.0656 466.647 5506.69 60 60 15
|
|
10 465.933 5513.84 60 60 15
|
|
5.41196 467.633 5519.91 60 60 15
|
|
7.65367 491.305 5491.03 60 60 15
|
|
14.1421 489.072 5494.74 60 60 15
|
|
18.4776 485.73 5500.3 60 60 15
|
|
20 481.788 5506.86 60 60 15
|
|
18.4776 477.846 5513.42 60 60 15
|
|
14.1421 474.504 5518.99 60 60 15
|
|
7.65367 472.271 5522.7 60 60 15
|
|
5.41196 495.944 5493.81 60 60 15
|
|
10 497.644 5499.89 60 60 15
|
|
13.0656 496.93 5507.03 60 60 15
|
|
14.1421 493.91 5514.15 60 60 15
|
|
13.0656 489.046 5520.15 60 60 15
|
|
10 483.076 5524.14 60 60 15
|
|
5.41196 476.91 5525.49 60 60 15
|
|
-5.3394e-009 492.089 5489.72 60 60 15
|
|
5.3394e-009 471.487 5524.01 60 60 15
|
|
-5.53984 475.765 5507.39 60 60 15
|
|
-5.53984 479.506 5550.15 60 60 15
|
|
0.357679 473.627 5507.58 60 60 15
|
|
0.357679 477.368 5550.34 60 60 15
|
|
6.04567 476.269 5507.35 60 60 15
|
|
6.04567 480.01 5550.11 60 60 15
|
|
8.1922 482.144 5506.83 60 60 15
|
|
8.1922 485.885 5549.59 60 60 15
|
|
5.53984 487.811 5506.34 60 60 15
|
|
5.53984 491.552 5549.1 60 60 15
|
|
-0.357679 489.949 5506.15 60 60 15
|
|
-0.357679 493.69 5548.91 60 60 15
|
|
-6.04567 487.307 5506.38 60 60 15
|
|
-6.04567 491.048 5549.14 60 60 15
|
|
-8.1922 481.432 5506.89 60 60 15
|
|
-8.1922 485.173 5549.65 60 60 15
|
|
-3.4958 482.266 5556.1 60 60 15
|
|
23.6303 514.693 5587.08 60 60 15
|
|
1.72483 479.391 5554.54 60 60 15
|
|
28.8509 511.818 5585.52 60 60 15
|
|
5.93508 480.111 5550.1 60 60 15
|
|
33.0612 512.538 5581.08 60 60 15
|
|
6.66864 484.005 5545.38 60 60 15
|
|
33.7947 516.432 5576.36 60 60 15
|
|
3.4958 488.792 5543.15 60 60 15
|
|
30.6219 521.219 5574.13 60 60 15
|
|
-1.72483 491.667 5544.71 60 60 15
|
|
25.4013 524.094 5575.69 60 60 15
|
|
-5.93508 490.947 5549.15 60 60 15
|
|
21.191 523.374 5580.13 60 60 15
|
|
-6.66864 487.053 5553.87 60 60 15
|
|
20.4574 519.479 5584.85 60 60 15
|
|
28.0705 519.673 5588.41 60 60 15
|
|
45.0355 537.731 5582.39 60 60 15
|
|
31.9906 515.339 5586.46 60 60 15
|
|
48.9557 533.397 5580.44 60 60 15
|
|
33.0612 512.538 5581.08 60 60 15
|
|
50.0262 530.596 5575.06 60 60 15
|
|
30.655 512.91 5575.42 60 60 15
|
|
47.6201 530.968 5569.4 60 60 15
|
|
26.1817 516.238 5572.8 60 60 15
|
|
43.1468 534.296 5566.77 60 60 15
|
|
22.2616 520.572 5574.75 60 60 15
|
|
39.2266 538.63 5568.73 60 60 15
|
|
21.191 523.374 5580.13 60 60 15
|
|
38.1561 541.431 5574.11 60 60 15
|
|
23.5971 523.001 5585.79 60 60 15
|
|
40.5622 541.059 5579.77 60 60 15
|
|
0 485.529 5549.62 60 0 0
|
|
62.9799 517.278 5586.67 60 0 0
|
|
108.624 570.579 5624.38 60 0 0
|
|
131.425 639.004 5658.22 60 0 0
|
|
68.4455 607.255 5621.17 60 0 0
|
|
22.8019 553.954 5583.46 60 0 0
|
|
0 485.529 5549.62 60 0 0
|
|
31.7438 551.817 5580.36 60 0 0
|
|
43.6572 613.178 5629.76 60 0 0
|
|
34.3032 662.208 5691.85 60 0 0
|
|
2.55938 595.92 5661.11 60 0 0
|
|
-9.354 534.56 5611.71 60 0 0
|
|
0 485.529 5549.62 60 0 0
|
|
-6.45833 541.667 5605.78 60 0 0
|
|
-5.46786 576.218 5677.56 60 0 0
|
|
2.85196 585.014 5756.3 60 0 0
|
|
9.31029 528.876 5700.14 60 0 0
|
|
8.31982 494.325 5628.36 60 0 0
|
|
0 485.529 5549.62 60 0 0
|
|
1.16753 500.854 5627.79 60 0 0
|
|
29.1375 510.777 5701.73 60 0 0
|
|
80.5363 514.1 5762.5 60 0 0
|
|
79.3687 498.775 5684.33 60 0 0
|
|
51.3988 488.853 5610.4 60 0 0
|
|
0 485.529 5549.62 60 0 0
|
|
44.0827 485.781 5615.98 60 0 0
|
|
99.6498 507.292 5668.86 60 0 0
|
|
159.999 547.468 5701.89 60 0 0
|
|
115.916 547.216 5635.53 60 0 0
|
|
60.3492 525.705 5582.65 60 0 0
|
|
-11.3957 472.204 5540 60 60 15
|
|
-13.3065 470.76 5547.43 60 60 15
|
|
-13.1915 471.565 5555.19 60 60 15
|
|
-11.0682 474.496 5562.1 60 60 15
|
|
-7.25989 479.107 5567.12 60 60 15
|
|
-2.3463 484.695 5569.47 60 60 15
|
|
2.92449 490.41 5568.8 60 60 15
|
|
-6.16504 469.798 5538.92 60 60 15
|
|
-3.64145 466.315 5545.43 60 60 15
|
|
-0.563489 465.757 5552.58 60 60 15
|
|
2.60026 468.21 5559.28 60 60 15
|
|
5.36814 473.299 5564.51 60 60 15
|
|
7.31878 480.25 5567.47 60 60 15
|
|
8.15519 488.005 5567.72 60 60 15
|
|
-1.51724 471.275 5535.68 60 60 15
|
|
4.94656 469.044 5539.44 60 60 15
|
|
10.6573 469.323 5544.75 60 60 15
|
|
14.7455 472.069 5550.8 60 60 15
|
|
16.5889 476.864 5556.67 60 60 15
|
|
15.9068 482.979 5561.48 60 60 15
|
|
12.803 489.481 5564.47 60 60 15
|
|
-0.174959 475.769 5532.17 60 60 15
|
|
7.42677 477.348 5532.95 60 60 15
|
|
13.8978 480.173 5536.28 60 60 15
|
|
18.2531 483.813 5541.63 60 60 15
|
|
19.8295 487.714 5548.2 60 60 15
|
|
18.387 491.283 5554.99 60 60 15
|
|
14.1453 493.976 5560.96 60 60 15
|
|
-2.92449 480.648 5530.45 60 60 15
|
|
2.3463 486.363 5529.78 60 60 15
|
|
7.25989 491.952 5532.13 60 60 15
|
|
11.0682 496.562 5537.14 60 60 15
|
|
13.1915 499.493 5544.06 60 60 15
|
|
13.3065 500.298 5551.82 60 60 15
|
|
11.3957 498.855 5559.24 60 60 15
|
|
-8.15519 483.054 5531.53 60 60 15
|
|
-7.31878 490.808 5531.77 60 60 15
|
|
-5.36814 497.76 5534.74 60 60 15
|
|
-2.60026 502.849 5539.97 60 60 15
|
|
0.563488 505.301 5546.66 60 60 15
|
|
3.64145 504.743 5553.81 60 60 15
|
|
6.16504 501.26 5560.32 60 60 15
|
|
-12.803 481.577 5534.78 60 60 15
|
|
-15.9068 488.08 5537.77 60 60 15
|
|
-16.5889 494.194 5542.57 60 60 15
|
|
-14.7455 498.99 5548.45 60 60 15
|
|
-10.6573 501.736 5554.5 60 60 15
|
|
-4.94656 502.014 5559.81 60 60 15
|
|
1.51724 499.784 5563.57 60 60 15
|
|
-14.1453 477.083 5538.28 60 60 15
|
|
-18.387 479.775 5544.26 60 60 15
|
|
-19.8295 483.344 5551.04 60 60 15
|
|
-18.2531 487.246 5557.62 60 60 15
|
|
-13.8978 490.886 5562.97 60 60 15
|
|
-7.42677 493.71 5566.29 60 60 15
|
|
0.174959 495.289 5567.08 60 60 15
|
|
-7.75005 475.676 5534.04 60 60 15
|
|
7.75005 495.383 5565.21 60 60 15
|
|
8.01937 486.228 5549.56 60 60 15
|
|
8.01937 489.932 5591.9 60 60 15
|
|
5.17444 491.672 5549.09 60 60 15
|
|
5.17444 495.376 5591.42 60 60 15
|
|
-0.701604 493.518 5548.92 60 60 15
|
|
-0.701604 497.222 5591.26 60 60 15
|
|
-6.16666 490.684 5549.17 60 60 15
|
|
-6.16666 494.388 5591.51 60 60 15
|
|
-8.01937 484.83 5549.68 60 60 15
|
|
-8.01937 488.534 5592.02 60 60 15
|
|
-5.17444 479.386 5550.16 60 60 15
|
|
-5.17444 483.09 5592.5 60 60 15
|
|
0.701604 477.54 5550.32 60 60 15
|
|
0.701604 481.244 5592.66 60 60 15
|
|
6.16666 480.374 5550.07 60 60 15
|
|
6.16666 484.078 5592.41 60 60 15
|
|
5.16314 490.203 5597.86 60 60 15
|
|
-33.8537 489.77 5632.07 60 60 15
|
|
3.16403 495.462 5595.65 60 60 15
|
|
-35.8528 495.029 5629.86 60 60 15
|
|
-0.68853 497.073 5591.27 60 60 15
|
|
-39.7054 496.64 5625.49 60 60 15
|
|
-4.13776 494.091 5587.3 60 60 15
|
|
-43.1546 493.658 5621.52 60 60 15
|
|
-5.16314 488.263 5586.06 60 60 15
|
|
-44.18 487.83 5620.27 60 60 15
|
|
-3.16403 483.004 5588.27 60 60 15
|
|
-42.1809 482.571 5622.49 60 60 15
|
|
0.68853 481.393 5592.65 60 60 15
|
|
-38.3283 480.96 5626.86 60 60 15
|
|
4.13776 484.375 5596.62 60 60 15
|
|
-34.8791 483.942 5630.83 60 60 15
|
|
-40.1122 489.386 5633.98 60 60 15
|
|
-65.0177 486.909 5630.67 60 60 15
|
|
-40.2782 494.758 5631.21 60 60 15
|
|
-65.1838 492.281 5627.9 60 60 15
|
|
-39.7054 496.64 5625.49 60 60 15
|
|
-64.611 494.163 5622.18 60 60 15
|
|
-38.7293 493.929 5620.17 60 60 15
|
|
-63.6348 491.452 5616.86 60 60 15
|
|
-37.9216 488.214 5618.37 60 60 15
|
|
-62.8271 485.737 5615.06 60 60 15
|
|
-37.7555 482.842 5621.14 60 60 15
|
|
-62.6611 480.365 5617.83 60 60 15
|
|
-38.3283 480.96 5626.86 60 60 15
|
|
-63.2339 478.483 5623.55 60 60 15
|
|
-39.3045 483.671 5632.18 60 60 15
|
|
-64.2101 481.194 5628.87 60 60 15
|
|
0 489.233 5591.96 60 0 0
|
|
-63.5664 514.283 5631.37 60 0 0
|
|
-128.71 512.45 5675.81 60 0 0
|
|
-187.574 483.954 5719.91 60 0 0
|
|
-124.008 458.904 5680.5 60 0 0
|
|
-58.8639 460.737 5636.06 60 0 0
|
|
0 489.233 5591.96 60 0 0
|
|
-64.9848 468.796 5631.72 60 0 0
|
|
-110.817 441.539 5689.84 60 0 0
|
|
-131.969 410.749 5759.31 60 0 0
|
|
-66.9839 431.187 5719.55 60 0 0
|
|
-21.1517 458.444 5661.43 60 0 0
|
|
0 489.233 5591.96 60 0 0
|
|
-29.503 453.803 5655.96 60 0 0
|
|
-48.9871 441.187 5731.34 60 0 0
|
|
-56.1022 452.905 5809.02 60 0 0
|
|
-26.5992 488.334 5745.02 60 0 0
|
|
-7.11514 500.951 5669.64 60 0 0
|
|
0 489.233 5591.96 60 0 0
|
|
-6.15556 490.025 5670.59 60 0 0
|
|
-28.6671 511.88 5742.96 60 0 0
|
|
-64.8194 552.163 5800.34 60 0 0
|
|
-58.6638 551.371 5721.7 60 0 0
|
|
-36.1523 529.516 5649.34 60 0 0
|
|
0 489.233 5591.96 60 0 0
|
|
-27.2079 527.403 5655.4 60 0 0
|
|
-77.9387 555.923 5708.64 60 0 0
|
|
-146.073 571.353 5745.26 60 0 0
|
|
-118.866 533.182 5681.83 60 0 0
|
|
-68.1347 504.662 5628.58 60 0 0
|
|
16.6143 489.719 5580.84 60 60 15
|
|
19.5578 490.605 5588.01 60 60 15
|
|
19.5239 491.282 5595.78 60 60 15
|
|
16.5177 491.647 5602.98 60 60 15
|
|
10.9967 491.645 5608.49 60 60 15
|
|
3.80166 491.276 5611.49 60 60 15
|
|
-3.97219 490.595 5611.51 60 60 15
|
|
14.2912 494.819 5579.13 60 60 15
|
|
15.2654 500.029 5584.86 60 60 15
|
|
13.9155 503.595 5591.67 60 60 15
|
|
10.4472 504.975 5598.52 60 60 15
|
|
5.38834 503.958 5604.37 60 60 15
|
|
-0.490818 500.7 5608.34 60 60 15
|
|
-6.29526 495.695 5609.81 60 60 15
|
|
9.62616 496.391 5575.96 60 60 15
|
|
6.64552 502.933 5578.99 60 60 15
|
|
2.65316 507.389 5584 60 60 15
|
|
-1.74311 509.081 5590.22 60 60 15
|
|
-5.87402 507.752 5596.71 60 60 15
|
|
-9.11066 503.603 5602.47 60 60 15
|
|
-10.9603 497.267 5606.63 60 60 15
|
|
5.35189 493.513 5573.17 60 60 15
|
|
-1.2523 497.615 5573.84 60 60 15
|
|
-7.66583 500.441 5577.28 60 60 15
|
|
-12.9123 501.561 5582.94 60 60 15
|
|
-16.193 500.804 5589.98 60 60 15
|
|
-17.0085 498.285 5597.32 60 60 15
|
|
-15.2345 494.389 5603.85 60 60 15
|
|
3.97219 487.871 5572.41 60 60 15
|
|
-3.80166 487.191 5572.43 60 60 15
|
|
-10.9967 486.821 5575.43 60 60 15
|
|
-16.5177 486.819 5580.94 60 60 15
|
|
-19.5239 487.184 5588.14 60 60 15
|
|
-19.5578 487.861 5595.91 60 60 15
|
|
-16.6143 488.747 5603.08 60 60 15
|
|
6.29526 482.771 5574.11 60 60 15
|
|
0.490818 477.767 5575.58 60 60 15
|
|
-5.38834 474.508 5579.54 60 60 15
|
|
-10.4472 473.491 5585.4 60 60 15
|
|
-13.9155 474.871 5592.25 60 60 15
|
|
-15.2654 478.437 5599.06 60 60 15
|
|
-14.2912 483.647 5604.79 60 60 15
|
|
10.9603 481.2 5577.29 60 60 15
|
|
9.11066 474.863 5581.45 60 60 15
|
|
5.87402 470.714 5587.21 60 60 15
|
|
1.74311 469.385 5593.7 60 60 15
|
|
-2.65316 471.077 5599.92 60 60 15
|
|
-6.64552 475.534 5604.93 60 60 15
|
|
-9.62616 482.076 5607.96 60 60 15
|
|
15.2345 484.078 5580.07 60 60 15
|
|
17.0085 480.181 5586.6 60 60 15
|
|
16.193 477.663 5593.94 60 60 15
|
|
12.9123 476.906 5600.98 60 60 15
|
|
7.66583 478.025 5606.64 60 60 15
|
|
1.2523 480.851 5610.08 60 60 15
|
|
-5.35189 484.954 5610.75 60 60 15
|
|
11.1413 488.759 5575.36 60 60 15
|
|
-11.1413 489.707 5608.56 60 60 15
|
|
-6.26749 494.024 5591.54 60 60 15
|
|
-6.26749 497.691 5633.46 60 60 15
|
|
-7.83241 488.206 5592.05 60 60 15
|
|
-7.83241 491.873 5633.97 60 60 15
|
|
-4.80922 482.989 5592.51 60 60 15
|
|
-4.80922 486.657 5634.42 60 60 15
|
|
1.03116 481.43 5592.64 60 60 15
|
|
1.03116 485.098 5634.56 60 60 15
|
|
6.26749 484.442 5592.38 60 60 15
|
|
6.26749 488.109 5634.3 60 60 15
|
|
7.83241 490.26 5591.87 60 60 15
|
|
7.83241 493.928 5633.79 60 60 15
|
|
4.80922 495.477 5591.41 60 60 15
|
|
4.80922 499.144 5633.33 60 60 15
|
|
-1.03116 497.036 5591.28 60 60 15
|
|
-1.03116 500.703 5633.19 60 60 15
|
|
-4.11414 496.547 5639.34 60 60 15
|
|
26.1792 476.387 5675.62 60 60 15
|
|
-6.2452 491.148 5638.12 60 60 15
|
|
24.0481 470.988 5674.39 60 60 15
|
|
-4.7179 486.775 5634.41 60 60 15
|
|
25.5754 466.615 5670.69 60 60 15
|
|
-0.426922 485.991 5630.39 60 60 15
|
|
29.8664 465.831 5666.67 60 60 15
|
|
4.11414 489.254 5628.41 60 60 15
|
|
34.4075 469.094 5664.69 60 60 15
|
|
6.2452 494.653 5629.64 60 60 15
|
|
36.5385 474.493 5665.91 60 60 15
|
|
4.7179 499.025 5633.34 60 60 15
|
|
35.0112 478.866 5669.62 60 60 15
|
|
0.426922 499.81 5637.36 60 60 15
|
|
30.7203 479.65 5673.64 60 60 15
|
|
30.936 472.921 5677.87 60 60 15
|
|
50.6584 457.617 5676.59 60 60 15
|
|
27.4117 468.537 5675.99 60 60 15
|
|
47.1341 453.233 5674.71 60 60 15
|
|
25.5754 466.615 5670.69 60 60 15
|
|
45.2978 451.312 5669.4 60 60 15
|
|
26.5028 468.282 5665.07 60 60 15
|
|
46.2252 452.978 5663.79 60 60 15
|
|
29.6506 472.56 5662.43 60 60 15
|
|
49.373 457.256 5661.15 60 60 15
|
|
33.1749 476.944 5664.31 60 60 15
|
|
52.8973 461.64 5663.03 60 60 15
|
|
35.0112 478.866 5669.62 60 60 15
|
|
54.7336 463.562 5668.33 60 60 15
|
|
34.0839 477.199 5675.23 60 60 15
|
|
53.8062 461.895 5673.95 60 60 15
|
|
0 492.9 5633.88 60 0 0
|
|
30.842 439.544 5681.85 60 0 0
|
|
80.9674 405.229 5730.93 60 0 0
|
|
144.33 394.093 5775.2 60 0 0
|
|
113.488 447.449 5727.23 60 0 0
|
|
63.3629 481.765 5678.15 60 0 0
|
|
0 492.9 5633.88 60 0 0
|
|
62.1153 469.878 5675.24 60 0 0
|
|
115.577 467.354 5732.11 60 0 0
|
|
153.937 485.631 5797.64 60 0 0
|
|
91.8218 508.653 5756.28 60 0 0
|
|
38.36 511.178 5699.4 60 0 0
|
|
0 492.9 5633.88 60 0 0
|
|
48.4587 507.676 5693.31 60 0 0
|
|
74.9115 514.516 5766.47 60 0 0
|
|
76.1677 512.595 5844.54 60 0 0
|
|
27.709 497.82 5785.1 60 0 0
|
|
1.25624 490.98 5711.94 60 0 0
|
|
0 492.9 5633.88 60 0 0
|
|
8.74511 500.702 5711.09 60 0 0
|
|
15.1689 481.539 5786.53 60 0 0
|
|
18.4967 437.723 5851.09 60 0 0
|
|
9.75157 429.921 5773.87 60 0 0
|
|
3.32774 449.084 5698.44 60 0 0
|
|
0 492.9 5633.88 60 0 0
|
|
-2.14262 458.594 5704 60 0 0
|
|
18.9117 413.996 5764.56 60 0 0
|
|
60.6234 364.485 5808.24 60 0 0
|
|
62.766 398.791 5738.11 60 0 0
|
|
41.7117 443.389 5677.56 60 0 0
|
|
-13.0765 501.909 5621.72 60 60 15
|
|
-15.5203 504.402 5628.7 60 60 15
|
|
-15.6014 505.144 5636.46 60 60 15
|
|
-13.3072 504.022 5643.84 60 60 15
|
|
-8.98721 501.207 5649.7 60 60 15
|
|
-3.29895 497.127 5653.14 60 60 15
|
|
2.89154 492.404 5653.66 60 60 15
|
|
-14.8795 496.385 5620.98 60 60 15
|
|
-18.8519 494.195 5627.32 60 60 15
|
|
-19.9543 491.808 5634.67 60 60 15
|
|
-18.0188 489.587 5641.9 60 60 15
|
|
-13.3401 487.871 5647.9 60 60 15
|
|
-6.63054 486.92 5651.77 60 60 15
|
|
1.0885 486.88 5652.92 60 60 15
|
|
-12.6433 491.604 5618.43 60 60 15
|
|
-14.7199 485.361 5622.63 60 60 15
|
|
-14.5555 480.265 5628.54 60 60 15
|
|
-12.1752 477.094 5635.26 60 60 15
|
|
-7.94136 476.328 5641.77 60 60 15
|
|
-2.49849 478.086 5647.08 60 60 15
|
|
3.32475 482.099 5650.38 60 60 15
|
|
-7.67768 490.366 5615.58 60 60 15
|
|
-5.54469 483.074 5617.36 60 60 15
|
|
-2.56756 477.277 5621.66 60 60 15
|
|
0.800454 473.859 5627.81 60 60 15
|
|
4.04661 473.34 5634.89 60 60 15
|
|
6.6767 475.799 5641.81 60 60 15
|
|
8.29032 480.861 5647.53 60 60 15
|
|
-2.89154 493.397 5614.09 60 60 15
|
|
3.29895 488.674 5614.61 60 60 15
|
|
8.98721 484.594 5618.06 60 60 15
|
|
13.3072 481.779 5623.92 60 60 15
|
|
15.6014 480.657 5631.29 60 60 15
|
|
15.5203 481.399 5639.06 60 60 15
|
|
13.0765 483.892 5646.04 60 60 15
|
|
-1.0885 498.921 5614.84 60 60 15
|
|
6.63054 498.88 5615.98 60 60 15
|
|
13.3401 497.93 5619.85 60 60 15
|
|
18.0188 496.213 5625.86 60 60 15
|
|
19.9543 493.993 5633.08 60 60 15
|
|
18.8519 491.606 5640.43 60 60 15
|
|
14.8795 489.416 5646.78 60 60 15
|
|
-3.32475 503.702 5617.38 60 60 15
|
|
2.49849 507.715 5620.67 60 60 15
|
|
7.94136 509.472 5625.98 60 60 15
|
|
12.1752 508.707 5632.49 60 60 15
|
|
14.5555 505.535 5639.21 60 60 15
|
|
14.7199 500.44 5645.12 60 60 15
|
|
12.6433 494.197 5649.32 60 60 15
|
|
-8.29032 504.939 5620.23 60 60 15
|
|
-6.6767 510.002 5625.94 60 60 15
|
|
-4.04661 512.461 5632.87 60 60 15
|
|
-0.800454 511.941 5639.94 60 60 15
|
|
2.56756 508.524 5646.1 60 60 15
|
|
5.54469 502.727 5650.39 60 60 15
|
|
7.67768 495.435 5652.17 60 60 15
|
|
-8.64182 498.044 5616.59 60 60 15
|
|
8.64182 487.756 5651.16 60 60 15
|
|
1.34577 485.297 5634.54 60 60 15
|
|
1.34577 488.928 5676.04 60 60 15
|
|
6.34843 488.472 5634.26 60 60 15
|
|
6.34843 492.103 5675.77 60 60 15
|
|
7.63226 494.241 5633.76 60 60 15
|
|
7.63226 497.872 5675.26 60 60 15
|
|
4.44522 499.225 5633.32 60 60 15
|
|
4.44522 502.856 5674.83 60 60 15
|
|
-1.34577 500.504 5633.21 60 60 15
|
|
-1.34577 504.135 5674.71 60 60 15
|
|
-6.34843 497.329 5633.49 60 60 15
|
|
-6.34843 500.96 5674.99 60 60 15
|
|
-7.63226 491.56 5633.99 60 60 15
|
|
-7.63226 495.191 5675.5 60 60 15
|
|
-4.44522 486.576 5634.43 60 60 15
|
|
-4.44522 490.207 5675.93 60 60 15
|
|
0.900051 491.931 5681.36 60 60 15
|
|
-5.56071 531.456 5712.73 60 60 15
|
|
5.9288 494.208 5679.53 60 60 15
|
|
-0.531956 533.733 5710.9 60 60 15
|
|
7.48454 497.846 5675.26 60 60 15
|
|
1.02378 537.371 5706.63 60 60 15
|
|
4.65594 500.714 5671.07 60 60 15
|
|
-1.80482 540.239 5702.44 60 60 15
|
|
-0.900051 501.132 5669.4 60 60 15
|
|
-7.36081 540.657 5700.77 60 60 15
|
|
-5.9288 498.855 5671.23 60 60 15
|
|
-12.3896 538.38 5702.6 60 60 15
|
|
-7.48454 495.217 5675.49 60 60 15
|
|
-13.9453 534.742 5706.86 60 60 15
|
|
-4.65594 492.349 5679.69 60 60 15
|
|
-11.1167 531.874 5711.06 60 60 15
|
|
-6.55282 537.237 5714.26 60 60 15
|
|
-10.84 561.308 5710.42 60 60 15
|
|
-1.23348 537.821 5711.98 60 60 15
|
|
-5.52062 561.892 5708.14 60 60 15
|
|
1.02378 537.371 5706.63 60 60 15
|
|
-3.26336 561.442 5702.79 60 60 15
|
|
-1.10329 536.151 5701.36 60 60 15
|
|
-5.39043 560.222 5697.52 60 60 15
|
|
-6.3687 534.876 5699.24 60 60 15
|
|
-10.6558 558.946 5695.4 60 60 15
|
|
-11.688 534.292 5701.52 60 60 15
|
|
-15.9752 558.362 5697.68 60 60 15
|
|
-13.9453 534.742 5706.86 60 60 15
|
|
-18.2324 558.812 5703.02 60 60 15
|
|
-11.8182 535.962 5712.14 60 60 15
|
|
-16.1054 560.033 5708.3 60 60 15
|
|
0 496.531 5675.38 60 0 0
|
|
16.1018 561.178 5714.63 60 0 0
|
|
5.52114 625.105 5756.82 60 0 0
|
|
-30.4659 680.601 5796.87 60 0 0
|
|
-46.5677 615.955 5757.62 60 0 0
|
|
-35.987 552.028 5715.43 60 0 0
|
|
0 496.531 5675.38 60 0 0
|
|
-26.3455 560.199 5710.47 60 0 0
|
|
-59.0049 605.415 5764.02 60 0 0
|
|
-94.0389 626.726 5829.58 60 0 0
|
|
-67.6934 563.059 5794.49 60 0 0
|
|
-35.034 517.843 5740.93 60 0 0
|
|
0 496.531 5675.38 60 0 0
|
|
-41.0671 527.263 5733.24 60 0 0
|
|
-59.911 550.907 5804.41 60 0 0
|
|
-54.2591 564.611 5880.3 60 0 0
|
|
-13.192 533.879 5822.44 60 0 0
|
|
5.65199 510.235 5751.27 60 0 0
|
|
0 496.531 5675.38 60 0 0
|
|
-7.71815 507.887 5751.47 60 0 0
|
|
4.05494 536.909 5822.17 60 0 0
|
|
33.8993 580.096 5878.94 60 0 0
|
|
41.6174 568.741 5802.85 60 0 0
|
|
29.8443 539.719 5732.15 60 0 0
|
|
0 496.531 5675.38 60 0 0
|
|
27.6142 528.847 5739.97 60 0 0
|
|
44.4943 582.765 5792.76 60 0 0
|
|
48.6043 651.782 5827.38 60 0 0
|
|
20.9901 619.467 5762.79 60 0 0
|
|
4.11001 565.548 5710 60 0 0
|
|
2.82739 479.545 5665.21 60 60 15
|
|
3.38395 477.021 5672.57 60 60 15
|
|
3.42533 477.467 5680.36 60 60 15
|
|
2.94524 480.815 5687.39 60 60 15
|
|
2.01676 486.556 5692.6 60 60 15
|
|
0.781247 493.816 5695.18 60 60 15
|
|
-0.573204 501.489 5694.75 60 60 15
|
|
7.82702 482.243 5663.78 60 60 15
|
|
12.6221 482.006 5669.93 60 60 15
|
|
15.4955 483.98 5676.91 60 60 15
|
|
16.0099 487.865 5683.66 60 60 15
|
|
14.0869 493.069 5689.15 60 60 15
|
|
10.0193 498.801 5692.54 60 60 15
|
|
4.42642 504.187 5693.32 60 60 15
|
|
9.23769 486.883 5660.49 60 60 15
|
|
15.2286 490.58 5663.86 60 60 15
|
|
18.9012 495.183 5668.98 60 60 15
|
|
19.6962 499.991 5675.08 60 60 15
|
|
17.4926 504.272 5681.22 60 60 15
|
|
12.6259 507.375 5686.47 60 60 15
|
|
5.83709 508.827 5690.03 60 60 15
|
|
6.23306 490.748 5657.28 60 60 15
|
|
9.67681 497.722 5657.92 60 60 15
|
|
11.6473 504.514 5661.22 60 60 15
|
|
11.8447 510.091 5666.67 60 60 15
|
|
10.2388 513.603 5673.45 60 60 15
|
|
7.07411 514.517 5680.53 60 60 15
|
|
2.83247 512.692 5686.82 60 60 15
|
|
0.573204 491.574 5656.01 60 60 15
|
|
-0.781247 499.247 5655.58 60 60 15
|
|
-2.01676 506.506 5658.16 60 60 15
|
|
-2.94524 512.247 5663.37 60 60 15
|
|
-3.42533 515.596 5670.4 60 60 15
|
|
-3.38395 516.042 5678.19 60 60 15
|
|
-2.82739 513.517 5685.55 60 60 15
|
|
-4.42642 488.876 5657.44 60 60 15
|
|
-10.0193 494.262 5658.22 60 60 15
|
|
-14.0869 499.993 5661.61 60 60 15
|
|
-16.0099 505.198 5667.1 60 60 15
|
|
-15.4955 509.083 5673.85 60 60 15
|
|
-12.6221 511.057 5680.83 60 60 15
|
|
-7.82702 510.82 5686.98 60 60 15
|
|
-5.83709 484.235 5660.73 60 60 15
|
|
-12.6259 485.687 5664.29 60 60 15
|
|
-17.4926 488.79 5669.54 60 60 15
|
|
-19.6962 493.072 5675.68 60 60 15
|
|
-18.9012 497.88 5681.78 60 60 15
|
|
-15.2286 502.482 5686.9 60 60 15
|
|
-9.23769 506.179 5690.26 60 60 15
|
|
-2.83247 480.371 5663.94 60 60 15
|
|
-7.0741 478.546 5670.23 60 60 15
|
|
-10.2388 479.459 5677.31 60 60 15
|
|
-11.8447 482.972 5684.09 60 60 15
|
|
-11.6473 488.549 5689.54 60 60 15
|
|
-9.67681 495.341 5692.84 60 60 15
|
|
-6.23306 502.314 5693.48 60 60 15
|
|
1.84039 484.655 5659.39 60 60 15
|
|
-1.84039 508.407 5691.37 60 60 15
|
|
4.08348 502.917 5674.82 60 60 15
|
|
4.08348 506.512 5715.91 60 60 15
|
|
-1.64494 503.923 5674.73 60 60 15
|
|
-1.64494 507.518 5715.82 60 60 15
|
|
-6.40977 500.599 5675.02 60 60 15
|
|
-6.40977 504.194 5716.11 60 60 15
|
|
-7.41985 494.893 5675.52 60 60 15
|
|
-7.41985 498.488 5716.61 60 60 15
|
|
-4.08348 490.146 5675.94 60 60 15
|
|
-4.08348 493.741 5717.03 60 60 15
|
|
1.64494 489.14 5676.03 60 60 15
|
|
1.64494 492.735 5717.12 60 60 15
|
|
6.40977 492.463 5675.73 60 60 15
|
|
6.40977 496.058 5716.83 60 60 15
|
|
7.41985 498.17 5675.24 60 60 15
|
|
7.41985 501.765 5716.33 60 60 15
|
|
2.78064 504.942 5721.43 60 60 15
|
|
-16.6871 477.549 5758.95 60 60 15
|
|
-2.47673 506.351 5719.73 60 60 15
|
|
-21.9444 478.959 5757.25 60 60 15
|
|
-6.28327 504.114 5716.12 60 60 15
|
|
-25.751 476.722 5753.64 60 60 15
|
|
-6.40915 499.541 5712.72 60 60 15
|
|
-25.8769 472.149 5750.24 60 60 15
|
|
-2.78064 495.311 5711.51 60 60 15
|
|
-22.2483 467.919 5749.03 60 60 15
|
|
2.47673 493.902 5713.21 60 60 15
|
|
-16.991 466.509 5750.73 60 60 15
|
|
6.28327 496.139 5716.82 60 60 15
|
|
-13.1844 468.746 5754.34 60 60 15
|
|
6.40915 500.712 5720.22 60 60 15
|
|
-13.0586 473.319 5757.74 60 60 15
|
|
-19.6074 473.164 5761.43 60 60 15
|
|
-32.7653 452.515 5762.37 60 60 15
|
|
-24.0094 475.858 5759 60 60 15
|
|
-37.1673 455.208 5759.95 60 60 15
|
|
-25.751 476.722 5753.64 60 60 15
|
|
-38.9089 456.072 5754.59 60 60 15
|
|
-23.8119 475.249 5748.48 60 60 15
|
|
-36.9698 454.6 5749.43 60 60 15
|
|
-19.328 472.304 5746.55 60 60 15
|
|
-32.4859 451.654 5747.5 60 60 15
|
|
-14.926 469.61 5748.98 60 60 15
|
|
-28.0839 448.96 5749.93 60 60 15
|
|
-13.1844 468.746 5754.34 60 60 15
|
|
-26.3424 448.097 5755.29 60 60 15
|
|
-15.1236 470.219 5759.49 60 60 15
|
|
-28.2815 449.569 5760.44 60 60 15
|
|
0 500.126 5716.47 60 0 0
|
|
-51.6942 471.87 5765.36 60 0 0
|
|
-83.2051 426.885 5818.7 60 0 0
|
|
-90.732 370.597 5870.04 60 0 0
|
|
-39.0378 398.854 5821.15 60 0 0
|
|
-7.52689 443.839 5767.81 60 0 0
|
|
0 500.126 5716.47 60 0 0
|
|
-21.6635 443.592 5763.33 60 0 0
|
|
-25.2499 399.095 5825.52 60 0 0
|
|
-10.3266 372.003 5895.56 60 0 0
|
|
11.3369 428.538 5848.7 60 0 0
|
|
14.9233 473.034 5786.5 60 0 0
|
|
0 500.126 5716.47 60 0 0
|
|
12.2919 459.788 5780.37 60 0 0
|
|
13.9033 441.457 5854.68 60 0 0
|
|
4.63973 447.346 5930.45 60 0 0
|
|
-7.65221 487.685 5866.55 60 0 0
|
|
-9.26357 506.015 5792.24 60 0 0
|
|
0 500.126 5716.47 60 0 0
|
|
3.24676 498.075 5792.93 60 0 0
|
|
-19.854 495.428 5865.87 60 0 0
|
|
-66.516 492.505 5926.5 60 0 0
|
|
-69.7628 494.556 5850.04 60 0 0
|
|
-46.662 497.203 5777.09 60 0 0
|
|
0 500.126 5716.47 60 0 0
|
|
-36.2989 505.542 5783.66 60 0 0
|
|
-79.8703 486.422 5843.63 60 0 0
|
|
-125.459 445.071 5889.16 60 0 0
|
|
-89.1601 439.655 5821.98 60 0 0
|
|
-45.5887 458.776 5762 60 0 0
|
|
8.63824 512.597 5703.44 60 60 15
|
|
10.4268 516.009 5710.22 60 60 15
|
|
10.628 517.003 5717.96 60 60 15
|
|
9.21111 515.428 5725.47 60 60 15
|
|
6.39196 511.523 5731.61 60 60 15
|
|
2.59969 505.883 5735.45 60 60 15
|
|
-1.58836 499.367 5736.39 60 60 15
|
|
3.04141 513.779 5702.18 60 60 15
|
|
0.0851918 518.193 5707.89 60 60 15
|
|
-2.88399 519.856 5714.91 60 60 15
|
|
-5.41412 518.516 5722.17 60 60 15
|
|
-7.11999 514.376 5728.56 60 60 15
|
|
-7.74191 508.066 5733.11 60 60 15
|
|
-7.18519 500.548 5735.13 60 60 15
|
|
-1.34174 510.838 5699.63 60 60 15
|
|
-8.01381 512.759 5703.2 60 60 15
|
|
-13.4658 512.757 5708.78 60 60 15
|
|
-16.8678 510.831 5715.53 60 60 15
|
|
-17.7018 507.276 5722.43 60 60 15
|
|
-15.8409 502.633 5728.42 60 60 15
|
|
-11.5683 497.608 5732.59 60 60 15
|
|
-1.94361 505.498 5697.3 60 60 15
|
|
-9.12592 502.891 5698.89 60 60 15
|
|
-14.9189 499.864 5703.15 60 60 15
|
|
-18.4406 496.876 5709.44 60 60 15
|
|
-19.1549 494.384 5716.8 60 60 15
|
|
-16.953 492.765 5724.11 60 60 15
|
|
-12.1702 492.267 5730.26 60 60 15
|
|
1.58836 500.886 5696.55 60 60 15
|
|
-2.59969 494.37 5697.49 60 60 15
|
|
-6.39196 488.73 5701.33 60 60 15
|
|
-9.21111 484.825 5707.47 60 60 15
|
|
-10.628 483.25 5714.98 60 60 15
|
|
-10.4268 484.244 5722.72 60 60 15
|
|
-8.63824 487.655 5729.5 60 60 15
|
|
7.18519 499.704 5697.81 60 60 15
|
|
7.74191 492.186 5699.83 60 60 15
|
|
7.11999 485.877 5704.38 60 60 15
|
|
5.41412 481.737 5710.77 60 60 15
|
|
2.88399 480.397 5718.03 60 60 15
|
|
-0.0851918 482.06 5725.05 60 60 15
|
|
-3.04141 486.474 5730.77 60 60 15
|
|
11.5683 502.645 5700.35 60 60 15
|
|
15.8409 497.62 5704.52 60 60 15
|
|
17.7018 492.976 5710.51 60 60 15
|
|
16.8678 489.421 5717.41 60 60 15
|
|
13.4658 487.496 5724.16 60 60 15
|
|
8.01381 487.494 5729.74 60 60 15
|
|
1.34174 489.414 5733.31 60 60 15
|
|
12.1702 507.985 5702.68 60 60 15
|
|
16.953 507.488 5708.83 60 60 15
|
|
19.1549 505.869 5716.14 60 60 15
|
|
18.4406 503.376 5723.5 60 60 15
|
|
14.9189 500.389 5729.79 60 60 15
|
|
9.12592 497.361 5734.05 60 60 15
|
|
1.94361 494.755 5735.64 60 60 15
|
|
5.5346 507.287 5698.64 60 60 15
|
|
-5.5346 492.966 5734.31 60 60 15
|
|
-7.19615 498.205 5716.64 60 60 15
|
|
-7.19615 501.765 5757.32 60 60 15
|
|
-3.725 493.699 5717.03 60 60 15
|
|
-3.725 497.258 5757.72 60 60 15
|
|
1.9282 492.958 5717.1 60 60 15
|
|
1.9282 496.517 5757.78 60 60 15
|
|
6.45189 496.416 5716.8 60 60 15
|
|
6.45189 499.975 5757.48 60 60 15
|
|
7.19615 502.047 5716.3 60 60 15
|
|
7.19615 505.607 5756.99 60 60 15
|
|
3.725 506.554 5715.91 60 60 15
|
|
3.725 510.113 5756.59 60 60 15
|
|
-1.9282 507.295 5715.84 60 60 15
|
|
-1.9282 510.855 5756.53 60 60 15
|
|
-6.45189 503.837 5716.15 60 60 15
|
|
-6.45189 507.397 5756.83 60 60 15
|
|
-4.98599 502.805 5762.41 60 60 15
|
|
29.0761 514.97 5796.75 60 60 15
|
|
-2.18964 498.096 5761.31 60 60 15
|
|
31.8725 510.261 5795.64 60 60 15
|
|
1.88938 496.661 5757.77 60 60 15
|
|
35.9515 508.827 5792.1 60 60 15
|
|
4.86162 499.342 5753.87 60 60 15
|
|
38.9237 511.507 5788.2 60 60 15
|
|
4.98599 504.567 5751.9 60 60 15
|
|
39.0481 516.732 5786.23 60 60 15
|
|
2.18964 509.276 5753 60 60 15
|
|
36.2518 521.441 5787.34 60 60 15
|
|
-1.88938 510.71 5756.54 60 60 15
|
|
32.1727 522.876 5790.87 60 60 15
|
|
-4.86162 508.03 5760.44 60 60 15
|
|
29.2005 520.195 5794.77 60 60 15
|
|
34.0621 516.488 5798.76 60 60 15
|
|
57.4967 522.743 5798.21 60 60 15
|
|
35.3981 511.334 5797.07 60 60 15
|
|
58.8327 517.59 5796.52 60 60 15
|
|
35.9515 508.827 5792.1 60 60 15
|
|
59.3861 515.082 5791.56 60 60 15
|
|
35.3981 510.434 5786.78 60 60 15
|
|
58.8327 516.69 5786.23 60 60 15
|
|
34.0621 515.215 5784.22 60 60 15
|
|
57.4967 521.471 5783.67 60 60 15
|
|
32.7261 520.369 5785.91 60 60 15
|
|
56.1607 526.624 5785.36 60 60 15
|
|
32.1727 522.876 5790.87 60 60 15
|
|
55.6073 529.131 5790.33 60 60 15
|
|
32.7261 521.268 5796.2 60 60 15
|
|
56.1607 527.524 5795.65 60 60 15
|
|
0 503.686 5757.15 60 0 0
|
|
57.8395 496.541 5805.62 60 0 0
|
|
112.25 515.486 5854.88 60 0 0
|
|
156.67 558.234 5898.98 60 0 0
|
|
98.8306 565.379 5850.51 60 0 0
|
|
44.4196 546.434 5801.26 60 0 0
|
|
0 503.686 5757.15 60 0 0
|
|
55.6877 535.62 5797.46 60 0 0
|
|
90.7937 573.092 5853.22 60 0 0
|
|
101.084 611.582 5917.71 60 0 0
|
|
45.396 579.647 5877.4 60 0 0
|
|
10.29 542.176 5821.64 60 0 0
|
|
0 503.686 5757.15 60 0 0
|
|
21.7913 549.702 5813.31 60 0 0
|
|
37.1928 574.279 5883.34 60 0 0
|
|
44.3467 574.454 5958.8 60 0 0
|
|
22.5553 528.438 5902.65 60 0 0
|
|
7.15387 503.861 5832.62 60 0 0
|
|
0 503.686 5757.15 60 0 0
|
|
2.99403 519.326 5831.26 60 0 0
|
|
25.5223 517.407 5903.61 60 0 0
|
|
64.8675 498.161 5965.48 60 0 0
|
|
61.8735 482.52 5891.37 60 0 0
|
|
39.3452 484.439 5819.02 60 0 0
|
|
0 503.686 5757.15 60 0 0
|
|
25.273 486.471 5826.51 60 0 0
|
|
71.9105 481.071 5886.02 60 0 0
|
|
134.287 488.136 5928.51 60 0 0
|
|
109.014 505.351 5859.15 60 0 0
|
|
62.3768 510.751 5799.64 60 0 0
|
|
-15.3264 498.534 5745.38 60 60 15
|
|
-18.6603 498.254 5752.43 60 60 15
|
|
-19.1532 498.801 5760.2 60 60 15
|
|
-16.7303 500.092 5767.51 60 60 15
|
|
-11.7604 501.929 5773.24 60 60 15
|
|
-5 504.035 5776.52 60 60 15
|
|
2.52157 506.087 5776.85 60 60 15
|
|
-12.0505 493.729 5744.68 60 60 15
|
|
-12.6071 489.376 5751.13 60 60 15
|
|
-11.2444 487.201 5758.5 60 60 15
|
|
-8.16987 487.536 5765.67 60 60 15
|
|
-3.85154 490.33 5771.53 60 60 15
|
|
1.05315 495.157 5775.21 60 60 15
|
|
5.79752 501.282 5776.14 60 60 15
|
|
-6.94308 492.544 5742.07 60 60 15
|
|
-3.16987 487.187 5746.3 60 60 15
|
|
1.08591 484.341 5752.19 60 60 15
|
|
5.17638 484.441 5758.84 60 60 15
|
|
8.47879 487.47 5765.23 60 60 15
|
|
10.4904 492.968 5770.39 60 60 15
|
|
10.9049 500.098 5773.53 60 60 15
|
|
-2.99608 495.674 5739.08 60 60 15
|
|
4.12323 492.97 5740.78 60 60 15
|
|
10.6148 491.897 5744.97 60 60 15
|
|
15.4904 492.619 5751.02 60 60 15
|
|
18.0077 495.026 5758.01 60 60 15
|
|
17.7835 498.751 5764.86 60 60 15
|
|
14.8519 503.227 5770.54 60 60 15
|
|
-2.52157 501.284 5737.46 60 60 15
|
|
5 503.337 5737.79 60 60 15
|
|
11.7604 505.442 5741.07 60 60 15
|
|
16.7303 507.28 5746.8 60 60 15
|
|
19.1532 508.571 5754.11 60 60 15
|
|
18.6603 509.118 5761.88 60 60 15
|
|
15.3264 508.838 5768.93 60 60 15
|
|
-5.79752 506.089 5738.16 60 60 15
|
|
-1.05315 512.215 5739.1 60 60 15
|
|
3.85154 517.042 5742.77 60 60 15
|
|
8.16987 519.836 5748.64 60 60 15
|
|
11.2444 520.171 5755.81 60 60 15
|
|
12.6071 517.996 5763.18 60 60 15
|
|
12.0505 513.643 5769.63 60 60 15
|
|
-10.9049 507.274 5740.78 60 60 15
|
|
-10.4904 514.403 5743.92 60 60 15
|
|
-8.47879 519.901 5749.08 60 60 15
|
|
-5.17638 522.931 5755.47 60 60 15
|
|
-1.08591 523.03 5762.12 60 60 15
|
|
3.16987 520.185 5768.01 60 60 15
|
|
6.94308 514.827 5772.24 60 60 15
|
|
-14.8519 504.144 5743.77 60 60 15
|
|
-17.7835 508.621 5749.45 60 60 15
|
|
-18.0077 512.346 5756.3 60 60 15
|
|
-15.4904 514.753 5763.28 60 60 15
|
|
-10.6148 515.474 5769.33 60 60 15
|
|
-4.12323 514.402 5773.53 60 60 15
|
|
2.99608 511.698 5775.23 60 60 15
|
|
-9.65926 499.598 5740.13 60 60 15
|
|
9.65926 507.774 5774.18 60 60 15
|
|
6.47518 500.328 5757.45 60 60 15
|
|
6.47518 503.852 5797.73 60 60 15
|
|
6.96213 505.873 5756.96 60 60 15
|
|
6.96213 509.397 5797.25 60 60 15
|
|
3.37076 510.136 5756.59 60 60 15
|
|
3.37076 513.66 5796.87 60 60 15
|
|
-2.19515 510.621 5756.55 60 60 15
|
|
-2.19515 514.146 5796.83 60 60 15
|
|
-6.47518 507.044 5756.86 60 60 15
|
|
-6.47518 510.568 5797.14 60 60 15
|
|
-6.96213 501.499 5757.35 60 60 15
|
|
-6.96213 505.023 5797.63 60 60 15
|
|
-3.37076 497.235 5757.72 60 60 15
|
|
-3.37076 500.759 5798 60 60 15
|
|
2.19515 496.75 5757.76 60 60 15
|
|
2.19515 500.274 5798.04 60 60 15
|
|
4.56214 505.277 5802.59 60 60 15
|
|
-25.8622 524.15 5836.59 60 60 15
|
|
5.56044 510.311 5800.69 60 60 15
|
|
-24.8639 529.184 5834.69 60 60 15
|
|
3.3015 513.528 5796.88 60 60 15
|
|
-27.1229 532.401 5830.89 60 60 15
|
|
-0.891409 513.044 5793.4 60 60 15
|
|
-31.3158 531.918 5827.4 60 60 15
|
|
-4.56214 509.143 5792.28 60 60 15
|
|
-34.9865 528.016 5826.28 60 60 15
|
|
-5.56044 504.109 5794.18 60 60 15
|
|
-35.9848 522.983 5828.19 60 60 15
|
|
-3.3015 500.892 5797.99 60 60 15
|
|
-33.7259 519.765 5831.99 60 60 15
|
|
0.891409 501.376 5801.47 60 60 15
|
|
-29.533 520.249 5835.48 60 60 15
|
|
-30.203 526.591 5838.57 60 60 15
|
|
-51.497 537.707 5838.44 60 60 15
|
|
-27.9334 530.91 5836.09 60 60 15
|
|
-49.2273 542.026 5835.96 60 60 15
|
|
-27.1229 532.401 5830.89 60 60 15
|
|
-48.4168 543.517 5830.76 60 60 15
|
|
-28.2464 530.192 5826.01 60 60 15
|
|
-49.5403 541.307 5825.88 60 60 15
|
|
-30.6457 525.575 5824.31 60 60 15
|
|
-51.9397 536.691 5824.18 60 60 15
|
|
-32.9154 521.257 5826.79 60 60 15
|
|
-54.2094 532.372 5826.66 60 60 15
|
|
-33.7259 519.765 5831.99 60 60 15
|
|
-55.0199 530.881 5831.86 60 60 15
|
|
-32.6024 521.975 5836.87 60 60 15
|
|
-53.8964 533.091 5836.74 60 60 15
|
|
0 507.21 5797.44 60 0 0
|
|
-33.146 557.497 5842.21 60 0 0
|
|
-81.0322 586.874 5891.98 60 0 0
|
|
-137.883 591.797 5940.72 60 0 0
|
|
-104.737 541.511 5895.95 60 0 0
|
|
-56.8507 512.134 5846.18 60 0 0
|
|
0 507.21 5797.44 60 0 0
|
|
-58.2764 528.156 5839.83 60 0 0
|
|
-104.036 533.634 5899.07 60 0 0
|
|
-131.76 522.982 5967.99 60 0 0
|
|
-73.4835 502.036 5925.59 60 0 0
|
|
-27.7238 496.558 5866.36 60 0 0
|
|
0 507.21 5797.44 60 0 0
|
|
-42.9508 497.758 5858.25 60 0 0
|
|
-65.9978 501.446 5929.58 60 0 0
|
|
-66.3613 517.829 6002.82 60 0 0
|
|
-23.4105 527.281 5942 60 0 0
|
|
-0.363506 523.593 5870.67 60 0 0
|
|
0 507.21 5797.44 60 0 0
|
|
-8.34864 508.312 5872.01 60 0 0
|
|
-19.485 534.793 5941.35 60 0 0
|
|
-32.0658 583.459 5997.07 60 0 0
|
|
-23.7172 582.357 5922.5 60 0 0
|
|
-12.5808 555.876 5853.17 60 0 0
|
|
0 507.21 5797.44 60 0 0
|
|
-2.28895 545.232 5862.1 60 0 0
|
|
-28.7768 587.59 5918.11 60 0 0
|
|
-76.2686 629.174 5958.7 60 0 0
|
|
-73.9796 591.152 5894.03 60 0 0
|
|
-47.4918 548.794 5838.03 60 0 0
|
|
13.8836 498.925 5785.66 60 60 15
|
|
17.053 497.886 5792.72 60 60 15
|
|
17.6262 498.267 5800.49 60 60 15
|
|
15.5159 500.009 5807.8 60 60 15
|
|
11.0435 502.847 5813.53 60 60 15
|
|
4.88987 506.35 5816.81 60 60 15
|
|
-2.00825 509.983 5817.14 60 60 15
|
|
14.6435 504.514 5784.08 60 60 15
|
|
18.457 508.214 5789.8 60 60 15
|
|
19.4606 511.76 5796.68 60 60 15
|
|
17.5015 514.614 5803.67 60 60 15
|
|
12.878 516.341 5809.72 60 60 15
|
|
6.2939 516.678 5813.89 60 60 15
|
|
-1.24839 515.573 5815.56 60 60 15
|
|
11.48 508.444 5781.11 60 60 15
|
|
12.6117 515.475 5784.3 60 60 15
|
|
11.8233 521.247 5789.49 60 60 15
|
|
9.23497 524.883 5795.89 60 60 15
|
|
5.24068 525.828 5802.53 60 60 15
|
|
0.448549 523.938 5808.39 60 60 15
|
|
-4.41187 519.502 5812.58 60 60 15
|
|
6.24633 508.412 5778.47 60 60 15
|
|
2.94108 515.415 5779.44 60 60 15
|
|
-0.811924 521.169 5783.14 60 60 15
|
|
-4.44132 524.799 5789.02 60 60 15
|
|
-7.39456 525.75 5796.18 60 60 15
|
|
-9.22205 523.879 5803.53 60 60 15
|
|
-9.64556 519.47 5809.95 60 60 15
|
|
2.00825 504.437 5777.73 60 60 15
|
|
-4.88987 508.07 5778.06 60 60 15
|
|
-11.0435 511.573 5781.34 60 60 15
|
|
-15.5159 514.411 5787.07 60 60 15
|
|
-17.6262 516.153 5794.38 60 60 15
|
|
-17.053 516.534 5802.15 60 60 15
|
|
-13.8836 515.495 5809.21 60 60 15
|
|
1.24839 498.847 5779.31 60 60 15
|
|
-6.2939 497.742 5780.98 60 60 15
|
|
-12.878 498.079 5785.16 60 60 15
|
|
-17.5015 499.806 5791.2 60 60 15
|
|
-19.4606 502.659 5798.2 60 60 15
|
|
-18.457 506.206 5805.07 60 60 15
|
|
-14.6435 509.906 5810.79 60 60 15
|
|
4.41187 494.918 5782.29 60 60 15
|
|
-0.448549 490.482 5786.48 60 60 15
|
|
-5.24068 488.592 5792.35 60 60 15
|
|
-9.23497 489.537 5798.98 60 60 15
|
|
-11.8233 493.173 5805.38 60 60 15
|
|
-12.6117 498.945 5810.58 60 60 15
|
|
-11.48 505.976 5813.77 60 60 15
|
|
9.64556 494.95 5784.92 60 60 15
|
|
9.22205 490.541 5791.35 60 60 15
|
|
7.39456 488.67 5798.7 60 60 15
|
|
4.44132 489.621 5805.86 60 60 15
|
|
0.811924 493.251 5811.74 60 60 15
|
|
-2.94108 499.005 5815.44 60 60 15
|
|
-6.24633 506.008 5816.4 60 60 15
|
|
8.60063 501.225 5780.4 60 60 15
|
|
-8.60063 513.195 5814.47 60 60 15
|
|
-2.44544 513.903 5796.85 60 60 15
|
|
-2.44544 517.392 5836.73 60 60 15
|
|
-6.4801 510.22 5797.17 60 60 15
|
|
-6.4801 513.709 5837.06 60 60 15
|
|
-6.7188 504.774 5797.65 60 60 15
|
|
-6.7188 508.263 5837.53 60 60 15
|
|
-3.02172 500.755 5798 60 60 15
|
|
-3.02172 504.244 5837.88 60 60 15
|
|
2.44544 500.517 5798.02 60 60 15
|
|
2.44544 504.006 5837.9 60 60 15
|
|
6.4801 504.2 5797.7 60 60 15
|
|
6.4801 507.689 5837.58 60 60 15
|
|
6.7188 509.646 5797.22 60 60 15
|
|
6.7188 513.135 5837.11 60 60 15
|
|
3.02172 513.665 5796.87 60 60 15
|
|
3.02172 517.155 5836.75 60 60 15
|
|
-1.75096 515.908 5841.66 60 60 15
|
|
9.65246 487.813 5880 60 60 15
|
|
-5.88936 512.696 5840.53 60 60 15
|
|
5.51406 484.601 5878.88 60 60 15
|
|
-6.57785 508.314 5837.53 60 60 15
|
|
4.82557 480.219 5875.88 60 60 15
|
|
-3.41312 505.33 5834.4 60 60 15
|
|
7.9903 477.235 5872.75 60 60 15
|
|
1.75096 505.491 5832.98 60 60 15
|
|
13.1544 477.396 5871.33 60 60 15
|
|
5.88936 508.703 5834.11 60 60 15
|
|
17.2928 480.608 5872.45 60 60 15
|
|
6.57785 513.084 5837.11 60 60 15
|
|
17.9813 484.989 5875.46 60 60 15
|
|
3.41312 516.069 5840.24 60 60 15
|
|
14.8165 487.973 5878.59 60 60 15
|
|
11.2364 483.67 5882.58 60 60 15
|
|
19.3509 461.605 5886.18 60 60 15
|
|
6.63409 481.671 5880.71 60 60 15
|
|
14.7486 459.606 5884.3 60 60 15
|
|
4.82557 480.219 5875.88 60 60 15
|
|
12.9401 458.154 5879.47 60 60 15
|
|
6.87027 480.164 5870.92 60 60 15
|
|
14.9848 458.099 5874.52 60 60 15
|
|
11.5704 481.538 5868.75 60 60 15
|
|
19.685 459.473 5872.35 60 60 15
|
|
16.1728 483.537 5870.63 60 60 15
|
|
24.2873 461.472 5874.23 60 60 15
|
|
17.9813 484.989 5875.46 60 60 15
|
|
26.0958 462.924 5879.06 60 60 15
|
|
15.9366 485.044 5880.41 60 60 15
|
|
24.0511 462.979 5884.01 60 60 15
|
|
0 510.699 5837.32 60 0 0
|
|
-7.29205 461.012 5892.09 60 0 0
|
|
10.3622 417.35 5949.56 60 0 0
|
|
50.8334 384.981 6002.81 60 0 0
|
|
58.1254 434.669 5948.05 60 0 0
|
|
40.4712 478.33 5890.57 60 0 0
|
|
0 510.699 5837.32 60 0 0
|
|
29.6933 463.801 5886.72 60 0 0
|
|
61.3782 439.053 5949.21 60 0 0
|
|
91.2329 439.441 6017.25 60 0 0
|
|
61.5396 486.339 5967.85 60 0 0
|
|
29.8547 511.087 5905.36 60 0 0
|
|
0 510.699 5837.32 60 0 0
|
|
40.5376 497.775 5898.24 60 0 0
|
|
58.3155 490.356 5970 60 0 0
|
|
51.1896 489.337 6043.96 60 0 0
|
|
10.652 502.262 5983.04 60 0 0
|
|
-7.12593 509.681 5911.28 60 0 0
|
|
0 510.699 5837.32 60 0 0
|
|
10.2543 515.982 5910.72 60 0 0
|
|
5.40671 500.36 5983.21 60 0 0
|
|
-13.958 465.716 6046.03 60 0 0
|
|
-24.2123 460.433 5972.62 60 0 0
|
|
-19.3648 476.055 5900.14 60 0 0
|
|
0 510.699 5837.32 60 0 0
|
|
-19.306 493.262 5906.92 60 0 0
|
|
-24.2301 455.24 5970.57 60 0 0
|
|
-14.1782 401.22 6020.6 60 0 0
|
|
5.12784 418.658 5950.99 60 0 0
|
|
10.0519 456.679 5887.34 60 0 0
|
|
-5.27822 524.037 5823.38 60 60 15
|
|
-6.54151 528.094 5829.93 60 60 15
|
|
-6.80891 529.502 5837.6 60 60 15
|
|
-6.03972 528.048 5845.23 60 60 15
|
|
-4.35103 523.953 5851.65 60 60 15
|
|
-1.99994 517.84 5855.89 60 60 15
|
|
0.655624 510.64 5857.31 60 60 15
|
|
-9.68684 520.249 5822.66 60 60 15
|
|
-14.6876 521.094 5828.59 60 60 15
|
|
-17.4523 520.356 5835.85 60 60 15
|
|
-17.56 518.148 5843.33 60 60 15
|
|
-14.9944 514.807 5849.9 60 60 15
|
|
-10.146 510.84 5854.55 60 60 15
|
|
-3.75299 506.851 5856.58 60 60 15
|
|
-10.159 514.79 5820.58 60 60 15
|
|
-15.56 511.008 5824.76 60 60 15
|
|
-18.5922 507.178 5830.84 60 60 15
|
|
-18.7939 503.885 5837.92 60 60 15
|
|
-16.1343 501.629 5844.9 60 60 15
|
|
-11.0185 500.754 5850.72 60 60 15
|
|
-4.22517 501.393 5854.51 60 60 15
|
|
-6.41817 510.859 5818.38 60 60 15
|
|
-8.64785 503.744 5820.68 60 60 15
|
|
-9.56098 497.688 5825.52 60 60 15
|
|
-9.01854 493.613 5832.15 60 60 15
|
|
-7.1031 492.139 5839.57 60 60 15
|
|
-4.10628 493.491 5846.65 60 60 15
|
|
-0.484321 497.462 5852.3 60 60 15
|
|
-0.655624 510.759 5817.33 60 60 15
|
|
1.99994 503.558 5818.74 60 60 15
|
|
4.35103 497.445 5822.99 60 60 15
|
|
6.03972 493.35 5829.41 60 60 15
|
|
6.80891 491.896 5837.04 60 60 15
|
|
6.54151 493.305 5844.71 60 60 15
|
|
5.27822 497.361 5851.26 60 60 15
|
|
3.75299 514.547 5818.05 60 60 15
|
|
10.146 510.559 5820.08 60 60 15
|
|
14.9944 506.592 5824.74 60 60 15
|
|
17.56 503.25 5831.31 60 60 15
|
|
17.4523 501.042 5838.79 60 60 15
|
|
14.6876 500.305 5846.05 60 60 15
|
|
9.68684 501.15 5851.98 60 60 15
|
|
4.22517 520.006 5820.13 60 60 15
|
|
11.0185 520.645 5823.91 60 60 15
|
|
16.1343 519.77 5829.74 60 60 15
|
|
18.7939 517.514 5836.72 60 60 15
|
|
18.5922 514.22 5843.79 60 60 15
|
|
15.56 510.391 5849.88 60 60 15
|
|
10.159 506.608 5854.05 60 60 15
|
|
0.484321 523.936 5822.33 60 60 15
|
|
4.10628 527.908 5827.99 60 60 15
|
|
7.1031 529.26 5835.07 60 60 15
|
|
9.01854 527.785 5842.49 60 60 15
|
|
9.56098 523.71 5849.12 60 60 15
|
|
8.64785 517.654 5853.96 60 60 15
|
|
6.41817 510.539 5856.26 60 60 15
|
|
-3.21137 517.95 5818.96 60 60 15
|
|
3.21137 503.449 5855.68 60 60 15
|
|
-2.67878 504.257 5837.88 60 60 15
|
|
-2.67878 507.711 5877.37 60 60 15
|
|
2.67878 504.257 5837.88 60 60 15
|
|
2.67878 507.711 5877.37 60 60 15
|
|
6.46716 508.031 5837.55 60 60 15
|
|
6.46716 511.485 5877.04 60 60 15
|
|
6.46716 513.368 5837.09 60 60 15
|
|
6.46716 516.823 5876.57 60 60 15
|
|
2.67878 517.142 5836.76 60 60 15
|
|
2.67878 520.597 5876.24 60 60 15
|
|
-2.67878 517.142 5836.76 60 60 15
|
|
-2.67878 520.597 5876.24 60 60 15
|
|
-6.46716 513.368 5837.09 60 60 15
|
|
-6.46716 516.823 5876.57 60 60 15
|
|
-6.46716 508.031 5837.55 60 60 15
|
|
-6.46716 511.485 5877.04 60 60 15
|
|
-1.94807 509.868 5881.78 60 60 15
|
|
10.4464 542.813 5915.01 60 60 15
|
|
3.09749 509.277 5880.49 60 60 15
|
|
15.492 542.221 5913.71 60 60 15
|
|
6.32857 511.543 5877.04 60 60 15
|
|
18.7231 544.487 5910.26 60 60 15
|
|
5.85247 515.338 5873.45 60 60 15
|
|
18.247 548.282 5906.68 60 60 15
|
|
1.94807 518.44 5871.83 60 60 15
|
|
14.3426 551.384 5905.06 60 60 15
|
|
-3.09749 519.031 5873.13 60 60 15
|
|
9.29702 551.975 5906.35 60 60 15
|
|
-6.32857 516.765 5876.58 60 60 15
|
|
6.06594 549.71 5909.8 60 60 15
|
|
-5.85247 512.97 5880.16 60 60 15
|
|
6.54204 545.914 5913.39 60 60 15
|
|
12.1205 547.033 5916.88 60 60 15
|
|
21.0825 568.801 5917.44 60 60 15
|
|
16.6757 545.206 5915.03 60 60 15
|
|
25.6377 566.974 5915.6 60 60 15
|
|
18.7231 544.487 5910.26 60 60 15
|
|
27.6851 566.255 5910.83 60 60 15
|
|
17.0632 545.298 5905.36 60 60 15
|
|
26.0252 567.066 5905.92 60 60 15
|
|
12.6685 547.163 5903.19 60 60 15
|
|
21.6305 568.932 5903.76 60 60 15
|
|
8.11329 548.991 5905.03 60 60 15
|
|
17.0753 570.759 5905.6 60 60 15
|
|
6.06594 549.71 5909.8 60 60 15
|
|
15.0279 571.478 5910.37 60 60 15
|
|
7.72578 548.899 5914.71 60 60 15
|
|
16.6878 570.667 5915.28 60 60 15
|
|
0 514.154 5876.81 60 0 0
|
|
40.95 551.615 5925.1 60 0 0
|
|
59.7889 601.688 5975.6 60 0 0
|
|
54.2444 658.334 6022.22 60 0 0
|
|
13.2944 620.873 5973.93 60 0 0
|
|
-5.5445 570.8 5923.42 60 0 0
|
|
0 514.154 5876.81 60 0 0
|
|
13.1087 573.759 5917.89 60 0 0
|
|
10.7302 620.467 5974.69 60 0 0
|
|
-6.84846 648.644 6040.33 60 0 0
|
|
-19.9571 589.04 5999.25 60 0 0
|
|
-17.5787 542.332 5942.46 60 0 0
|
|
0 514.154 5876.81 60 0 0
|
|
-16.8153 559.258 5932.44 60 0 0
|
|
-20.0621 586.713 6000.62 60 0 0
|
|
-9.34867 593.208 6073.12 60 0 0
|
|
7.46664 548.104 6017.48 60 0 0
|
|
10.7134 520.649 5949.3 60 0 0
|
|
0 514.154 5876.81 60 0 0
|
|
-7.46797 528.152 5948.65 60 0 0
|
|
9.96597 547.073 6017.57 60 0 0
|
|
50.199 568.636 6075.27 60 0 0
|
|
57.667 554.639 6003.43 60 0 0
|
|
40.2331 535.717 5934.5 60 0 0
|
|
0 514.154 5876.81 60 0 0
|
|
28.233 523.428 5944.11 60 0 0
|
|
59.3166 556.328 6002.11 60 0 0
|
|
89.5017 608.886 6043.81 60 0 0
|
|
61.2687 599.612 5976.51 60 0 0
|
|
30.1851 566.712 5918.51 60 0 0
|
|
-5.8199 499.025 5865.09 60 60 15
|
|
-7.27907 496.109 5872.18 60 60 15
|
|
-7.63007 495.94 5879.98 60 60 15
|
|
-6.81947 498.544 5887.29 60 60 15
|
|
-4.97066 503.525 5893 60 60 15
|
|
-2.36511 510.124 5896.25 60 60 15
|
|
0.6005 517.336 5896.54 60 60 15
|
|
-0.0555326 498.711 5864.1 60 60 15
|
|
3.37208 495.53 5870.34 60 60 15
|
|
6.28633 495.183 5877.58 60 60 15
|
|
8.24354 497.725 5884.69 60 60 15
|
|
8.94574 502.768 5890.6 60 60 15
|
|
8.28604 509.544 5894.42 60 60 15
|
|
6.36486 517.022 5895.55 60 60 15
|
|
3.86087 502.081 5861.34 60 60 15
|
|
10.6087 501.755 5865.24 60 60 15
|
|
15.7414 503.317 5870.91 60 60 15
|
|
18.4776 506.529 5877.47 60 60 15
|
|
18.4008 510.902 5883.94 60 60 15
|
|
15.5226 515.77 5889.31 60 60 15
|
|
10.2813 520.392 5892.79 60 60 15
|
|
3.63514 507.159 5858.43 60 60 15
|
|
10.1916 511.139 5859.86 60 60 15
|
|
15.1964 515.578 5863.88 60 60 15
|
|
17.8877 519.8 5869.87 60 60 15
|
|
17.8558 523.163 5876.91 60 60 15
|
|
15.1055 525.154 5883.94 60 60 15
|
|
10.0555 525.47 5889.88 60 60 15
|
|
-0.6005 510.972 5857.07 60 60 15
|
|
2.36511 518.184 5857.36 60 60 15
|
|
4.97066 524.783 5860.61 60 60 15
|
|
6.81947 529.764 5866.33 60 60 15
|
|
7.63007 532.368 5873.64 60 60 15
|
|
7.27907 532.199 5881.43 60 60 15
|
|
5.8199 529.283 5888.52 60 60 15
|
|
-6.36486 511.286 5858.07 60 60 15
|
|
-8.28604 518.764 5859.2 60 60 15
|
|
-8.94574 525.54 5863.01 60 60 15
|
|
-8.24354 530.583 5868.92 60 60 15
|
|
-6.28633 533.125 5876.04 60 60 15
|
|
-3.37208 532.778 5883.27 60 60 15
|
|
0.0555325 529.597 5889.52 60 60 15
|
|
-10.2813 507.916 5860.83 60 60 15
|
|
-15.5226 512.538 5864.3 60 60 15
|
|
-18.4008 517.406 5869.68 60 60 15
|
|
-18.4776 521.779 5876.14 60 60 15
|
|
-15.7414 524.99 5882.7 60 60 15
|
|
-10.6087 526.553 5888.37 60 60 15
|
|
-3.86087 526.227 5892.28 60 60 15
|
|
-10.0555 502.838 5863.74 60 60 15
|
|
-15.1055 503.154 5869.68 60 60 15
|
|
-17.8558 505.145 5876.7 60 60 15
|
|
-17.8877 508.508 5883.75 60 60 15
|
|
-15.1964 512.73 5889.73 60 60 15
|
|
-10.1916 517.169 5893.75 60 60 15
|
|
-3.63514 521.149 5895.19 60 60 15
|
|
-3.47469 504.244 5859.79 60 60 15
|
|
3.47469 524.064 5893.83 60 60 15
|
|
6.20821 517.038 5876.55 60 60 15
|
|
6.20821 520.458 5915.65 60 60 15
|
|
2.34284 520.566 5876.25 60 60 15
|
|
2.34284 523.987 5915.34 60 60 15
|
|
-2.89494 520.339 5876.27 60 60 15
|
|
-2.89494 523.759 5915.36 60 60 15
|
|
-6.43689 516.488 5876.6 60 60 15
|
|
-6.43689 519.908 5915.7 60 60 15
|
|
-6.20821 511.27 5877.06 60 60 15
|
|
-6.20821 514.691 5916.16 60 60 15
|
|
-2.34284 507.742 5877.37 60 60 15
|
|
-2.34284 511.162 5916.46 60 60 15
|
|
2.89494 507.969 5877.35 60 60 15
|
|
2.89494 511.39 5916.45 60 60 15
|
|
6.43689 511.82 5877.01 60 60 15
|
|
6.43689 515.241 5916.11 60 60 15
|
|
4.58279 520.086 5920.1 60 60 15
|
|
-23.9127 510.002 5957.29 60 60 15
|
|
1.23832 523.628 5918.49 60 60 15
|
|
-27.2572 513.543 5955.68 60 60 15
|
|
-2.83154 523.624 5915.37 60 60 15
|
|
-31.327 513.539 5952.56 60 60 15
|
|
-5.24273 520.076 5912.57 60 60 15
|
|
-33.7382 509.991 5949.75 60 60 15
|
|
-4.58279 515.063 5911.71 60 60 15
|
|
-33.0783 504.978 5948.9 60 60 15
|
|
-1.23832 511.521 5913.31 60 60 15
|
|
-29.7338 501.436 5950.5 60 60 15
|
|
2.83154 511.525 5916.43 60 60 15
|
|
-25.6639 501.441 5953.62 60 60 15
|
|
5.24273 515.073 5919.24 60 60 15
|
|
-23.2528 504.989 5956.43 60 60 15
|
|
-27.6504 508.461 5959.67 60 60 15
|
|
-48.575 499.023 5963.75 60 60 15
|
|
-29.9001 512.454 5957.37 60 60 15
|
|
-50.8247 503.016 5961.45 60 60 15
|
|
-31.327 513.539 5952.56 60 60 15
|
|
-52.2516 504.102 5956.65 60 60 15
|
|
-31.0953 511.081 5948.07 60 60 15
|
|
-52.0198 501.643 5952.15 60 60 15
|
|
-29.3406 506.519 5946.52 60 60 15
|
|
-50.2652 497.082 5950.6 60 60 15
|
|
-27.0909 502.526 5948.82 60 60 15
|
|
-48.0154 493.089 5952.9 60 60 15
|
|
-25.6639 501.441 5953.62 60 60 15
|
|
-46.5885 492.003 5957.71 60 60 15
|
|
-25.8957 503.899 5958.12 60 60 15
|
|
-46.8203 494.461 5962.2 60 60 15
|
|
0 517.575 5915.9 60 0 0
|
|
-50.405 526.114 5967.79 60 0 0
|
|
-92.8402 511.265 6025.11 60 0 0
|
|
-122.187 474.818 6080.93 60 0 0
|
|
-71.7824 466.278 6029.04 60 0 0
|
|
-29.3472 481.127 5971.73 60 0 0
|
|
0 517.575 5915.9 60 0 0
|
|
-46.4541 491.248 5965.45 60 0 0
|
|
-71.8876 466.34 6029 60 0 0
|
|
-73.2327 445.855 6098.89 60 0 0
|
|
-26.7786 472.181 6049.34 60 0 0
|
|
-1.34512 497.089 5985.79 60 0 0
|
|
0 517.575 5915.9 60 0 0
|
|
-14.7713 483.015 5978.3 60 0 0
|
|
-26.8611 472.095 6049.3 60 0 0
|
|
-34.8113 486.131 6120.33 60 0 0
|
|
-20.04 520.691 6057.93 60 0 0
|
|
-7.95018 531.611 5986.94 60 0 0
|
|
0 517.575 5915.9 60 0 0
|
|
0.858956 512.792 5988.58 60 0 0
|
|
-19.9859 520.575 6057.94 60 0 0
|
|
-60.0203 539.986 6115.62 60 0 0
|
|
-60.8792 544.769 6042.94 60 0 0
|
|
-40.0344 536.985 5973.58 60 0 0
|
|
0 517.575 5915.9 60 0 0
|
|
-21.1639 539.429 5982.09 60 0 0
|
|
-60.7632 544.784 6042.99 60 0 0
|
|
-114.022 532.994 6091.27 60 0 0
|
|
-92.8578 511.14 6025.08 60 0 0
|
|
-53.2585 505.785 5964.18 60 0 0
|
|
13.5757 522.726 5902.15 60 60 15
|
|
17.1386 524.968 5908.72 60 60 15
|
|
18.0923 526.085 5916.38 60 60 15
|
|
16.2917 525.907 5923.98 60 60 15
|
|
12.0108 524.459 5930.34 60 60 15
|
|
5.9013 521.964 5934.5 60 60 15
|
|
-1.10658 518.8 5935.84 60 60 15
|
|
9.46244 526.678 5900.82 60 60 15
|
|
9.53832 532.271 5906.26 60 60 15
|
|
8.16208 535.627 5913.17 60 60 15
|
|
5.54323 536.235 5920.49 60 60 15
|
|
2.08048 534.001 5927.12 60 60 15
|
|
-1.699 529.267 5932.04 60 60 15
|
|
-5.21983 522.753 5934.5 60 60 15
|
|
4.10655 526.447 5898.46 60 60 15
|
|
-0.358066 531.845 5901.9 60 60 15
|
|
-4.76817 535.07 5907.47 60 60 15
|
|
-8.45237 535.632 5914.32 60 60 15
|
|
-10.8498 533.444 5921.42 60 60 15
|
|
-11.5954 528.841 5927.68 60 60 15
|
|
-10.5757 522.522 5932.14 60 60 15
|
|
0.645441 522.169 5896.45 60 60 15
|
|
-6.75336 523.939 5898.19 60 60 15
|
|
-13.124 524.741 5902.62 60 60 15
|
|
-17.4967 524.451 5909.08 60 60 15
|
|
-19.2056 523.115 5916.58 60 60 15
|
|
-17.9907 520.935 5923.97 60 60 15
|
|
-14.0368 518.243 5930.13 60 60 15
|
|
1.10658 516.349 5895.97 60 60 15
|
|
-5.9013 513.185 5897.31 60 60 15
|
|
-12.0108 510.69 5901.47 60 60 15
|
|
-16.2917 509.242 5907.83 60 60 15
|
|
-18.0923 509.064 5915.42 60 60 15
|
|
-17.1386 510.181 5923.09 60 60 15
|
|
-13.5757 512.423 5929.66 60 60 15
|
|
5.21983 512.396 5897.3 60 60 15
|
|
1.699 505.882 5899.77 60 60 15
|
|
-2.08048 501.148 5904.69 60 60 15
|
|
-5.54323 498.914 5911.31 60 60 15
|
|
-8.16208 499.522 5918.64 60 60 15
|
|
-9.53832 502.878 5925.55 60 60 15
|
|
-9.46244 508.471 5930.99 60 60 15
|
|
10.5757 512.627 5899.67 60 60 15
|
|
11.5954 506.308 5904.13 60 60 15
|
|
10.8498 501.705 5910.39 60 60 15
|
|
8.45237 499.517 5917.48 60 60 15
|
|
4.76817 500.079 5924.34 60 60 15
|
|
0.358066 503.304 5929.91 60 60 15
|
|
-4.10655 508.702 5933.35 60 60 15
|
|
14.0368 516.906 5901.67 60 60 15
|
|
17.9907 514.214 5907.84 60 60 15
|
|
19.2056 512.034 5915.23 60 60 15
|
|
17.4967 510.698 5922.73 60 60 15
|
|
13.124 510.408 5929.19 60 60 15
|
|
6.75336 511.21 5933.62 60 60 15
|
|
-0.645441 512.98 5935.36 60 60 15
|
|
7.94598 519.699 5897.67 60 60 15
|
|
-7.94598 515.45 5934.13 60 60 15
|
|
-6.3899 519.582 5915.73 60 60 15
|
|
-6.3899 522.968 5954.44 60 60 15
|
|
-5.94297 514.493 5916.17 60 60 15
|
|
-5.94297 517.879 5954.88 60 60 15
|
|
-2.01473 511.209 5916.46 60 60 15
|
|
-2.01473 514.596 5955.17 60 60 15
|
|
3.09372 511.654 5916.42 60 60 15
|
|
3.09372 515.041 5955.13 60 60 15
|
|
6.3899 515.567 5916.08 60 60 15
|
|
6.3899 518.954 5954.79 60 60 15
|
|
5.94297 520.656 5915.63 60 60 15
|
|
5.94297 524.043 5954.34 60 60 15
|
|
2.01473 523.94 5915.35 60 60 15
|
|
2.01473 527.327 5954.06 60 60 15
|
|
-3.09372 523.495 5915.39 60 60 15
|
|
-3.09372 526.882 5954.1 60 60 15
|
|
-4.78536 522.831 5958.68 60 60 15
|
|
24.3033 516.863 5995.69 60 60 15
|
|
-4.7765 517.883 5957.87 60 60 15
|
|
24.3121 511.914 5994.88 60 60 15
|
|
-1.96962 514.738 5955.16 60 60 15
|
|
27.119 508.769 5992.17 60 60 15
|
|
1.99103 515.239 5952.13 60 60 15
|
|
31.0796 509.27 5989.14 60 60 15
|
|
4.78536 519.091 5950.55 60 60 15
|
|
33.874 513.122 5987.56 60 60 15
|
|
4.7765 524.039 5951.36 60 60 15
|
|
33.8651 518.071 5988.37 60 60 15
|
|
1.96962 527.184 5954.07 60 60 15
|
|
31.0582 521.216 5991.08 60 60 15
|
|
-1.99103 526.684 5957.1 60 60 15
|
|
27.0976 520.715 5994.11 60 60 15
|
|
28.0039 515.895 5998.02 60 60 15
|
|
49.6848 509.435 6002.61 60 60 15
|
|
26.9288 511.231 5996.53 60 60 15
|
|
48.6098 504.77 6001.12 60 60 15
|
|
27.119 508.769 5992.17 60 60 15
|
|
48.7999 502.309 5996.76 60 60 15
|
|
28.4629 509.954 5987.49 60 60 15
|
|
50.1438 503.493 5992.07 60 60 15
|
|
30.1734 514.09 5985.23 60 60 15
|
|
51.8543 507.629 5989.82 60 60 15
|
|
31.2484 518.754 5986.72 60 60 15
|
|
52.9293 512.294 5991.3 60 60 15
|
|
31.0582 521.216 5991.08 60 60 15
|
|
52.7392 514.755 5995.67 60 60 15
|
|
29.7143 520.031 5995.76 60 60 15
|
|
51.3952 513.571 6000.35 60 60 15
|
|
0 520.961 5954.61 60 0 0
|
|
32.3758 489.681 6010.96 60 0 0
|
|
74.7229 481.333 6068.74 60 0 0
|
|
121.934 496.924 6120.98 60 0 0
|
|
89.5578 528.204 6064.64 60 0 0
|
|
47.2107 536.552 6006.86 60 0 0
|
|
0 520.961 5954.61 60 0 0
|
|
53.0333 515.665 6003.2 60 0 0
|
|
90.3304 525.433 6064.15 60 0 0
|
|
107.393 549.087 6130.11 60 0 0
|
|
54.3596 554.384 6081.52 60 0 0
|
|
17.0624 544.615 6020.57 60 0 0
|
|
0 520.961 5954.61 60 0 0
|
|
37.1827 544.623 6011.7 60 0 0
|
|
57.0293 554.385 6080.35 60 0 0
|
|
57.1458 549.068 6152.27 60 0 0
|
|
19.9631 525.406 6095.18 60 0 0
|
|
0.116576 515.644 6026.54 60 0 0
|
|
0 520.961 5954.61 60 0 0
|
|
6.72906 536.537 6024.71 60 0 0
|
|
20.8405 528.178 6094.94 60 0 0
|
|
40.6323 496.893 6156.84 60 0 0
|
|
33.9032 481.317 6086.74 60 0 0
|
|
19.7918 489.676 6016.51 60 0 0
|
|
0 520.961 5954.61 60 0 0
|
|
3.75822 502.58 6024.25 60 0 0
|
|
31.7758 483.029 6087.77 60 0 0
|
|
80.6733 464.666 6137.5 60 0 0
|
|
76.9151 483.047 6067.86 60 0 0
|
|
48.8976 502.598 6004.35 60 0 0
|
|
-14.0631 524.201 5940.77 60 60 15
|
|
-17.924 525.995 5947.31 60 60 15
|
|
-19.0562 527.023 5954.96 60 60 15
|
|
-17.2872 527.128 5962.56 60 60 15
|
|
-12.8864 526.294 5968.95 60 60 15
|
|
-6.52381 524.648 5973.16 60 60 15
|
|
0.832011 522.441 5974.54 60 60 15
|
|
-13.7528 518.368 5940.33 60 60 15
|
|
-17.3508 515.217 5946.49 60 60 15
|
|
-18.3072 512.941 5953.9 60 60 15
|
|
-16.4765 511.885 5961.41 60 60 15
|
|
-12.1375 512.212 5967.89 60 60 15
|
|
-5.95057 513.87 5972.34 60 60 15
|
|
1.14225 516.608 5974.1 60 60 15
|
|
-9.74905 514.569 5938.36 60 60 15
|
|
-9.95273 508.198 5942.86 60 60 15
|
|
-8.64119 503.77 5949.15 60 60 15
|
|
-6.01412 501.959 5956.28 60 60 15
|
|
-2.47144 503.041 5963.14 60 60 15
|
|
1.44748 506.852 5968.71 60 60 15
|
|
5.14604 512.81 5972.14 60 60 15
|
|
-4.39706 515.03 5936.03 60 60 15
|
|
-0.0635507 509.05 5938.55 60 60 15
|
|
4.27964 504.884 5943.51 60 60 15
|
|
7.97129 503.165 5950.17 60 60 15
|
|
10.4494 504.155 5957.5 60 60 15
|
|
11.3367 507.704 5964.4 60 60 15
|
|
10.498 513.271 5969.8 60 60 15
|
|
-0.832011 519.481 5934.69 60 60 15
|
|
6.52381 517.274 5936.07 60 60 15
|
|
12.8864 515.628 5940.28 60 60 15
|
|
17.2872 514.795 5946.67 60 60 15
|
|
19.0562 514.9 5954.27 60 60 15
|
|
17.924 515.927 5961.92 60 60 15
|
|
14.0631 517.722 5968.46 60 60 15
|
|
-1.14225 525.314 5935.13 60 60 15
|
|
5.95057 528.052 5936.88 60 60 15
|
|
12.1375 529.711 5941.34 60 60 15
|
|
16.4765 530.037 5947.82 60 60 15
|
|
18.3072 528.982 5955.33 60 60 15
|
|
17.3508 526.705 5962.73 60 60 15
|
|
13.7528 523.555 5968.9 60 60 15
|
|
-5.14604 529.113 5937.09 60 60 15
|
|
-1.44748 535.071 5940.51 60 60 15
|
|
2.47144 538.881 5946.08 60 60 15
|
|
6.01412 539.963 5952.95 60 60 15
|
|
8.64119 538.152 5960.07 60 60 15
|
|
9.95273 533.724 5966.36 60 60 15
|
|
9.74905 527.353 5970.86 60 60 15
|
|
-10.498 528.651 5939.43 60 60 15
|
|
-11.3367 534.219 5944.83 60 60 15
|
|
-10.4494 537.768 5951.72 60 60 15
|
|
-7.97129 538.758 5959.06 60 60 15
|
|
-4.27964 537.039 5965.71 60 60 15
|
|
0.0635507 532.872 5970.68 60 60 15
|
|
4.39706 526.892 5973.2 60 60 15
|
|
-8.06116 521.913 5936.34 60 60 15
|
|
8.06116 520.009 5972.89 60 60 15
|
|
3.275 515.31 5955.11 60 60 15
|
|
3.275 518.663 5993.43 60 60 15
|
|
6.32681 519.272 5954.76 60 60 15
|
|
6.32681 522.626 5993.09 60 60 15
|
|
5.67247 524.224 5954.33 60 60 15
|
|
5.67247 527.577 5992.65 60 60 15
|
|
1.69526 527.264 5954.06 60 60 15
|
|
1.69526 530.617 5992.39 60 60 15
|
|
-3.275 526.612 5954.12 60 60 15
|
|
-3.275 529.965 5992.45 60 60 15
|
|
-6.32681 522.65 5954.47 60 60 15
|
|
-6.32681 526.003 5992.79 60 60 15
|
|
-5.67247 517.699 5954.9 60 60 15
|
|
-5.67247 521.052 5993.23 60 60 15
|
|
-1.69526 514.658 5955.17 60 60 15
|
|
-1.69526 518.012 5993.49 60 60 15
|
|
2.48687 520.374 5997.33 60 60 15
|
|
-12.2959 549.064 6031.47 60 60 15
|
|
5.67766 523.783 5995.85 60 60 15
|
|
-9.10513 552.472 6029.99 60 60 15
|
|
5.54256 527.502 5992.66 60 60 15
|
|
-9.24023 556.191 6026.8 60 60 15
|
|
2.1607 529.354 5989.64 60 60 15
|
|
-12.6221 558.044 6023.78 60 60 15
|
|
-2.48687 528.254 5988.55 60 60 15
|
|
-17.2697 556.944 6022.69 60 60 15
|
|
-5.67766 524.846 5990.03 60 60 15
|
|
-20.4605 553.535 6024.17 60 60 15
|
|
-5.54256 521.127 5993.22 60 60 15
|
|
-20.3254 549.816 6027.36 60 60 15
|
|
-2.1607 519.274 5996.24 60 60 15
|
|
-16.9435 547.963 6030.38 60 60 15
|
|
-14.1175 552.401 6033.42 60 60 15
|
|
-25.2954 572.102 6036.46 60 60 15
|
|
-10.3932 554.832 6031.36 60 60 15
|
|
-21.5711 574.533 6034.41 60 60 15
|
|
-9.24023 556.191 6026.8 60 60 15
|
|
-20.4181 575.893 6029.85 60 60 15
|
|
-11.3341 555.684 6022.4 60 60 15
|
|
-22.512 575.385 6025.45 60 60 15
|
|
-15.4481 553.606 6020.74 60 60 15
|
|
-26.626 573.307 6023.79 60 60 15
|
|
-19.1724 551.175 6022.8 60 60 15
|
|
-30.3503 570.877 6025.84 60 60 15
|
|
-20.3254 549.816 6027.36 60 60 15
|
|
-31.5032 569.517 6030.41 60 60 15
|
|
-18.2315 550.323 6031.76 60 60 15
|
|
-29.4094 570.025 6034.8 60 60 15
|
|
0 524.314 5992.94 60 0 0
|
|
1.43024 575.237 6042.98 60 0 0
|
|
-19.5558 616.483 6097.36 60 0 0
|
|
-60.4268 643.076 6149.53 60 0 0
|
|
-61.857 592.153 6099.49 60 0 0
|
|
-40.871 550.908 6045.11 60 0 0
|
|
0 524.314 5992.94 60 0 0
|
|
-30.8814 570.45 6037.85 60 0 0
|
|
-59.4096 596.941 6097.71 60 0 0
|
|
-82.1436 600.592 6165.3 60 0 0
|
|
-51.2622 554.456 6120.39 60 0 0
|
|
-22.734 527.965 6060.53 60 0 0
|
|
0 524.314 5992.94 60 0 0
|
|
-38.9624 540.955 6050.42 60 0 0
|
|
-55.2381 557.639 6117.92 60 0 0
|
|
-46.8639 572.353 6187.29 60 0 0
|
|
-7.90145 555.712 6129.81 60 0 0
|
|
8.3742 539.028 6062.31 60 0 0
|
|
0 524.314 5992.94 60 0 0
|
|
-11.6451 527.514 6063.32 60 0 0
|
|
-12.806 552.891 6130.05 60 0 0
|
|
-3.34287 597.384 6185.1 60 0 0
|
|
8.3022 594.184 6114.72 60 0 0
|
|
9.46317 568.807 6047.98 60 0 0
|
|
0 524.314 5992.94 60 0 0
|
|
13.319 548.701 6058.72 60 0 0
|
|
9.24684 589.258 6117.35 60 0 0
|
|
-11.7252 641.093 6161.76 60 0 0
|
|
-25.0442 616.706 6095.98 60 0 0
|
|
-20.972 576.149 6037.35 60 0 0
|
|
7.25374 510.598 5980.32 60 60 15
|
|
9.3358 507.581 5987.21 60 60 15
|
|
9.99657 507.111 5994.97 60 60 15
|
|
9.13545 509.26 6002.42 60 60 15
|
|
6.88355 513.701 6008.43 60 60 15
|
|
3.58368 519.758 6012.08 60 60 15
|
|
-0.261769 526.509 6012.82 60 60 15
|
|
10.9167 514.981 5979.02 60 60 15
|
|
16.104 515.68 5984.81 60 60 15
|
|
18.8397 517.693 5991.84 60 60 15
|
|
18.7072 520.714 5999.03 60 60 15
|
|
15.7267 524.283 6005.3 60 60 15
|
|
10.3519 527.857 6009.68 60 60 15
|
|
3.40118 530.892 6011.52 60 60 15
|
|
10.386 520.172 5976.36 60 60 15
|
|
15.1235 525.27 5979.89 60 60 15
|
|
17.5586 530.223 5985.4 60 60 15
|
|
17.3205 534.276 5992.07 60 60 15
|
|
14.4455 536.813 5998.87 60 60 15
|
|
9.37139 537.447 6004.76 60 60 15
|
|
2.87051 536.082 6008.86 60 60 15
|
|
5.97262 523.129 5973.89 60 60 15
|
|
6.96859 530.734 5975.33 60 60 15
|
|
6.90366 537.362 5979.45 60 60 15
|
|
5.78771 542.003 5985.62 60 60 15
|
|
3.79063 543.952 5992.91 60 60 15
|
|
1.21646 542.911 6000.2 60 60 15
|
|
-1.5429 539.039 6006.39 60 60 15
|
|
0.26177 522.12 5973.06 60 60 15
|
|
-3.58368 528.87 5973.8 60 60 15
|
|
-6.88355 534.927 5977.45 60 60 15
|
|
-9.13545 539.368 5983.46 60 60 15
|
|
-9.99657 541.517 5990.91 60 60 15
|
|
-9.3358 541.048 5998.67 60 60 15
|
|
-7.25374 538.03 6005.56 60 60 15
|
|
-3.40118 517.737 5974.36 60 60 15
|
|
-10.3519 520.772 5976.2 60 60 15
|
|
-15.7267 524.346 5980.58 60 60 15
|
|
-18.7072 527.915 5986.85 60 60 15
|
|
-18.8397 530.936 5994.05 60 60 15
|
|
-16.104 532.949 6001.07 60 60 15
|
|
-10.9167 533.647 6006.86 60 60 15
|
|
-2.87051 512.547 5977.03 60 60 15
|
|
-9.37139 511.182 5981.12 60 60 15
|
|
-14.4455 511.816 5987.02 60 60 15
|
|
-17.3205 514.352 5993.81 60 60 15
|
|
-17.5586 518.406 6000.48 60 60 15
|
|
-15.1235 523.359 6005.99 60 60 15
|
|
-10.386 528.457 6009.52 60 60 15
|
|
1.5429 509.59 5979.49 60 60 15
|
|
-1.21646 505.718 5985.68 60 60 15
|
|
-3.79063 504.677 5992.97 60 60 15
|
|
-5.78771 506.625 6000.26 60 60 15
|
|
-6.90366 511.267 6006.44 60 60 15
|
|
-6.96859 517.895 6010.55 60 60 15
|
|
-5.97262 525.5 6011.99 60 60 15
|
|
4.06737 515.704 5975.35 60 60 15
|
|
-4.06737 532.925 6010.53 60 60 15
|
|
1.38521 530.539 5992.4 60 60 15
|
|
1.38521 533.859 6030.34 60 60 15
|
|
-3.43872 529.692 5992.47 60 60 15
|
|
-3.43872 533.011 6030.42 60 60 15
|
|
-6.24829 525.694 5992.82 60 60 15
|
|
-6.24829 529.014 6030.77 60 60 15
|
|
-5.39771 520.889 5993.24 60 60 15
|
|
-5.39771 524.209 6031.19 60 60 15
|
|
-1.38521 518.09 5993.48 60 60 15
|
|
-1.38521 521.41 6031.43 60 60 15
|
|
3.43872 518.937 5993.41 60 60 15
|
|
3.43872 522.257 6031.36 60 60 15
|
|
6.24829 522.934 5993.06 60 60 15
|
|
6.24829 526.254 6031.01 60 60 15
|
|
5.39771 527.74 5992.64 60 60 15
|
|
5.39771 531.06 6030.59 60 60 15
|
|
1.06598 532.76 6034.3 60 60 15
|
|
-5.13231 508.102 6073.25 60 60 15
|
|
-3.5609 532.211 6033.22 60 60 15
|
|
-9.75919 507.554 6072.17 60 60 15
|
|
-6.10185 528.982 6030.77 60 60 15
|
|
-12.3001 504.324 6069.72 60 60 15
|
|
-5.06842 524.963 6028.39 60 60 15
|
|
-11.2667 500.305 6067.34 60 60 15
|
|
-1.06598 522.509 6027.47 60 60 15
|
|
-7.26427 497.851 6066.42 60 60 15
|
|
3.5609 523.057 6028.56 60 60 15
|
|
-2.63739 498.4 6067.51 60 60 15
|
|
6.10185 526.287 6031.01 60 60 15
|
|
-0.0964422 501.629 6069.96 60 60 15
|
|
5.06842 530.306 6033.38 60 60 15
|
|
-1.12987 505.648 6072.34 60 60 15
|
|
-5.87103 504.976 6075.75 60 60 15
|
|
-10.6233 484.098 6083.07 60 60 15
|
|
-10.2815 505.343 6073.94 60 60 15
|
|
-15.0339 484.465 6081.26 60 60 15
|
|
-12.3001 504.324 6069.72 60 60 15
|
|
-17.0525 483.447 6077.04 60 60 15
|
|
-10.7444 502.516 6065.57 60 60 15
|
|
-15.4967 481.638 6072.9 60 60 15
|
|
-6.52555 500.978 6063.93 60 60 15
|
|
-11.2779 480.1 6071.25 60 60 15
|
|
-2.11504 500.61 6065.74 60 60 15
|
|
-6.86735 479.733 6073.06 60 60 15
|
|
-0.0964422 501.629 6069.96 60 60 15
|
|
-4.84875 480.751 6077.28 60 60 15
|
|
-1.65223 503.437 6074.1 60 60 15
|
|
-6.40454 482.56 6081.43 60 60 15
|
|
0 527.634 6030.89 60 0 0
|
|
-31.6485 501.516 6088.46 60 0 0
|
|
-40.2054 468.174 6150.21 60 0 0
|
|
-24.6387 431.628 6208.7 60 0 0
|
|
7.00983 457.746 6151.13 60 0 0
|
|
15.5668 491.089 6089.37 60 0 0
|
|
0 527.634 6030.89 60 0 0
|
|
-6.40231 482.083 6084.58 60 0 0
|
|
-0.576265 454.636 6149.47 60 0 0
|
|
16.7754 448.606 6217.74 60 0 0
|
|
23.1777 494.158 6164.05 60 0 0
|
|
17.3517 521.604 6099.16 60 0 0
|
|
0 527.634 6030.89 60 0 0
|
|
20.0698 498.581 6092.14 60 0 0
|
|
24.1163 486.208 6161.63 60 0 0
|
|
11.6516 492.008 6230.98 60 0 0
|
|
-8.41818 521.061 6169.73 60 0 0
|
|
-12.4647 533.434 6100.24 60 0 0
|
|
0 527.634 6030.89 60 0 0
|
|
11.1842 528.211 6100.69 60 0 0
|
|
-0.252013 519.257 6169.89 60 0 0
|
|
-32.9293 501.853 6230.12 60 0 0
|
|
-44.1135 501.276 6160.31 60 0 0
|
|
-32.6772 510.23 6091.12 60 0 0
|
|
0 527.634 6030.89 60 0 0
|
|
-20.7795 530.025 6098.42 60 0 0
|
|
-40.0051 508.112 6162.83 60 0 0
|
|
-55.3579 464.537 6216.35 60 0 0
|
|
-34.5784 462.146 6148.81 60 0 0
|
|
-15.3528 484.059 6084.4 60 0 0
|
|
3.08751 540.286 6015.71 60 60 15
|
|
4.01359 545.017 6021.85 60 60 15
|
|
4.32863 547.1 6029.36 60 60 15
|
|
3.98467 546.221 6037.11 60 60 15
|
|
3.03409 542.511 6043.91 60 60 15
|
|
1.62159 536.537 6048.72 60 60 15
|
|
-0.0377754 529.208 6050.83 60 60 15
|
|
-2.64279 539.37 6014.91 60 60 15
|
|
-6.57463 543.323 6020.37 60 60 15
|
|
-9.50554 544.888 6027.43 60 60 15
|
|
-10.9893 543.826 6035.02 60 60 15
|
|
-10.8001 540.299 6041.98 60 60 15
|
|
-8.96662 534.844 6047.25 60 60 15
|
|
-5.76808 528.291 6050.03 60 60 15
|
|
-5.9096 534.824 6013.18 60 60 15
|
|
-12.6109 534.923 6017.18 60 60 15
|
|
-17.3923 533.913 6023.27 60 60 15
|
|
-19.5259 531.947 6030.51 60 60 15
|
|
-18.6869 529.324 6037.81 60 60 15
|
|
-15.0029 526.444 6044.06 60 60 15
|
|
-9.03489 523.745 6048.3 60 60 15
|
|
-4.79928 529.311 6011.54 60 60 15
|
|
-10.5593 524.737 6014.15 60 60 15
|
|
-14.7118 520.604 6019.31 60 60 15
|
|
-16.6245 517.541 6026.22 60 60 15
|
|
-16.0063 516.015 6033.85 60 60 15
|
|
-12.9513 516.258 6041.03 60 60 15
|
|
-7.92457 518.232 6046.66 60 60 15
|
|
0.0377754 526.061 6010.95 60 60 15
|
|
-1.62159 518.731 6013.05 60 60 15
|
|
-3.03409 512.757 6017.87 60 60 15
|
|
-3.98467 509.048 6024.67 60 60 15
|
|
-4.32863 508.168 6032.42 60 60 15
|
|
-4.01359 510.252 6039.93 60 60 15
|
|
-3.08751 514.982 6046.07 60 60 15
|
|
5.76808 526.977 6011.75 60 60 15
|
|
8.96662 520.425 6014.53 60 60 15
|
|
10.8001 514.969 6019.8 60 60 15
|
|
10.9893 511.442 6026.76 60 60 15
|
|
9.50554 510.38 6034.34 60 60 15
|
|
6.57463 511.945 6041.41 60 60 15
|
|
2.64279 515.899 6046.87 60 60 15
|
|
9.03489 531.523 6013.47 60 60 15
|
|
15.0029 528.825 6017.72 60 60 15
|
|
18.6869 525.945 6023.96 60 60 15
|
|
19.5259 523.322 6031.26 60 60 15
|
|
17.3923 521.356 6038.51 60 60 15
|
|
12.6109 520.345 6044.59 60 60 15
|
|
5.9096 520.445 6048.59 60 60 15
|
|
7.92457 537.036 6015.11 60 60 15
|
|
12.9513 539.011 6020.75 60 60 15
|
|
16.0063 539.254 6027.92 60 60 15
|
|
16.6245 537.728 6035.55 60 60 15
|
|
14.7118 534.665 6042.47 60 60 15
|
|
10.5593 530.532 6047.62 60 60 15
|
|
4.79928 525.957 6050.23 60 60 15
|
|
1.69139 533.63 6011.88 60 60 15
|
|
-1.69139 521.638 6049.89 60 60 15
|
|
-5.1197 524.063 6031.2 60 60 15
|
|
-5.1197 527.35 6068.77 60 60 15
|
|
-1.0853 521.503 6031.42 60 60 15
|
|
-1.0853 524.79 6069 60 60 15
|
|
3.58485 522.534 6031.33 60 60 15
|
|
3.58485 525.821 6068.91 60 60 15
|
|
6.15505 526.553 6030.98 60 60 15
|
|
6.15505 529.84 6068.55 60 60 15
|
|
5.1197 531.205 6030.57 60 60 15
|
|
5.1197 534.493 6068.15 60 60 15
|
|
1.0853 533.766 6030.35 60 60 15
|
|
1.0853 537.053 6067.92 60 60 15
|
|
-3.58485 532.734 6030.44 60 60 15
|
|
-3.58485 536.022 6068.01 60 60 15
|
|
-6.15505 528.715 6030.79 60 60 15
|
|
-6.15505 532.003 6068.36 60 60 15
|
|
-3.99064 528.458 6072.36 60 60 15
|
|
18.7132 547.5 6107.61 60 60 15
|
|
-0.347775 525.659 6071.52 60 60 15
|
|
22.3561 544.702 6106.78 60 60 15
|
|
3.49882 525.944 6068.89 60 60 15
|
|
26.2027 544.986 6104.15 60 60 15
|
|
5.29585 529.144 6066.01 60 60 15
|
|
27.9997 548.186 6101.26 60 60 15
|
|
3.99064 533.385 6064.56 60 60 15
|
|
26.6945 552.428 6099.81 60 60 15
|
|
0.347775 536.183 6065.39 60 60 15
|
|
23.0516 555.226 6100.65 60 60 15
|
|
-3.49882 535.899 6068.02 60 60 15
|
|
19.205 554.942 6103.28 60 60 15
|
|
-5.29585 532.699 6070.91 60 60 15
|
|
17.408 551.742 6106.16 60 60 15
|
|
21.3265 549.514 6109.64 60 60 15
|
|
38.9686 562.359 6114.71 60 60 15
|
|
24.204 546.126 6108.21 60 60 15
|
|
41.846 558.97 6113.29 60 60 15
|
|
26.2027 544.986 6104.15 60 60 15
|
|
43.8447 557.83 6109.23 60 60 15
|
|
26.1518 546.762 6099.83 60 60 15
|
|
43.7938 559.606 6104.91 60 60 15
|
|
24.0812 550.414 6097.79 60 60 15
|
|
41.7232 563.258 6102.86 60 60 15
|
|
21.2037 553.802 6099.22 60 60 15
|
|
38.8458 566.646 6104.29 60 60 15
|
|
19.205 554.942 6103.28 60 60 15
|
|
36.8471 567.786 6108.35 60 60 15
|
|
19.2559 553.166 6107.6 60 60 15
|
|
36.8979 566.01 6112.67 60 60 15
|
|
0 530.921 6068.46 60 0 0
|
|
42.2856 536.163 6124 60 0 0
|
|
72.6716 562.533 6181.28 60 0 0
|
|
87.4927 606.849 6233.4 60 0 0
|
|
45.2071 601.607 6177.86 60 0 0
|
|
14.8212 575.237 6120.58 60 0 0
|
|
0 530.921 6068.46 60 0 0
|
|
37.8652 565.924 6115.8 60 0 0
|
|
55.2411 597.551 6175.78 60 0 0
|
|
50.032 621.989 6241.17 60 0 0
|
|
12.1668 586.987 6193.83 60 0 0
|
|
-5.20911 555.359 6133.85 60 0 0
|
|
0 530.921 6068.46 60 0 0
|
|
8.58719 573.708 6123.19 60 0 0
|
|
18.1741 594.976 6189.19 60 0 0
|
|
27.6044 592.16 6258.49 60 0 0
|
|
19.0172 549.373 6203.76 60 0 0
|
|
9.43029 528.105 6137.76 60 0 0
|
|
0 530.921 6068.46 60 0 0
|
|
-5.08709 548.759 6135.96 60 0 0
|
|
12.6959 558.366 6202.97 60 0 0
|
|
51.2042 558.584 6261.43 60 0 0
|
|
56.2912 540.747 6193.93 60 0 0
|
|
38.5082 531.139 6126.91 60 0 0
|
|
0 530.921 6068.46 60 0 0
|
|
15.7397 525.555 6136.45 60 0 0
|
|
46.3772 538.315 6198.09 60 0 0
|
|
88.2172 567.663 6245.92 60 0 0
|
|
72.4775 573.029 6177.93 60 0 0
|
|
41.84 560.269 6116.29 60 0 0
|
|
-11.483 521.668 6054.95 60 60 15
|
|
-15.0807 519.721 6061.59 60 60 15
|
|
-16.3824 519.479 6069.28 60 60 15
|
|
-15.1901 520.979 6076.85 60 60 15
|
|
-11.6852 523.992 6083.14 60 60 15
|
|
-6.40136 528.061 6087.19 60 60 15
|
|
-0.142967 532.565 6088.39 60 60 15
|
|
-6.67626 518.366 6054.39 60 60 15
|
|
-6.19893 513.62 6060.57 60 60 15
|
|
-4.77787 511.507 6067.95 60 60 15
|
|
-2.62942 512.35 6075.4 60 60 15
|
|
-0.080665 516.021 6081.8 60 60 15
|
|
2.48037 521.96 6086.17 60 60 15
|
|
4.66379 529.263 6087.84 60 60 15
|
|
-1.28007 519.227 6052.28 60 60 15
|
|
3.77194 515.211 6056.67 60 60 15
|
|
8.24971 513.586 6062.85 60 60 15
|
|
11.4715 514.601 6069.89 60 60 15
|
|
12.9469 518.1 6076.7 60 60 15
|
|
12.4512 523.551 6082.27 60 60 15
|
|
10.06 530.124 6085.73 60 60 15
|
|
1.54455 523.747 6049.85 60 60 15
|
|
8.99116 523.562 6052.18 60 60 15
|
|
15.0689 524.498 6056.98 60 60 15
|
|
18.8526 526.411 6063.54 60 60 15
|
|
19.7661 529.012 6070.84 60 60 15
|
|
17.6705 531.902 6077.78 60 60 15
|
|
12.8846 534.644 6083.3 60 60 15
|
|
0.142967 529.278 6048.53 60 60 15
|
|
6.40136 533.782 6049.73 60 60 15
|
|
11.6852 537.851 6053.78 60 60 15
|
|
15.1901 540.864 6060.07 60 60 15
|
|
16.3824 542.364 6067.63 60 60 15
|
|
15.0807 542.122 6075.32 60 60 15
|
|
11.483 540.175 6081.97 60 60 15
|
|
-4.66379 532.58 6049.08 60 60 15
|
|
-2.48037 539.883 6050.75 60 60 15
|
|
0.080665 545.822 6055.12 60 60 15
|
|
2.62942 549.492 6061.52 60 60 15
|
|
4.77787 550.336 6068.97 60 60 15
|
|
6.19893 548.223 6076.35 60 60 15
|
|
6.67626 543.476 6082.52 60 60 15
|
|
-10.06 531.719 6051.19 60 60 15
|
|
-12.4512 538.292 6054.65 60 60 15
|
|
-12.9469 543.743 6060.21 60 60 15
|
|
-11.4715 547.242 6067.03 60 60 15
|
|
-8.24971 548.256 6074.07 60 60 15
|
|
-3.77194 546.632 6080.25 60 60 15
|
|
1.28006 542.615 6084.63 60 60 15
|
|
-12.8846 527.199 6053.62 60 60 15
|
|
-17.6705 529.94 6059.14 60 60 15
|
|
-19.7661 532.831 6066.08 60 60 15
|
|
-18.8526 535.431 6073.38 60 60 15
|
|
-15.0689 537.345 6079.93 60 60 15
|
|
-8.99116 538.28 6084.74 60 60 15
|
|
-1.54455 538.095 6087.06 60 60 15
|
|
-6.1372 525.024 6050.36 60 60 15
|
|
6.1372 536.818 6086.56 60 60 15
|
|
6.04781 530.128 6068.53 60 60 15
|
|
6.04781 533.383 6105.73 60 60 15
|
|
4.83946 534.621 6068.14 60 60 15
|
|
4.83946 537.875 6105.33 60 60 15
|
|
0.79621 536.946 6067.93 60 60 15
|
|
0.79621 540.201 6105.13 60 60 15
|
|
-3.71344 535.742 6068.04 60 60 15
|
|
-3.71344 538.997 6105.24 60 60 15
|
|
-6.04781 531.715 6068.39 60 60 15
|
|
-6.04781 534.969 6105.59 60 60 15
|
|
-4.83946 527.222 6068.78 60 60 15
|
|
-4.83946 530.477 6105.98 60 60 15
|
|
-0.79621 524.897 6068.99 60 60 15
|
|
-0.79621 528.151 6106.19 60 60 15
|
|
3.71344 526.1 6068.88 60 60 15
|
|
3.71344 529.355 6106.08 60 60 15
|
|
4.77247 533.855 6109.2 60 60 15
|
|
-21.8004 540.555 6145.64 60 60 15
|
|
3.92381 538.104 6107.8 60 60 15
|
|
-22.649 544.804 6144.24 60 60 15
|
|
0.776631 540.053 6105.14 60 60 15
|
|
-25.7962 546.753 6141.59 60 60 15
|
|
-2.82548 538.558 6102.79 60 60 15
|
|
-29.3983 545.259 6139.24 60 60 15
|
|
-4.77247 534.497 6102.12 60 60 15
|
|
-31.3453 541.197 6138.56 60 60 15
|
|
-3.92381 530.248 6103.52 60 60 15
|
|
-30.4966 536.948 6139.96 60 60 15
|
|
-0.776631 528.299 6106.17 60 60 15
|
|
-27.3495 534.999 6142.62 60 60 15
|
|
2.82548 529.793 6108.52 60 60 15
|
|
-23.7473 536.494 6144.97 60 60 15
|
|
-24.7499 541.13 6147.76 60 60 15
|
|
-45.6668 544.471 6154.35 60 60 15
|
|
-24.7347 545.211 6145.74 60 60 15
|
|
-45.6515 548.552 6152.33 60 60 15
|
|
-25.7962 546.753 6141.59 60 60 15
|
|
-46.713 550.093 6148.18 60 60 15
|
|
-27.3127 544.852 6137.74 60 60 15
|
|
-48.2295 548.193 6144.33 60 60 15
|
|
-28.3958 540.622 6136.44 60 60 15
|
|
-49.3126 543.963 6143.03 60 60 15
|
|
-28.411 536.541 6138.47 60 60 15
|
|
-49.3278 539.882 6145.05 60 60 15
|
|
-27.3495 534.999 6142.62 60 60 15
|
|
-48.2663 538.34 6149.21 60 60 15
|
|
-25.833 536.9 6146.47 60 60 15
|
|
-46.7498 540.241 6153.06 60 60 15
|
|
13.6493 531.121 6091.36 60 60 15
|
|
18.1146 531.091 6097.76 60 60 15
|
|
19.8221 531.531 6105.36 60 60 15
|
|
18.5119 532.373 6113.01 60 60 15
|
|
14.3834 533.489 6119.54 60 60 15
|
|
8.06514 534.711 6123.95 60 60 15
|
|
0.51906 535.85 6125.58 60 60 15
|
|
12.2808 536.669 6090.07 60 60 15
|
|
15.5859 541.341 6095.38 60 60 15
|
|
16.5182 544.923 6102.25 60 60 15
|
|
14.9358 546.869 6109.64 60 60 15
|
|
11.0795 546.882 6116.42 60 60 15
|
|
5.53647 544.961 6121.57 60 60 15
|
|
-0.849447 541.398 6124.29 60 60 15
|
|
7.56413 539.371 6087.89 60 60 15
|
|
6.87065 546.334 6091.34 60 60 15
|
|
5.13117 551.446 6096.97 60 60 15
|
|
2.61052 553.929 6103.93 60 60 15
|
|
-0.307555 553.405 6111.15 60 60 15
|
|
-3.17881 549.953 6117.53 60 60 15
|
|
-5.56612 544.1 6122.11 60 60 15
|
|
2.26225 537.645 6086.09 60 60 15
|
|
-2.92594 543.144 6088.02 60 60 15
|
|
-7.66869 547.279 6092.64 60 60 15
|
|
-11.2439 549.419 6099.24 60 60 15
|
|
-13.1074 549.238 6106.81 60 60 15
|
|
-12.9754 546.764 6114.21 60 60 15
|
|
-10.868 542.374 6120.31 60 60 15
|
|
-0.51906 532.501 6085.74 60 60 15
|
|
-8.06514 533.641 6087.36 60 60 15
|
|
-14.3834 534.862 6091.78 60 60 15
|
|
-18.5119 535.979 6098.31 60 60 15
|
|
-19.8221 536.821 6105.95 60 60 15
|
|
-18.1146 537.261 6113.55 60 60 15
|
|
-13.6493 537.23 6119.95 60 60 15
|
|
0.849447 526.954 6087.03 60 60 15
|
|
-5.53647 523.391 6089.75 60 60 15
|
|
-11.0795 521.47 6094.9 60 60 15
|
|
-14.9358 521.483 6101.68 60 60 15
|
|
-16.5182 523.429 6109.07 60 60 15
|
|
-15.5859 527.01 6115.94 60 60 15
|
|
-12.2808 531.683 6121.25 60 60 15
|
|
5.56612 524.252 6089.21 60 60 15
|
|
3.17881 518.398 6093.79 60 60 15
|
|
0.307555 514.947 6100.17 60 60 15
|
|
-2.61052 514.422 6107.39 60 60 15
|
|
-5.13117 516.905 6114.34 60 60 15
|
|
-6.87065 522.018 6119.98 60 60 15
|
|
-7.56413 528.981 6123.43 60 60 15
|
|
10.868 525.978 6091.01 60 60 15
|
|
12.9754 521.588 6097.1 60 60 15
|
|
13.1074 519.114 6104.5 60 60 15
|
|
11.2439 518.933 6112.08 60 60 15
|
|
7.66869 521.073 6118.68 60 60 15
|
|
2.92594 525.207 6123.29 60 60 15
|
|
-2.26225 530.707 6125.22 60 60 15
|
|
7.10604 531.617 6087.14 60 60 15
|
|
-7.10604 536.735 6124.18 60 60 15
|
|
-3.82459 538.716 6105.26 60 60 15
|
|
-3.82459 541.939 6142.09 60 60 15
|
|
-5.92736 534.692 6105.61 60 60 15
|
|
-5.92736 537.915 6142.44 60 60 15
|
|
-4.55796 530.366 6105.99 60 60 15
|
|
-4.55796 533.588 6142.82 60 60 15
|
|
-0.518577 528.271 6106.17 60 60 15
|
|
-0.518577 531.493 6143.01 60 60 15
|
|
3.82459 529.635 6106.06 60 60 15
|
|
3.82459 532.858 6142.89 60 60 15
|
|
5.92736 533.659 6105.7 60 60 15
|
|
5.92736 536.882 6142.53 60 60 15
|
|
4.55796 537.986 6105.32 60 60 15
|
|
4.55796 541.208 6142.16 60 60 15
|
|
0.518577 540.081 6105.14 60 60 15
|
|
0.518577 543.303 6141.97 60 60 15
|
|
-3.05394 541.314 6145.49 60 60 15
|
|
13.5912 524.776 6184.06 60 60 15
|
|
-5.30118 537.541 6144.84 60 60 15
|
|
11.344 521.003 6183.41 60 60 15
|
|
-4.44306 533.684 6142.81 60 60 15
|
|
12.2021 517.146 6181.38 60 60 15
|
|
-0.982257 532.003 6140.6 60 60 15
|
|
15.6629 515.465 6179.17 60 60 15
|
|
3.05394 533.483 6139.49 60 60 15
|
|
19.6991 516.944 6178.06 60 60 15
|
|
5.30118 537.256 6140.14 60 60 15
|
|
21.9463 520.717 6178.71 60 60 15
|
|
4.44306 541.112 6142.16 60 60 15
|
|
21.0882 524.574 6180.73 60 60 15
|
|
0.982257 542.793 6144.38 60 60 15
|
|
17.6274 526.255 6182.95 60 60 15
|
|
15.3701 522.849 6186.36 60 60 15
|
|
28.6365 507.753 6195.22 60 60 15
|
|
12.6018 519.64 6185.04 60 60 15
|
|
25.8682 504.545 6193.9 60 60 15
|
|
12.2021 517.146 6181.38 60 60 15
|
|
25.4685 502.051 6190.25 60 60 15
|
|
14.4051 516.827 6177.54 60 60 15
|
|
27.6715 501.732 6186.41 60 60 15
|
|
17.9203 518.871 6175.76 60 60 15
|
|
31.1867 503.776 6184.62 60 60 15
|
|
20.6885 522.08 6177.08 60 60 15
|
|
33.9549 506.984 6185.95 60 60 15
|
|
21.0882 524.574 6180.73 60 60 15
|
|
34.3546 509.479 6189.6 60 60 15
|
|
18.8852 524.892 6184.58 60 60 15
|
|
32.1516 509.797 6193.44 60 60 15
|
|
-8.68522 546.424 6126.9 60 60 15
|
|
-11.6513 550.494 6132.86 60 60 15
|
|
-12.8435 552.57 6140.29 60 60 15
|
|
-12.0805 552.336 6148.05 60 60 15
|
|
-9.47825 549.829 6154.97 60 60 15
|
|
-5.43308 545.428 6159.98 60 60 15
|
|
-0.56076 539.805 6162.34 60 60 15
|
|
-11.477 541.284 6126.58 60 60 15
|
|
-16.8098 540.997 6132.27 60 60 15
|
|
-19.5834 540.161 6139.51 60 60 15
|
|
-19.3757 538.905 6147.21 60 60 15
|
|
-16.2182 537.42 6154.19 60 60 15
|
|
-10.5916 535.931 6159.39 60 60 15
|
|
-3.35252 534.666 6162.02 60 60 15
|
|
-9.92528 535.807 6125.2 60 60 15
|
|
-13.9426 530.875 6129.72 60 60 15
|
|
-15.8373 526.937 6136.18 60 60 15
|
|
-15.3209 524.591 6143.61 60 60 15
|
|
-12.472 524.195 6150.86 60 60 15
|
|
-7.72441 525.809 6156.84 60 60 15
|
|
-1.80082 529.188 6160.64 60 60 15
|
|
-4.93909 533.2 6123.57 60 60 15
|
|
-4.72931 526.059 6126.71 60 60 15
|
|
-3.79955 520.644 6132.25 60 60 15
|
|
-2.29133 517.779 6139.35 60 60 15
|
|
-0.434284 517.902 6146.93 60 60 15
|
|
1.48888 520.993 6153.83 60 60 15
|
|
3.18538 526.581 6159.01 60 60 15
|
|
0.56076 534.991 6122.64 60 60 15
|
|
5.43308 529.368 6125 60 60 15
|
|
9.47825 524.968 6130.01 60 60 15
|
|
12.0805 522.46 6136.93 60 60 15
|
|
12.8435 522.226 6144.69 60 60 15
|
|
11.6513 524.302 6152.12 60 60 15
|
|
8.68522 528.372 6158.08 60 60 15
|
|
3.35252 540.131 6122.96 60 60 15
|
|
10.5916 538.865 6125.59 60 60 15
|
|
16.2182 537.377 6130.79 60 60 15
|
|
19.3757 535.891 6137.77 60 60 15
|
|
19.5834 534.635 6145.46 60 60 15
|
|
16.8098 533.799 6152.71 60 60 15
|
|
11.477 533.512 6158.4 60 60 15
|
|
1.80082 545.609 6124.34 60 60 15
|
|
7.72441 548.987 6128.14 60 60 15
|
|
12.472 550.601 6134.11 60 60 15
|
|
15.3209 550.205 6141.37 60 60 15
|
|
15.8373 547.859 6148.79 60 60 15
|
|
13.9426 543.921 6155.26 60 60 15
|
|
9.92528 538.99 6159.78 60 60 15
|
|
-3.18538 548.215 6125.97 60 60 15
|
|
-1.48888 553.804 6131.15 60 60 15
|
|
0.434284 556.894 6138.05 60 60 15
|
|
2.29133 557.017 6145.63 60 60 15
|
|
3.79955 554.153 6152.73 60 60 15
|
|
4.72931 548.738 6158.27 60 60 15
|
|
4.93909 541.597 6161.41 60 60 15
|
|
-4.39693 540.98 6123.31 60 60 15
|
|
4.39693 533.816 6161.67 60 60 15
|
|
-0.252992 531.626 6142.99 60 60 15
|
|
-0.252992 534.816 6179.46 60 60 15
|
|
3.91842 533.138 6142.86 60 60 15
|
|
3.91842 536.329 6179.33 60 60 15
|
|
5.79448 537.146 6142.51 60 60 15
|
|
5.79448 540.337 6178.98 60 60 15
|
|
4.27621 541.302 6142.15 60 60 15
|
|
4.27621 544.492 6178.61 60 60 15
|
|
0.252992 543.171 6141.98 60 60 15
|
|
0.252992 546.361 6178.45 60 60 15
|
|
-3.91842 541.658 6142.12 60 60 15
|
|
-3.91842 544.849 6178.58 60 60 15
|
|
-5.79448 537.65 6142.47 60 60 15
|
|
-5.79448 540.841 6178.93 60 60 15
|
|
-4.27621 533.495 6142.83 60 60 15
|
|
-4.27621 536.685 6179.3 60 60 15
|
|
-0.204316 536.202 6182.51 60 60 15
|
|
0.885992 564.309 6217.25 60 60 15
|
|
3.84688 537.313 6181.48 60 60 15
|
|
4.93719 565.42 6216.23 60 60 15
|
|
5.64462 540.343 6178.98 60 60 15
|
|
6.73493 568.45 6213.72 60 60 15
|
|
4.13582 543.517 6176.46 60 60 15
|
|
5.22613 571.624 6211.2 60 60 15
|
|
0.204316 544.975 6175.4 60 60 15
|
|
1.29462 573.082 6210.14 60 60 15
|
|
-3.84688 543.864 6176.43 60 60 15
|
|
-2.75657 571.971 6211.17 60 60 15
|
|
-5.64462 540.834 6178.93 60 60 15
|
|
-4.55431 568.941 6213.67 60 60 15
|
|
-4.13582 537.66 6181.45 60 60 15
|
|
-3.04552 565.767 6216.19 60 60 15
|
|
0.997986 567.046 6219.1 60 60 15
|
|
1.87746 587.822 6225.46 60 60 15
|
|
5.01638 567.355 6217.53 60 60 15
|
|
5.89585 588.132 6223.89 60 60 15
|
|
6.73493 568.45 6213.72 60 60 15
|
|
7.61441 589.227 6220.08 60 60 15
|
|
5.14694 569.689 6209.89 60 60 15
|
|
6.02642 590.465 6216.25 60 60 15
|
|
1.18263 570.345 6208.29 60 60 15
|
|
2.06211 591.122 6214.65 60 60 15
|
|
-2.83576 570.036 6209.86 60 60 15
|
|
-1.95629 590.812 6216.22 60 60 15
|
|
-4.55431 568.941 6213.67 60 60 15
|
|
-3.67484 589.718 6220.03 60 60 15
|
|
-2.96632 567.702 6217.5 60 60 15
|
|
-2.08685 588.479 6223.86 60 60 15
|
|
-0.578062 526.094 6165.19 60 60 15
|
|
-0.784097 521.934 6171.79 60 60 15
|
|
-0.870761 520.614 6179.48 60 60 15
|
|
-0.824859 522.336 6187.09 60 60 15
|
|
-0.65338 526.836 6193.46 60 60 15
|
|
-0.38243 533.43 6197.63 60 60 15
|
|
-0.053258 541.113 6198.95 60 60 15
|
|
4.9212 527.904 6164.3 60 60 15
|
|
9.37722 525.28 6170.14 60 60 15
|
|
12.4056 524.986 6177.33 60 60 15
|
|
13.5454 527.067 6184.76 60 60 15
|
|
12.623 531.207 6191.31 60 60 15
|
|
9.77889 536.775 6195.98 60 60 15
|
|
5.44601 542.924 6198.06 60 60 15
|
|
7.38398 532.746 6162.1 60 60 15
|
|
13.9278 534.226 6166.09 60 60 15
|
|
18.3513 536.675 6172.03 60 60 15
|
|
19.981 539.72 6179.03 60 60 15
|
|
18.5687 542.896 6186.02 60 60 15
|
|
14.3295 545.722 6191.93 60 60 15
|
|
7.90879 547.766 6195.87 60 60 15
|
|
5.36761 537.783 6159.89 60 60 15
|
|
10.2021 543.533 6162.01 60 60 15
|
|
13.4834 548.834 6166.7 60 60 15
|
|
14.7119 552.881 6173.26 60 60 15
|
|
13.7007 555.056 6180.68 60 60 15
|
|
10.6037 555.028 6187.85 60 60 15
|
|
5.89242 552.802 6193.66 60 60 15
|
|
0.053258 540.064 6158.96 60 60 15
|
|
0.38243 547.748 6160.28 60 60 15
|
|
0.65338 554.341 6164.45 60 60 15
|
|
0.824859 558.842 6170.82 60 60 15
|
|
0.870761 560.563 6178.43 60 60 15
|
|
0.784097 559.243 6186.12 60 60 15
|
|
0.578062 555.083 6192.72 60 60 15
|
|
-5.44601 538.253 6159.85 60 60 15
|
|
-9.77889 544.402 6161.93 60 60 15
|
|
-12.623 549.97 6166.6 60 60 15
|
|
-13.5454 554.11 6173.15 60 60 15
|
|
-12.4056 556.191 6180.58 60 60 15
|
|
-9.37722 555.897 6187.77 60 60 15
|
|
-4.9212 553.273 6193.61 60 60 15
|
|
-7.90879 533.411 6162.05 60 60 15
|
|
-14.3295 535.455 6165.98 60 60 15
|
|
-18.5687 538.281 6171.89 60 60 15
|
|
-19.981 541.458 6178.88 60 60 15
|
|
-18.3513 544.502 6185.88 60 60 15
|
|
-13.9278 546.951 6191.82 60 60 15
|
|
-7.38398 548.431 6195.81 60 60 15
|
|
-5.89242 528.375 6164.26 60 60 15
|
|
-10.6037 526.149 6170.06 60 60 15
|
|
-13.7007 526.121 6177.23 60 60 15
|
|
-14.7119 528.296 6184.65 60 60 15
|
|
-13.4834 532.343 6191.21 60 60 15
|
|
-10.2021 537.644 6195.9 60 60 15
|
|
-5.36761 543.394 6198.02 60 60 15
|
|
-0.284022 532.46 6160.68 60 60 15
|
|
0.284022 548.717 6197.23 60 60 15
|
|
3.99515 544.569 6178.61 60 60 15
|
|
3.99515 547.727 6214.71 60 60 15
|
|
-3.37356e-009 546.217 6178.46 60 60 15
|
|
-3.37356e-009 549.376 6214.57 60 60 15
|
|
-3.99515 544.569 6178.61 60 60 15
|
|
-3.99515 547.727 6214.71 60 60 15
|
|
-5.65 540.589 6178.96 60 60 15
|
|
-5.65 543.747 6215.06 60 60 15
|
|
-3.99515 536.609 6179.3 60 60 15
|
|
-3.99515 539.767 6215.41 60 60 15
|
|
3.43123e-009 534.96 6179.45 60 60 15
|
|
3.43122e-009 538.119 6215.55 60 60 15
|
|
3.99515 536.609 6179.3 60 60 15
|
|
3.99515 539.767 6215.41 60 60 15
|
|
5.65 540.589 6178.96 60 60 15
|
|
5.65 543.747 6215.06 60 60 15
|
|
3.26166 547.258 6217.76 60 60 15
|
|
-13.7827 533.513 6256.22 60 60 15
|
|
-0.443656 548.969 6216.73 60 60 15
|
|
-17.488 535.225 6255.19 60 60 15
|
|
-3.88909 547.622 6214.72 60 60 15
|
|
-20.9334 533.877 6253.18 60 60 15
|
|
-5.05634 544.005 6212.91 60 60 15
|
|
-22.1007 530.26 6251.37 60 60 15
|
|
-3.26166 540.237 6212.36 60 60 15
|
|
-20.306 526.493 6250.82 60 60 15
|
|
0.443656 538.526 6213.39 60 60 15
|
|
-16.6007 524.781 6251.85 60 60 15
|
|
3.88909 539.873 6215.4 60 60 15
|
|
-13.1553 526.129 6253.86 60 60 15
|
|
5.05634 543.49 6217.21 60 60 15
|
|
-11.988 529.746 6255.67 60 60 15
|
|
-15.4625 532.017 6258.39 60 60 15
|
|
-29.3708 518.925 6268.33 60 60 15
|
|
-18.6758 534.166 6256.72 60 60 15
|
|
-32.5841 521.074 6266.66 60 60 15
|
|
-20.9334 533.877 6253.18 60 60 15
|
|
-34.8417 520.785 6263.12 60 60 15
|
|
-20.9129 531.319 6249.84 60 60 15
|
|
-34.8211 518.226 6259.78 60 60 15
|
|
-18.6262 527.989 6248.66 60 60 15
|
|
-32.5344 514.897 6258.59 60 60 15
|
|
-15.4129 525.839 6250.32 60 60 15
|
|
-29.3211 512.747 6260.26 60 60 15
|
|
-13.1553 526.129 6253.86 60 60 15
|
|
-27.0635 513.037 6263.8 60 60 15
|
|
-13.1758 528.687 6257.2 60 60 15
|
|
-27.0841 515.595 6267.14 60 60 15
|
|
9.18458 551.572 6199.11 60 60 15
|
|
12.6007 555.509 6204.92 60 60 15
|
|
14.0985 557.656 6212.27 60 60 15
|
|
13.45 557.685 6220.05 60 60 15
|
|
10.7538 555.592 6227.06 60 60 15
|
|
6.4204 551.696 6232.25 60 60 15
|
|
1.10958 546.59 6234.83 60 60 15
|
|
3.8502 553.822 6198.22 60 60 15
|
|
2.74409 559.666 6203.27 60 60 15
|
|
1.22021 563.088 6210.11 60 60 15
|
|
-0.489435 563.565 6217.71 60 60 15
|
|
-2.12457 561.024 6224.91 60 60 15
|
|
-3.43625 555.854 6230.61 60 60 15
|
|
-4.2248 548.841 6233.93 60 60 15
|
|
-1.37446 551.629 6196.73 60 60 15
|
|
-6.90983 555.615 6200.52 60 60 15
|
|
-11.3932 557.795 6206.53 60 60 15
|
|
-14.1421 557.836 6213.83 60 60 15
|
|
-14.738 555.732 6221.32 60 60 15
|
|
-13.0902 551.803 6227.86 60 60 15
|
|
-9.44946 546.648 6232.45 60 60 15
|
|
-3.42887 546.279 6195.52 60 60 15
|
|
-10.7059 545.729 6198.28 60 60 15
|
|
-16.353 544.878 6203.6 60 60 15
|
|
-19.5106 543.854 6210.66 60 60 15
|
|
-19.6978 542.814 6218.4 60 60 15
|
|
-16.8862 541.917 6225.62 60 60 15
|
|
-11.5039 541.298 6231.24 60 60 15
|
|
-1.10958 540.904 6195.3 60 60 15
|
|
-6.4204 535.798 6197.87 60 60 15
|
|
-10.7538 531.902 6203.06 60 60 15
|
|
-13.45 529.81 6210.08 60 60 15
|
|
-14.0985 529.839 6217.85 60 60 15
|
|
-12.6007 531.986 6225.2 60 60 15
|
|
-9.18458 535.923 6231.01 60 60 15
|
|
4.2248 538.654 6196.19 60 60 15
|
|
3.43625 531.641 6199.52 60 60 15
|
|
2.12457 526.47 6205.21 60 60 15
|
|
0.489435 523.93 6212.41 60 60 15
|
|
-1.22021 524.407 6220.01 60 60 15
|
|
-2.74409 527.828 6226.85 60 60 15
|
|
-3.8502 533.673 6231.9 60 60 15
|
|
9.44946 540.847 6197.67 60 60 15
|
|
13.0902 535.692 6202.26 60 60 15
|
|
14.738 531.763 6208.8 60 60 15
|
|
14.1421 529.659 6216.29 60 60 15
|
|
11.3932 529.7 6223.6 60 60 15
|
|
6.90983 531.879 6229.6 60 60 15
|
|
1.37446 535.865 6233.39 60 60 15
|
|
11.5039 546.197 6198.89 60 60 15
|
|
16.8862 545.578 6204.5 60 60 15
|
|
19.6978 544.68 6211.73 60 60 15
|
|
19.5106 543.641 6219.46 60 60 15
|
|
16.353 542.617 6226.52 60 60 15
|
|
10.7059 541.766 6231.84 60 60 15
|
|
3.42887 541.216 6234.6 60 60 15
|
|
4.37016 546.443 6195.73 60 60 15
|
|
-4.37016 541.052 6234.39 60 60 15
|
|
-5.49477 543.508 6215.08 60 60 15
|
|
-5.49477 546.636 6250.83 60 60 15
|
|
-3.71575 539.708 6215.41 60 60 15
|
|
-3.71575 542.835 6251.16 60 60 15
|
|
0.239907 538.274 6215.54 60 60 15
|
|
0.239907 541.401 6251.29 60 60 15
|
|
4.05503 540.046 6215.38 60 60 15
|
|
4.05503 543.173 6251.13 60 60 15
|
|
5.49477 543.986 6215.04 60 60 15
|
|
5.49477 547.114 6250.79 60 60 15
|
|
3.71575 547.787 6214.71 60 60 15
|
|
3.71575 550.915 6250.46 60 60 15
|
|
-0.239907 549.221 6214.58 60 60 15
|
|
-0.239907 552.349 6250.33 60 60 15
|
|
-4.05503 547.449 6214.74 60 60 15
|
|
-4.05503 550.577 6250.49 60 60 15
|
|
-4.53274 546.925 6253.65 60 60 15
|
|
18.6658 551.173 6290.58 60 60 15
|
|
-3.04012 543.145 6253.15 60 60 15
|
|
20.1585 547.393 6290.08 60 60 15
|
|
0.233364 541.55 6251.27 60 60 15
|
|
23.4319 545.798 6288.21 60 60 15
|
|
3.37014 543.075 6249.13 60 60 15
|
|
26.5687 547.322 6286.06 60 60 15
|
|
4.53274 546.825 6247.97 60 60 15
|
|
27.7313 551.073 6284.9 60 60 15
|
|
3.04012 550.605 6248.47 60 60 15
|
|
26.2387 554.852 6285.4 60 60 15
|
|
-0.233364 552.199 6250.34 60 60 15
|
|
22.9652 556.447 6287.27 60 60 15
|
|
-3.37014 550.675 6252.49 60 60 15
|
|
19.8284 554.923 6289.42 60 60 15
|
|
20.8555 551.44 6292.54 60 60 15
|
|
39.9973 553.087 6301.78 60 60 15
|
|
21.7068 547.582 6291.46 60 60 15
|
|
40.8486 549.229 6300.7 60 60 15
|
|
23.4319 545.798 6288.21 60 60 15
|
|
42.5737 547.445 6297.44 60 60 15
|
|
25.0204 547.133 6284.68 60 60 15
|
|
44.1622 548.78 6293.91 60 60 15
|
|
25.5416 550.806 6282.94 60 60 15
|
|
44.6834 552.453 6292.18 60 60 15
|
|
24.6903 554.663 6284.02 60 60 15
|
|
43.8321 556.311 6293.25 60 60 15
|
|
22.9652 556.447 6287.27 60 60 15
|
|
42.107 558.094 6296.51 60 60 15
|
|
21.3768 555.112 6290.8 60 60 15
|
|
40.5186 556.759 6300.04 60 60 15
|
|
-12.7095 544.977 6235.48 60 60 15
|
|
-17.6421 545.289 6241.52 60 60 15
|
|
-19.889 545.843 6248.97 60 60 15
|
|
-19.1079 546.553 6256.71 60 60 15
|
|
-15.4178 547.313 6263.54 60 60 15
|
|
-9.38049 548.006 6268.44 60 60 15
|
|
-1.91509 548.527 6270.65 60 60 15
|
|
-10.3317 539.627 6235.29 60 60 15
|
|
-13.2486 535.403 6241.17 60 60 15
|
|
-14.1485 532.926 6248.52 60 60 15
|
|
-12.8944 532.573 6256.21 60 60 15
|
|
-9.67733 534.397 6263.08 60 60 15
|
|
-4.98693 538.12 6268.09 60 60 15
|
|
0.462691 543.177 6270.46 60 60 15
|
|
-5.06333 537.483 6233.89 60 60 15
|
|
-3.51395 531.442 6238.58 60 60 15
|
|
-1.42961 527.75 6245.13 60 60 15
|
|
0.872388 526.97 6252.55 60 60 15
|
|
3.04157 529.22 6259.7 60 60 15
|
|
4.7477 534.158 6265.5 60 60 15
|
|
5.73103 541.032 6269.06 60 60 15
|
|
0.00944167 539.801 6232.1 60 60 15
|
|
5.85931 535.725 6235.27 60 60 15
|
|
10.8172 533.346 6240.81 60 60 15
|
|
14.1282 533.027 6247.87 60 60 15
|
|
15.2883 534.817 6255.38 60 60 15
|
|
14.121 538.442 6262.19 60 60 15
|
|
10.8038 543.35 6267.27 60 60 15
|
|
1.91509 545.223 6230.97 60 60 15
|
|
9.38049 545.744 6233.18 60 60 15
|
|
15.4178 546.437 6238.08 60 60 15
|
|
19.1079 547.196 6244.91 60 60 15
|
|
19.889 547.907 6252.64 60 60 15
|
|
17.6421 548.461 6260.1 60 60 15
|
|
12.7095 548.773 6266.13 60 60 15
|
|
-0.462691 550.573 6231.16 60 60 15
|
|
4.98693 555.63 6233.53 60 60 15
|
|
9.67733 559.353 6238.54 60 60 15
|
|
12.8944 561.177 6245.41 60 60 15
|
|
14.1485 560.824 6253.1 60 60 15
|
|
13.2486 558.346 6260.45 60 60 15
|
|
10.3317 554.123 6266.32 60 60 15
|
|
-5.73103 552.717 6232.56 60 60 15
|
|
-4.7477 559.591 6236.12 60 60 15
|
|
-3.04157 564.53 6241.92 60 60 15
|
|
-0.872388 566.78 6249.07 60 60 15
|
|
1.42961 566 6256.48 60 60 15
|
|
3.51395 562.308 6263.03 60 60 15
|
|
5.06333 556.267 6267.72 60 60 15
|
|
-10.8038 550.399 6234.35 60 60 15
|
|
-14.121 555.308 6239.43 60 60 15
|
|
-15.2883 558.933 6246.24 60 60 15
|
|
-14.1282 560.723 6253.75 60 60 15
|
|
-10.8172 560.404 6260.81 60 60 15
|
|
-5.85931 558.025 6266.34 60 60 15
|
|
-0.00944172 553.949 6269.52 60 60 15
|
|
-5.84187 544.954 6231.78 60 60 15
|
|
5.84187 548.796 6269.84 60 60 15
|
|
4.09834 543.449 6251.11 60 60 15
|
|
4.09834 546.546 6286.5 60 60 15
|
|
5.32964 547.339 6250.77 60 60 15
|
|
5.32964 550.436 6286.16 60 60 15
|
|
3.43891 550.958 6250.45 60 60 15
|
|
3.43891 554.054 6285.85 60 60 15
|
|
-0.466283 552.184 6250.34 60 60 15
|
|
-0.466283 555.281 6285.74 60 60 15
|
|
-4.09834 550.301 6250.51 60 60 15
|
|
-4.09834 553.397 6285.9 60 60 15
|
|
-5.32964 546.41 6250.85 60 60 15
|
|
-5.32964 549.507 6286.24 60 60 15
|
|
-3.43891 542.792 6251.17 60 60 15
|
|
-3.43891 545.889 6286.56 60 60 15
|
|
0.466283 541.566 6251.27 60 60 15
|
|
0.466283 544.662 6286.67 60 60 15
|
|
3.41447 547.351 6289.12 60 60 15
|
|
-13.7029 564.9 6324.92 60 60 15
|
|
4.77789 550.924 6288.02 60 60 15
|
|
-12.3395 568.474 6323.82 60 60 15
|
|
3.3425 553.94 6285.86 60 60 15
|
|
-13.7749 571.489 6321.65 60 60 15
|
|
-0.0508914 554.631 6283.89 60 60 15
|
|
-17.1683 572.18 6319.69 60 60 15
|
|
-3.41447 552.592 6283.29 60 60 15
|
|
-20.5318 570.142 6319.08 60 60 15
|
|
-4.77789 549.019 6284.39 60 60 15
|
|
-21.8953 566.568 6320.18 60 60 15
|
|
-3.3425 546.003 6286.55 60 60 15
|
|
-20.4599 563.553 6322.35 60 60 15
|
|
0.0508914 545.312 6288.51 60 60 15
|
|
-17.0665 562.862 6324.31 60 60 15
|
|
-15.2473 566.358 6326.71 60 60 15
|
|
-29.5232 579.155 6335.54 60 60 15
|
|
-13.4315 569.505 6325.08 60 60 15
|
|
-27.7074 582.302 6333.91 60 60 15
|
|
-13.7749 571.489 6321.65 60 60 15
|
|
-28.0508 584.286 6330.48 60 60 15
|
|
-16.0762 571.15 6318.42 60 60 15
|
|
-30.3521 583.947 6327.25 60 60 15
|
|
-18.9875 568.684 6317.29 60 60 15
|
|
-33.2634 581.481 6326.11 60 60 15
|
|
-20.8032 565.538 6318.91 60 60 15
|
|
-35.0791 578.335 6327.74 60 60 15
|
|
-20.4599 563.553 6322.35 60 60 15
|
|
-34.7358 576.35 6331.17 60 60 15
|
|
-18.1585 563.893 6325.57 60 60 15
|
|
-32.4344 576.69 6334.4 60 60 15
|
|
9.53748 540.635 6271.31 60 60 15
|
|
13.4 537.925 6277.52 60 60 15
|
|
15.2224 537.05 6285.06 60 60 15
|
|
14.7274 538.141 6292.77 60 60 15
|
|
11.9903 541.034 6299.48 60 60 15
|
|
7.42771 545.287 6304.17 60 60 15
|
|
1.73437 550.254 6306.13 60 60 15
|
|
11.3655 546.091 6270.21 60 60 15
|
|
16.7777 548.007 6275.5 60 60 15
|
|
19.6356 550.222 6282.41 60 60 15
|
|
19.5042 552.399 6289.9 60 60 15
|
|
16.4035 554.206 6296.83 60 60 15
|
|
10.8054 555.369 6302.14 60 60 15
|
|
3.56239 555.71 6305.03 60 60 15
|
|
8.82124 551.003 6268.28 60 60 15
|
|
12.0765 557.083 6271.93 60 60 15
|
|
13.4932 562.08 6277.76 60 60 15
|
|
12.8558 565.234 6284.87 60 60 15
|
|
10.2611 566.064 6292.18 60 60 15
|
|
6.10427 564.445 6298.58 60 60 15
|
|
1.01813 560.622 6303.1 60 60 15
|
|
3.39509 552.493 6266.66 60 60 15
|
|
2.0503 559.837 6268.93 60 60 15
|
|
0.393374 565.679 6273.83 60 60 15
|
|
-1.32344 569.129 6280.61 60 60 15
|
|
-2.83878 569.663 6288.25 60 60 15
|
|
-3.92193 567.199 6295.57 60 60 15
|
|
-4.40801 562.112 6301.47 60 60 15
|
|
-1.73437 549.689 6266.28 60 60 15
|
|
-7.42771 554.656 6268.23 60 60 15
|
|
-11.9903 558.909 6272.92 60 60 15
|
|
-14.7274 561.802 6279.63 60 60 15
|
|
-15.2224 562.893 6287.35 60 60 15
|
|
-13.4 562.018 6294.88 60 60 15
|
|
-9.53748 559.308 6301.1 60 60 15
|
|
-3.56239 544.233 6267.38 60 60 15
|
|
-10.8054 544.574 6270.26 60 60 15
|
|
-16.4035 545.737 6275.57 60 60 15
|
|
-19.5042 547.544 6282.5 60 60 15
|
|
-19.6356 549.721 6289.99 60 60 15
|
|
-16.7777 551.936 6296.91 60 60 15
|
|
-11.3655 553.852 6302.2 60 60 15
|
|
-1.01813 539.321 6269.3 60 60 15
|
|
-6.10427 535.498 6273.82 60 60 15
|
|
-10.2611 533.879 6280.23 60 60 15
|
|
-12.8558 534.709 6287.54 60 60 15
|
|
-13.4932 537.863 6294.65 60 60 15
|
|
-12.0765 542.86 6300.47 60 60 15
|
|
-8.82124 548.94 6304.12 60 60 15
|
|
4.40801 537.831 6270.93 60 60 15
|
|
3.92193 532.744 6276.83 60 60 15
|
|
2.83878 530.28 6284.16 60 60 15
|
|
1.32344 530.814 6291.79 60 60 15
|
|
-0.393374 534.264 6298.58 60 60 15
|
|
-2.0503 540.106 6303.48 60 60 15
|
|
-3.39509 547.45 6305.75 60 60 15
|
|
4.22301 544.766 6267.36 60 60 15
|
|
-4.22301 555.177 6305.05 60 60 15
|
|
-0.678736 555.107 6285.75 60 60 15
|
|
-0.678736 558.173 6320.8 60 60 15
|
|
-4.12544 553.125 6285.93 60 60 15
|
|
-4.12544 556.191 6320.97 60 60 15
|
|
-5.15551 549.295 6286.26 60 60 15
|
|
-5.15551 552.361 6321.31 60 60 15
|
|
-3.16556 545.862 6286.56 60 60 15
|
|
-3.16556 548.928 6321.61 60 60 15
|
|
0.678736 544.836 6286.65 60 60 15
|
|
0.678736 547.901 6321.7 60 60 15
|
|
4.12544 546.818 6286.48 60 60 15
|
|
4.12544 549.884 6321.52 60 60 15
|
|
5.15551 550.648 6286.14 60 60 15
|
|
5.15551 553.714 6321.19 60 60 15
|
|
3.16556 554.081 6285.84 60 60 15
|
|
3.16556 557.147 6320.89 60 60 15
|
|
-0.570847 557.577 6323.38 60 60 15
|
|
2.23258 539.606 6362.3 60 60 15
|
|
-3.94399 555.783 6322.8 60 60 15
|
|
-1.14056 537.812 6361.71 60 60 15
|
|
-5.0068 552.381 6321.3 60 60 15
|
|
-2.20336 534.41 6360.22 60 60 15
|
|
-3.13669 549.363 6319.78 60 60 15
|
|
-0.333258 531.392 6358.69 60 60 15
|
|
0.570847 548.498 6319.11 60 60 15
|
|
3.37428 530.527 6358.02 60 60 15
|
|
3.94399 550.292 6319.69 60 60 15
|
|
6.74742 532.321 6358.61 60 60 15
|
|
5.0068 553.694 6321.19 60 60 15
|
|
7.81023 535.723 6360.1 60 60 15
|
|
3.13669 556.712 6322.72 60 60 15
|
|
5.94012 538.741 6361.63 60 60 15
|
|
2.47385 537.942 6364.3 60 60 15
|
|
4.83608 520.978 6376.27 60 60 15
|
|
-0.969955 536.635 6363.13 60 60 15
|
|
1.39227 519.671 6375.1 60 60 15
|
|
-2.20336 534.41 6360.22 60 60 15
|
|
0.158861 517.446 6372.19 60 60 15
|
|
-0.503861 532.569 6357.28 60 60 15
|
|
1.85837 515.605 6369.25 60 60 15
|
|
3.13301 532.191 6356.02 60 60 15
|
|
5.49524 515.228 6368 60 60 15
|
|
6.57682 533.498 6357.19 60 60 15
|
|
8.93904 516.534 6369.17 60 60 15
|
|
7.81023 535.723 6360.1 60 60 15
|
|
10.1725 518.759 6372.08 60 60 15
|
|
6.11072 537.564 6363.05 60 60 15
|
|
8.47295 520.6 6375.02 60 60 15
|
|
-1.58919 563.68 6304.39 60 60 15
|
|
-2.26078 569.273 6309.79 60 60 15
|
|
-2.58819 572.394 6316.93 60 60 15
|
|
-2.52157 572.569 6324.73 60 60 15
|
|
-2.07107 569.77 6332 60 60 15
|
|
-1.30526 564.424 6337.64 60 60 15
|
|
-0.340742 557.344 6340.77 60 60 15
|
|
-6.67222 560.787 6304.06 60 60 15
|
|
-11.653 563.927 6309.18 60 60 15
|
|
-14.8597 565.41 6316.14 60 60 15
|
|
-15.8042 565.009 6323.87 60 60 15
|
|
-14.3426 562.786 6331.21 60 60 15
|
|
-10.6975 559.078 6337.03 60 60 15
|
|
-5.42377 554.451 6340.44 60 60 15
|
|
-8.21241 555.21 6303.14 60 60 15
|
|
-14.4989 553.623 6307.48 60 60 15
|
|
-18.5781 551.947 6313.92 60 60 15
|
|
-19.8289 550.437 6321.47 60 60 15
|
|
-18.061 549.323 6328.99 60 60 15
|
|
-13.5434 548.774 6335.33 60 60 15
|
|
-6.96397 548.874 6339.53 60 60 15
|
|
-5.30755 550.216 6302.17 60 60 15
|
|
-9.13142 544.396 6305.69 60 60 15
|
|
-11.5651 539.891 6311.58 60 60 15
|
|
-12.2381 537.388 6318.94 60 60 15
|
|
-11.048 537.267 6326.65 60 60 15
|
|
-8.1759 539.547 6333.54 60 60 15
|
|
-4.05911 543.881 6338.56 60 60 15
|
|
0.340742 548.731 6301.72 60 60 15
|
|
1.30526 541.651 6304.86 60 60 15
|
|
2.07107 536.305 6310.49 60 60 15
|
|
2.52157 533.506 6317.76 60 60 15
|
|
2.58819 533.68 6325.56 60 60 15
|
|
2.26078 536.802 6332.7 60 60 15
|
|
1.58919 542.395 6338.11 60 60 15
|
|
5.42377 551.624 6302.05 60 60 15
|
|
10.6975 546.996 6305.46 60 60 15
|
|
14.3426 543.289 6311.28 60 60 15
|
|
15.8042 541.065 6318.62 60 60 15
|
|
14.8597 540.665 6326.36 60 60 15
|
|
11.653 542.147 6333.31 60 60 15
|
|
6.67222 545.288 6338.43 60 60 15
|
|
6.96397 557.2 6302.97 60 60 15
|
|
13.5434 557.301 6307.16 60 60 15
|
|
18.061 556.752 6313.5 60 60 15
|
|
19.8289 555.638 6321.02 60 60 15
|
|
18.5781 554.128 6328.57 60 60 15
|
|
14.4989 552.452 6335.01 60 60 15
|
|
8.21241 550.865 6339.35 60 60 15
|
|
4.05911 562.194 6303.94 60 60 15
|
|
8.1759 566.528 6308.95 60 60 15
|
|
11.048 568.808 6315.84 60 60 15
|
|
12.2381 568.687 6323.55 60 60 15
|
|
11.5651 566.184 6330.91 60 60 15
|
|
9.13142 561.679 6336.8 60 60 15
|
|
5.30755 555.858 6340.32 60 60 15
|
|
-0.675653 556.466 6301.55 60 60 15
|
|
0.675653 549.609 6340.94 60 60 15
|
|
-2.89656 548.916 6321.61 60 60 15
|
|
-2.89656 551.952 6356.3 60 60 15
|
|
0.876923 548.083 6321.68 60 60 15
|
|
0.876923 551.119 6356.38 60 60 15
|
|
4.13672 550.152 6321.5 60 60 15
|
|
4.13672 553.187 6356.2 60 60 15
|
|
4.97328 553.911 6321.17 60 60 15
|
|
4.97328 556.947 6355.87 60 60 15
|
|
2.89656 557.158 6320.89 60 60 15
|
|
2.89656 560.194 6355.58 60 60 15
|
|
-0.876923 557.992 6320.81 60 60 15
|
|
-0.876923 561.027 6355.51 60 60 15
|
|
-4.13672 555.923 6320.99 60 60 15
|
|
-4.13672 558.958 6355.69 60 60 15
|
|
-4.97328 552.164 6321.32 60 60 15
|
|
-4.97328 555.199 6356.02 60 60 15
|
|
-2.45814 552.783 6358.62 60 60 15
|
|
9.36856 572.851 6394.2 60 60 15
|
|
1.10005 551.767 6358.01 60 60 15
|
|
12.9267 571.835 6393.59 60 60 15
|
|
4.01385 553.273 6356.19 60 60 15
|
|
15.8405 573.341 6391.77 60 60 15
|
|
4.57638 556.42 6354.23 60 60 15
|
|
16.4031 576.488 6389.81 60 60 15
|
|
2.45814 559.363 6353.27 60 60 15
|
|
14.2848 579.431 6388.85 60 60 15
|
|
-1.10005 560.379 6353.88 60 60 15
|
|
10.7266 580.447 6389.46 60 60 15
|
|
-4.01385 558.873 6355.7 60 60 15
|
|
7.81285 578.941 6391.28 60 60 15
|
|
-4.57638 555.726 6357.66 60 60 15
|
|
7.25031 575.794 6393.24 60 60 15
|
|
10.3373 574.384 6395.85 60 60 15
|
|
20.4016 589.658 6405.52 60 60 15
|
|
13.6118 572.919 6394.76 60 60 15
|
|
23.6761 588.193 6404.43 60 60 15
|
|
15.8405 573.341 6391.77 60 60 15
|
|
25.9048 588.615 6401.44 60 60 15
|
|
15.718 575.403 6388.64 60 60 15
|
|
25.7823 590.678 6398.31 60 60 15
|
|
13.316 577.898 6387.2 60 60 15
|
|
23.3803 593.172 6396.87 60 60 15
|
|
10.0416 579.363 6388.3 60 60 15
|
|
20.1059 594.637 6397.97 60 60 15
|
|
7.81285 578.941 6391.28 60 60 15
|
|
17.8772 594.215 6400.95 60 60 15
|
|
7.93535 576.879 6394.41 60 60 15
|
|
17.9996 592.153 6404.08 60 60 15
|
|
-6.82353 544.964 6340.78 60 60 15
|
|
-9.83302 541.186 6346.91 60 60 15
|
|
-11.3455 539.674 6354.41 60 60 15
|
|
-11.1308 540.659 6362.15 60 60 15
|
|
-9.22147 543.99 6368.94 60 60 15
|
|
-5.90827 549.161 6373.76 60 60 15
|
|
-1.6956 555.385 6375.86 60 60 15
|
|
-1.14271 543.599 6340.35 60 60 15
|
|
0.66376 538.664 6346.12 60 60 15
|
|
2.36918 536.379 6353.38 60 60 15
|
|
3.71391 537.093 6361.04 60 60 15
|
|
4.49324 540.696 6367.92 60 60 15
|
|
4.58851 546.64 6372.97 60 60 15
|
|
3.98522 554.02 6375.43 60 60 15
|
|
3.70555 546.489 6338.78 60 60 15
|
|
9.62219 544.004 6343.22 60 60 15
|
|
14.0739 543.357 6349.6 60 60 15
|
|
16.383 544.645 6356.94 60 60 15
|
|
16.198 547.673 6364.13 60 60 15
|
|
13.5469 551.98 6370.08 60 60 15
|
|
8.83348 556.91 6373.87 60 60 15
|
|
4.88122 551.941 6336.99 60 60 15
|
|
11.7945 554.078 6339.91 60 60 15
|
|
16.9122 556.519 6345.28 60 60 15
|
|
19.4552 558.892 6352.26 60 60 15
|
|
19.0363 560.835 6359.81 60 60 15
|
|
15.7193 562.054 6366.77 60 60 15
|
|
10.0091 562.362 6372.08 60 60 15
|
|
1.6956 556.761 6336.03 60 60 15
|
|
5.90827 562.985 6338.13 60 60 15
|
|
9.22147 568.156 6342.94 60 60 15
|
|
11.1308 571.487 6349.74 60 60 15
|
|
11.3455 572.472 6357.48 60 60 15
|
|
9.83302 570.96 6364.98 60 60 15
|
|
6.82353 567.182 6371.11 60 60 15
|
|
-3.98522 558.126 6336.45 60 60 15
|
|
-4.58851 565.506 6338.91 60 60 15
|
|
-4.49324 571.45 6343.97 60 60 15
|
|
-3.71391 575.053 6350.85 60 60 15
|
|
-2.36918 575.767 6358.5 60 60 15
|
|
-0.66376 573.482 6365.77 60 60 15
|
|
1.14271 568.547 6371.53 60 60 15
|
|
-8.83348 555.236 6338.02 60 60 15
|
|
-13.5469 560.166 6341.81 60 60 15
|
|
-16.198 564.473 6347.75 60 60 15
|
|
-16.383 567.501 6354.94 60 60 15
|
|
-14.0739 568.789 6362.29 60 60 15
|
|
-9.62219 568.142 6368.66 60 60 15
|
|
-3.70555 565.657 6373.1 60 60 15
|
|
-10.0091 549.784 6339.81 60 60 15
|
|
-15.7193 550.092 6345.12 60 60 15
|
|
-19.0363 551.311 6352.08 60 60 15
|
|
-19.4552 553.254 6359.62 60 60 15
|
|
-16.9122 555.627 6366.61 60 60 15
|
|
-11.7945 558.068 6371.97 60 60 15
|
|
-4.88122 560.205 6374.89 60 60 15
|
|
-2.77521 550.433 6336.96 60 60 15
|
|
2.77521 561.713 6374.93 60 60 15
|
|
4.78385 557.129 6355.85 60 60 15
|
|
4.78385 560.135 6390.2 60 60 15
|
|
2.63277 560.19 6355.58 60 60 15
|
|
2.63277 563.195 6389.94 60 60 15
|
|
-1.06055 560.839 6355.53 60 60 15
|
|
-1.06055 563.844 6389.88 60 60 15
|
|
-4.13262 558.696 6355.71 60 60 15
|
|
-4.13262 561.701 6390.07 60 60 15
|
|
-4.78385 555.016 6356.04 60 60 15
|
|
-4.78385 558.022 6390.39 60 60 15
|
|
-2.63277 551.956 6356.3 60 60 15
|
|
-2.63277 554.962 6390.66 60 60 15
|
|
1.06055 551.307 6356.36 60 60 15
|
|
1.06055 554.313 6390.71 60 60 15
|
|
4.13262 553.45 6356.17 60 60 15
|
|
4.13262 556.456 6390.53 60 60 15
|
|
4.09459 560.177 6392.44 60 60 15
|
|
-15.206 559.155 6429.85 60 60 15
|
|
2.16834 563.122 6391.52 60 60 15
|
|
-17.1322 562.1 6428.94 60 60 15
|
|
-1.02809 563.698 6389.89 60 60 15
|
|
-20.3287 562.676 6427.3 60 60 15
|
|
-3.62228 561.568 6388.5 60 60 15
|
|
-22.9229 560.546 6425.91 60 60 15
|
|
-4.09459 557.98 6388.15 60 60 15
|
|
-23.3952 556.958 6425.57 60 60 15
|
|
-2.16834 555.035 6389.07 60 60 15
|
|
-21.4689 554.013 6426.48 60 60 15
|
|
1.02809 554.459 6390.7 60 60 15
|
|
-18.2725 553.437 6428.11 60 60 15
|
|
3.62228 556.589 6392.1 60 60 15
|
|
-15.6783 555.567 6429.51 60 60 15
|
|
-16.7074 558.972 6431.58 60 60 15
|
|
-33.2882 556.309 6443.31 60 60 15
|
|
-18.1939 561.971 6430.16 60 60 15
|
|
-34.7747 559.307 6441.89 60 60 15
|
|
-20.3287 562.676 6427.3 60 60 15
|
|
-36.9095 560.013 6439.04 60 60 15
|
|
-21.8612 560.675 6424.68 60 60 15
|
|
-38.442 558.012 6436.42 60 60 15
|
|
-21.8938 557.14 6423.83 60 60 15
|
|
-38.4746 554.477 6435.57 60 60 15
|
|
-20.4073 554.142 6425.26 60 60 15
|
|
-36.9881 551.479 6436.99 60 60 15
|
|
-18.2725 553.437 6428.11 60 60 15
|
|
-34.8533 550.773 6439.84 60 60 15
|
|
-16.7399 555.437 6430.73 60 60 15
|
|
-33.3208 552.774 6442.46 60 60 15
|
|
11.3388 560.164 6373.86 60 60 15
|
|
16.5589 561.812 6379.42 60 60 15
|
|
19.2581 563.044 6386.64 60 60 15
|
|
19.0255 563.672 6394.41 60 60 15
|
|
15.8964 563.601 6401.56 60 60 15
|
|
10.3472 562.842 6406.99 60 60 15
|
|
3.22271 561.509 6409.88 60 60 15
|
|
8.03492 564.912 6372.93 60 60 15
|
|
10.4542 570.586 6377.71 60 60 15
|
|
11.282 574.508 6384.41 60 60 15
|
|
10.3921 576.081 6392 60 60 15
|
|
7.92018 575.066 6399.33 60 60 15
|
|
4.24246 571.616 6405.29 60 60 15
|
|
-0.0811337 566.258 6408.96 60 60 15
|
|
2.40147 565.849 6371.63 60 60 15
|
|
0.0449607 572.318 6375.31 60 60 15
|
|
-2.31839 576.771 6381.26 60 60 15
|
|
-4.32879 578.53 6388.59 60 60 15
|
|
-5.68017 577.328 6396.19 60 60 15
|
|
-6.1668 573.348 6402.88 60 60 15
|
|
-5.71458 567.195 6407.66 60 60 15
|
|
-2.26159 562.426 6370.71 60 60 15
|
|
-8.57125 565.992 6373.6 60 60 15
|
|
-13.576 568.506 6379.03 60 60 15
|
|
-16.514 569.584 6386.18 60 60 15
|
|
-16.9378 569.063 6393.96 60 60 15
|
|
-14.783 567.022 6401.18 60 60 15
|
|
-10.3776 563.772 6406.74 60 60 15
|
|
-3.22271 556.647 6370.71 60 60 15
|
|
-10.3472 555.315 6373.6 60 60 15
|
|
-15.8964 554.555 6379.03 60 60 15
|
|
-19.0255 554.485 6386.18 60 60 15
|
|
-19.2581 555.113 6393.96 60 60 15
|
|
-16.5589 556.345 6401.17 60 60 15
|
|
-11.3388 557.993 6406.74 60 60 15
|
|
0.0811337 551.899 6371.63 60 60 15
|
|
-4.24246 546.541 6375.3 60 60 15
|
|
-7.92018 543.091 6381.26 60 60 15
|
|
-10.3921 542.076 6388.59 60 60 15
|
|
-11.282 543.649 6396.18 60 60 15
|
|
-10.4542 547.571 6402.88 60 60 15
|
|
-8.03492 553.245 6407.66 60 60 15
|
|
5.71458 550.962 6372.93 60 60 15
|
|
6.1668 544.809 6377.71 60 60 15
|
|
5.68017 540.829 6384.41 60 60 15
|
|
4.32879 539.627 6392 60 60 15
|
|
2.31839 541.386 6399.33 60 60 15
|
|
-0.0449607 545.839 6405.29 60 60 15
|
|
-2.40147 552.308 6408.96 60 60 15
|
|
10.3776 554.385 6373.86 60 60 15
|
|
14.783 551.135 6379.42 60 60 15
|
|
16.9378 549.093 6386.63 60 60 15
|
|
16.514 548.572 6394.41 60 60 15
|
|
13.576 549.651 6401.56 60 60 15
|
|
8.57125 552.165 6406.99 60 60 15
|
|
2.26159 555.731 6409.88 60 60 15
|
|
4.39238 558.35 6370.8 60 60 15
|
|
-4.39238 559.807 6409.79 60 60 15
|
|
-4.11362 561.444 6390.09 60 60 15
|
|
-4.11362 564.42 6424.1 60 60 15
|
|
-4.58815 557.854 6390.4 60 60 15
|
|
-4.58815 560.829 6424.42 60 60 15
|
|
-2.375 554.98 6390.65 60 60 15
|
|
-2.375 557.956 6424.67 60 60 15
|
|
1.22939 554.508 6390.7 60 60 15
|
|
1.22939 557.483 6424.71 60 60 15
|
|
4.11362 556.712 6390.5 60 60 15
|
|
4.11362 559.688 6424.52 60 60 15
|
|
4.58815 560.303 6390.19 60 60 15
|
|
4.58815 563.279 6424.2 60 60 15
|
|
2.375 563.176 6389.94 60 60 15
|
|
2.375 566.152 6423.95 60 60 15
|
|
-1.22939 563.649 6389.9 60 60 15
|
|
-1.22939 566.625 6423.91 60 60 15
|
|
-3.54952 564.278 6426.21 60 60 15
|
|
12.8426 558.087 6464.04 60 60 15
|
|
-4.13623 560.82 6425.9 60 60 15
|
|
12.2559 554.63 6463.73 60 60 15
|
|
-2.3 558.086 6424.66 60 60 15
|
|
14.0921 551.895 6462.49 60 60 15
|
|
0.883542 557.676 6423.21 60 60 15
|
|
17.2757 551.485 6461.04 60 60 15
|
|
3.54952 559.831 6422.41 60 60 15
|
|
19.9417 553.64 6460.24 60 60 15
|
|
4.13623 563.288 6422.72 60 60 15
|
|
20.5284 557.098 6460.55 60 60 15
|
|
2.3 566.023 6423.96 60 60 15
|
|
18.6921 559.832 6461.79 60 60 15
|
|
-0.883542 566.433 6425.41 60 60 15
|
|
15.5086 560.242 6463.24 60 60 15
|
|
14.0506 557.535 6465.73 60 60 15
|
|
28.2613 550.401 6478.32 60 60 15
|
|
13.1101 554.239 6464.92 60 60 15
|
|
27.3208 547.105 6477.52 60 60 15
|
|
14.0921 551.895 6462.49 60 60 15
|
|
28.3029 544.761 6475.08 60 60 15
|
|
16.4215 551.876 6459.85 60 60 15
|
|
30.6323 544.742 6472.44 60 60 15
|
|
18.7337 554.193 6458.55 60 60 15
|
|
32.9445 547.058 6471.14 60 60 15
|
|
19.6742 557.488 6459.36 60 60 15
|
|
33.885 550.354 6471.95 60 60 15
|
|
18.6921 559.832 6461.79 60 60 15
|
|
32.9029 552.698 6474.38 60 60 15
|
|
16.3627 559.852 6464.43 60 60 15
|
|
30.5735 552.717 6477.02 60 60 15
|
|
-9.81044 566.26 6407.4 60 60 15
|
|
-14.5262 569.46 6412.73 60 60 15
|
|
-17.0305 571.532 6419.82 60 60 15
|
|
-16.942 572.161 6427.6 60 60 15
|
|
-14.2743 571.251 6434.88 60 60 15
|
|
-9.43342 568.942 6440.54 60 60 15
|
|
-3.15641 565.584 6443.74 60 60 15
|
|
-10.6175 560.458 6407.43 60 60 15
|
|
-16.0174 558.739 6412.8 60 60 15
|
|
-18.9788 557.525 6419.92 60 60 15
|
|
-19.0509 557 6427.7 60 60 15
|
|
-16.2226 557.244 6434.97 60 60 15
|
|
-10.9246 558.221 6440.62 60 60 15
|
|
-3.96344 559.782 6443.78 60 60 15
|
|
-7.15385 555.789 6406.71 60 60 15
|
|
-9.61746 550.112 6411.47 60 60 15
|
|
-10.6169 546.253 6418.18 60 60 15
|
|
-10 544.8 6425.82 60 60 15
|
|
-7.8607 545.973 6433.23 60 60 15
|
|
-4.52468 549.594 6439.28 60 60 15
|
|
-0.499818 555.113 6443.06 60 60 15
|
|
-1.44852 554.989 6405.65 60 60 15
|
|
0.924619 548.632 6409.51 60 60 15
|
|
3.15699 544.32 6415.62 60 60 15
|
|
4.90874 542.707 6423.05 60 60 15
|
|
5.91318 544.039 6430.67 60 60 15
|
|
6.01739 548.115 6437.33 60 60 15
|
|
5.20551 554.312 6442 60 60 15
|
|
3.15641 558.525 6404.88 60 60 15
|
|
9.43342 555.167 6408.07 60 60 15
|
|
14.2743 552.857 6413.74 60 60 15
|
|
16.942 551.948 6421.02 60 60 15
|
|
17.0305 552.577 6428.8 60 60 15
|
|
14.5262 554.649 6435.89 60 60 15
|
|
9.81044 557.848 6441.22 60 60 15
|
|
3.96344 564.327 6404.84 60 60 15
|
|
10.9246 565.887 6408 60 60 15
|
|
16.2226 566.864 6413.65 60 60 15
|
|
19.0509 567.109 6420.91 60 60 15
|
|
18.9788 566.584 6428.7 60 60 15
|
|
16.0174 565.369 6435.82 60 60 15
|
|
10.6175 563.65 6441.18 60 60 15
|
|
0.499818 568.996 6405.56 60 60 15
|
|
4.52468 574.514 6409.33 60 60 15
|
|
7.8607 578.135 6415.39 60 60 15
|
|
10 579.309 6422.8 60 60 15
|
|
10.6169 577.855 6430.44 60 60 15
|
|
9.61746 573.996 6437.15 60 60 15
|
|
7.15385 568.319 6441.9 60 60 15
|
|
-5.20551 569.796 6406.62 60 60 15
|
|
-6.01739 575.994 6411.29 60 60 15
|
|
-5.91318 580.069 6417.94 60 60 15
|
|
-4.90874 581.402 6425.57 60 60 15
|
|
-3.15699 579.789 6433 60 60 15
|
|
-0.924619 575.476 6439.11 60 60 15
|
|
1.44852 569.12 6442.96 60 60 15
|
|
-3.60114 562.42 6404.64 60 60 15
|
|
3.60114 561.688 6443.98 60 60 15
|
|
1.38325 557.684 6424.69 60 60 15
|
|
1.38325 560.63 6458.37 60 60 15
|
|
4.08025 559.938 6424.49 60 60 15
|
|
4.08025 562.885 6458.17 60 60 15
|
|
4.3871 563.432 6424.19 60 60 15
|
|
4.3871 566.378 6457.86 60 60 15
|
|
2.12404 566.119 6423.95 60 60 15
|
|
2.12404 569.065 6457.63 60 60 15
|
|
-1.38325 566.425 6423.93 60 60 15
|
|
-1.38325 569.371 6457.6 60 60 15
|
|
-4.08025 564.17 6424.12 60 60 15
|
|
-4.08025 567.116 6457.8 60 60 15
|
|
-4.3871 560.676 6424.43 60 60 15
|
|
-4.3871 563.622 6458.11 60 60 15
|
|
-2.12404 557.989 6424.66 60 60 15
|
|
-2.12404 560.936 6458.34 60 60 15
|
|
1.20271 561.37 6460.26 60 60 15
|
|
-4.23881 581.797 6495.72 60 60 15
|
|
3.85144 563.376 6459.51 60 60 15
|
|
-1.59009 583.803 6494.97 60 60 15
|
|
4.24404 566.334 6457.87 60 60 15
|
|
-1.19748 586.76 6493.32 60 60 15
|
|
2.15054 568.51 6456.29 60 60 15
|
|
-3.29098 588.936 6491.75 60 60 15
|
|
-1.20271 568.63 6455.71 60 60 15
|
|
-6.64424 589.057 6491.17 60 60 15
|
|
-3.85144 566.625 6456.46 60 60 15
|
|
-9.29296 587.051 6491.91 60 60 15
|
|
-4.24404 563.667 6458.1 60 60 15
|
|
-9.68557 584.094 6493.56 60 60 15
|
|
-2.15054 561.491 6459.68 60 60 15
|
|
-7.59207 581.917 6495.13 60 60 15
|
|
-4.61768 583.129 6497.16 60 60 15
|
|
-9.37631 599.242 6508.16 60 60 15
|
|
-1.85799 584.745 6495.99 60 60 15
|
|
-6.61662 600.857 6506.99 60 60 15
|
|
-1.19748 586.76 6493.32 60 60 15
|
|
-5.95611 602.872 6504.33 60 60 15
|
|
-3.02308 587.994 6490.73 60 60 15
|
|
-7.7817 604.106 6501.73 60 60 15
|
|
-6.26537 587.724 6489.72 60 60 15
|
|
-11.024 603.837 6500.72 60 60 15
|
|
-9.02506 586.109 6490.89 60 60 15
|
|
-13.7837 602.221 6501.89 60 60 15
|
|
-9.68557 584.094 6493.56 60 60 15
|
|
-14.4442 600.206 6504.56 60 60 15
|
|
-7.85997 582.86 6496.16 60 60 15
|
|
-12.6186 598.972 6507.16 60 60 15
|
|
3.31941 553.059 6442.29 60 60 15
|
|
4.98593 548.273 6448.22 60 60 15
|
|
5.89338 546.033 6455.64 60 60 15
|
|
5.90362 546.68 6463.42 60 60 15
|
|
5.01509 550.117 6470.37 60 60 15
|
|
3.36305 555.82 6475.43 60 60 15
|
|
1.19902 562.92 6477.84 60 60 15
|
|
7.81918 556.734 6441.54 60 60 15
|
|
13.3004 555.062 6446.83 60 60 15
|
|
16.7568 554.904 6453.83 60 60 15
|
|
17.6621 556.283 6461.46 60 60 15
|
|
15.8785 558.989 6468.56 60 60 15
|
|
11.6775 562.61 6474.04 60 60 15
|
|
5.69879 566.595 6477.09 60 60 15
|
|
8.35963 562.363 6440.01 60 60 15
|
|
14.299 565.463 6444.01 60 60 15
|
|
18.0615 568.493 6450.14 60 60 15
|
|
19.0743 570.992 6457.46 60 60 15
|
|
17.1832 572.578 6464.86 60 60 15
|
|
12.6762 573.011 6471.22 60 60 15
|
|
6.23924 572.224 6475.56 60 60 15
|
|
4.62417 566.648 6438.6 60 60 15
|
|
7.3968 573.382 6441.4 60 60 15
|
|
9.04333 578.84 6446.73 60 60 15
|
|
9.3131 582.191 6453.77 60 60 15
|
|
8.16504 582.925 6461.46 60 60 15
|
|
5.77392 580.93 6468.61 60 60 15
|
|
2.50378 576.51 6474.15 60 60 15
|
|
-1.19902 567.081 6438.13 60 60 15
|
|
-3.36305 574.181 6440.54 60 60 15
|
|
-5.01509 579.884 6445.6 60 60 15
|
|
-5.90362 583.32 6452.55 60 60 15
|
|
-5.89338 583.968 6460.33 60 60 15
|
|
-4.98593 581.728 6467.75 60 60 15
|
|
-3.31941 576.942 6473.68 60 60 15
|
|
-5.69879 563.406 6438.88 60 60 15
|
|
-11.6775 567.391 6441.92 60 60 15
|
|
-15.8785 571.012 6447.41 60 60 15
|
|
-17.6621 573.718 6454.51 60 60 15
|
|
-16.7568 575.097 6462.14 60 60 15
|
|
-13.3004 574.939 6469.14 60 60 15
|
|
-7.81918 573.267 6474.43 60 60 15
|
|
-6.23924 557.777 6440.41 60 60 15
|
|
-12.6762 556.99 6444.75 60 60 15
|
|
-17.1832 557.423 6451.11 60 60 15
|
|
-19.0743 559.009 6458.51 60 60 15
|
|
-18.0615 561.508 6465.83 60 60 15
|
|
-14.299 564.538 6471.96 60 60 15
|
|
-8.35963 567.638 6475.96 60 60 15
|
|
-2.50378 553.491 6441.82 60 60 15
|
|
-5.77392 549.071 6447.36 60 60 15
|
|
-8.16504 547.076 6454.51 60 60 15
|
|
-9.3131 547.81 6462.2 60 60 15
|
|
-9.04333 551.161 6469.24 60 60 15
|
|
-7.3968 556.619 6474.57 60 60 15
|
|
-4.62417 563.352 6477.37 60 60 15
|
|
1.14755 559.664 6438.74 60 60 15
|
|
-1.14755 570.337 6477.23 60 60 15
|
|
1.88065 569.018 6457.63 60 60 15
|
|
1.88065 571.935 6490.98 60 60 15
|
|
-1.52199 569.166 6457.62 60 60 15
|
|
-1.52199 572.083 6490.96 60 60 15
|
|
-4.03307 566.874 6457.82 60 60 15
|
|
-4.03307 569.791 6491.16 60 60 15
|
|
-4.18163 563.484 6458.12 60 60 15
|
|
-4.18163 566.401 6491.46 60 60 15
|
|
-1.88065 560.983 6458.34 60 60 15
|
|
-1.88065 563.9 6491.68 60 60 15
|
|
1.52199 560.835 6458.35 60 60 15
|
|
1.52199 563.752 6491.69 60 60 15
|
|
4.03307 563.127 6458.15 60 60 15
|
|
4.03307 566.044 6491.49 60 60 15
|
|
4.18163 566.517 6457.85 60 60 15
|
|
4.18163 569.434 6491.19 60 60 15
|
|
1.647 571.595 6492.83 60 60 15
|
|
-5.65282 559.228 6531.1 60 60 15
|
|
-1.59108 571.798 6492.28 60 60 15
|
|
-8.8909 559.431 6530.54 60 60 15
|
|
-3.89712 569.728 6491.17 60 60 15
|
|
-11.1969 557.361 6529.43 60 60 15
|
|
-3.92028 566.598 6490.15 60 60 15
|
|
-11.2201 554.231 6528.42 60 60 15
|
|
-1.647 564.241 6489.83 60 60 15
|
|
-8.94681 551.874 6528.09 60 60 15
|
|
1.59108 564.037 6490.38 60 60 15
|
|
-5.70874 551.671 6528.64 60 60 15
|
|
3.89712 566.107 6491.49 60 60 15
|
|
-3.40269 553.741 6529.75 60 60 15
|
|
3.92028 569.237 6492.5 60 60 15
|
|
-3.37953 556.871 6530.77 60 60 15
|
|
-6.13171 558.334 6532.66 60 60 15
|
|
-12.5688 545.696 6546.59 60 60 15
|
|
-9.22952 558.799 6531.65 60 60 15
|
|
-15.6666 546.161 6545.58 60 60 15
|
|
-11.1969 557.361 6529.43 60 60 15
|
|
-17.634 544.723 6543.37 60 60 15
|
|
-10.8815 554.864 6527.31 60 60 15
|
|
-17.3186 542.226 6541.25 60 60 15
|
|
-8.46793 552.768 6526.53 60 60 15
|
|
-14.905 540.131 6540.46 60 60 15
|
|
-5.37011 552.303 6527.54 60 60 15
|
|
-11.8072 539.665 6541.47 60 60 15
|
|
-3.40269 553.741 6529.75 60 60 15
|
|
-9.83977 541.103 6543.69 60 60 15
|
|
-3.71816 556.239 6531.87 60 60 15
|
|
-10.1552 543.601 6545.81 60 60 15
|
|
4.54145 576.15 6473.68 60 60 15
|
|
6.92377 581.709 6478.61 60 60 15
|
|
8.25201 585.169 6485.47 60 60 15
|
|
8.32395 586.003 6493.23 60 60 15
|
|
7.12865 584.083 6500.7 60 60 15
|
|
4.84808 579.703 6506.74 60 60 15
|
|
1.82943 573.528 6510.44 60 60 15
|
|
-1.29644 576.401 6473.26 60 60 15
|
|
-3.86325 582.174 6477.84 60 60 15
|
|
-5.84192 585.776 6484.48 60 60 15
|
|
-6.9312 586.66 6492.15 60 60 15
|
|
-6.96528 584.69 6499.7 60 60 15
|
|
-5.93895 580.167 6505.98 60 60 15
|
|
-4.00847 573.779 6510.02 60 60 15
|
|
-5.58057 572.451 6472.66 60 60 15
|
|
-11.7793 574.875 6476.74 60 60 15
|
|
-16.1847 576.24 6483.03 60 60 15
|
|
-18.1262 576.338 6490.59 60 60 15
|
|
-17.3081 575.154 6498.26 60 60 15
|
|
-13.855 572.868 6504.87 60 60 15
|
|
-8.29259 569.829 6509.43 60 60 15
|
|
-5.80134 566.613 6472.23 60 60 15
|
|
-12.1872 564.088 6475.94 60 60 15
|
|
-16.7177 562.146 6481.99 60 60 15
|
|
-18.7031 561.083 6489.46 60 60 15
|
|
-17.841 561.06 6497.22 60 60 15
|
|
-14.2629 562.082 6504.08 60 60 15
|
|
-8.51336 563.991 6508.99 60 60 15
|
|
-1.82943 562.307 6472.22 60 60 15
|
|
-4.84808 556.133 6475.91 60 60 15
|
|
-7.12865 551.752 6481.95 60 60 15
|
|
-8.32395 549.832 6489.42 60 60 15
|
|
-8.25201 550.666 6497.18 60 60 15
|
|
-6.92377 554.126 6504.05 60 60 15
|
|
-4.54145 559.686 6508.98 60 60 15
|
|
4.00847 562.056 6472.63 60 60 15
|
|
5.93895 555.668 6476.68 60 60 15
|
|
6.96528 551.145 6482.95 60 60 15
|
|
6.9312 549.175 6490.5 60 60 15
|
|
5.84192 550.059 6498.18 60 60 15
|
|
3.86325 553.661 6504.81 60 60 15
|
|
1.29644 559.434 6509.39 60 60 15
|
|
8.29259 566.006 6473.23 60 60 15
|
|
13.855 562.967 6477.78 60 60 15
|
|
17.3081 560.681 6484.39 60 60 15
|
|
18.1262 559.497 6492.06 60 60 15
|
|
16.1847 559.595 6499.62 60 60 15
|
|
11.7793 560.96 6505.92 60 60 15
|
|
5.58057 563.384 6509.99 60 60 15
|
|
8.51336 571.844 6473.66 60 60 15
|
|
14.2629 573.754 6478.58 60 60 15
|
|
17.841 574.775 6485.44 60 60 15
|
|
18.7031 574.752 6493.19 60 60 15
|
|
16.7177 573.689 6500.67 60 60 15
|
|
12.1872 571.747 6506.72 60 60 15
|
|
5.80134 569.222 6510.42 60 60 15
|
|
1.46774 569.337 6471.43 60 60 15
|
|
-1.46774 566.499 6511.22 60 60 15
|
|
-3.97268 566.278 6491.47 60 60 15
|
|
-3.97268 569.167 6524.48 60 60 15
|
|
-1.64554 563.96 6491.67 60 60 15
|
|
-1.64554 566.848 6524.69 60 60 15
|
|
1.64554 563.96 6491.67 60 60 15
|
|
1.64554 566.848 6524.69 60 60 15
|
|
3.97268 566.278 6491.47 60 60 15
|
|
3.97268 569.167 6524.48 60 60 15
|
|
3.97268 569.557 6491.18 60 60 15
|
|
3.97268 572.445 6524.2 60 60 15
|
|
1.64554 571.875 6490.98 60 60 15
|
|
1.64554 574.763 6523.99 60 60 15
|
|
-1.64554 571.875 6490.98 60 60 15
|
|
-1.64554 574.763 6523.99 60 60 15
|
|
-3.97268 569.557 6491.18 60 60 15
|
|
-3.97268 572.445 6524.2 60 60 15
|
|
-3.50262 569.508 6526.15 60 60 15
|
|
11.7036 579.004 6562.43 60 60 15
|
|
-1.35375 567.187 6525.85 60 60 15
|
|
13.8525 576.684 6562.13 60 60 15
|
|
1.58814 566.986 6524.67 60 60 15
|
|
16.7944 576.483 6560.95 60 60 15
|
|
3.59971 569.023 6523.3 60 60 15
|
|
18.806 578.52 6559.58 60 60 15
|
|
3.50262 572.104 6522.53 60 60 15
|
|
18.7089 581.601 6558.81 60 60 15
|
|
1.35375 574.425 6522.83 60 60 15
|
|
16.56 583.921 6559.1 60 60 15
|
|
-1.58814 574.625 6524.01 60 60 15
|
|
13.6181 584.122 6560.28 60 60 15
|
|
-3.59971 572.589 6525.38 60 60 15
|
|
11.6066 582.085 6561.66 60 60 15
|
|
12.6408 579.513 6563.78 60 60 15
|
|
26.1569 586.238 6576.42 60 60 15
|
|
14.5152 577.043 6563.09 60 60 15
|
|
28.0313 583.768 6575.73 60 60 15
|
|
16.7944 576.483 6560.95 60 60 15
|
|
30.3106 583.208 6573.59 60 60 15
|
|
18.1433 578.16 6558.62 60 60 15
|
|
31.6595 584.885 6571.25 60 60 15
|
|
17.7718 581.092 6557.45 60 60 15
|
|
31.288 587.818 6570.09 60 60 15
|
|
15.8974 583.562 6558.14 60 60 15
|
|
29.4136 590.287 6570.78 60 60 15
|
|
13.6181 584.122 6560.28 60 60 15
|
|
27.1343 590.847 6572.92 60 60 15
|
|
12.2692 582.445 6562.62 60 60 15
|
|
25.7854 589.17 6575.25 60 60 15
|
|
-9.65451 565.336 6507.7 60 60 15
|
|
-14.9487 563.613 6513.17 60 60 15
|
|
-17.9671 562.985 6520.34 60 60 15
|
|
-18.2501 563.548 6528.12 60 60 15
|
|
-15.7547 565.216 6535.32 60 60 15
|
|
-10.8609 567.734 6540.85 60 60 15
|
|
-4.31351 570.721 6543.87 60 60 15
|
|
-5.53788 561.168 6507.71 60 60 15
|
|
-7.34213 555.912 6513.19 60 60 15
|
|
-8.02861 552.924 6520.37 60 60 15
|
|
-7.49281 552.658 6528.15 60 60 15
|
|
-5.81629 555.154 6535.35 60 60 15
|
|
-3.2543 560.034 6540.87 60 60 15
|
|
-0.196871 566.553 6543.88 60 60 15
|
|
0.258429 561.069 6506.87 60 60 15
|
|
3.36805 555.729 6511.64 60 60 15
|
|
5.96491 552.684 6518.34 60 60 15
|
|
7.65367 552.399 6525.95 60 60 15
|
|
8.17723 554.915 6533.32 60 60 15
|
|
7.45588 559.851 6539.32 60 60 15
|
|
5.59944 566.454 6543.04 60 60 15
|
|
4.33901 565.096 6505.67 60 60 15
|
|
10.908 563.17 6509.42 60 60 15
|
|
15.8163 562.407 6515.43 60 60 15
|
|
18.3167 562.922 6522.81 60 60 15
|
|
18.0286 564.637 6530.42 60 60 15
|
|
14.9958 567.292 6537.1 60 60 15
|
|
9.68001 570.481 6541.84 60 60 15
|
|
4.31351 570.891 6504.81 60 60 15
|
|
10.8609 573.877 6507.83 60 60 15
|
|
15.7547 576.396 6513.36 60 60 15
|
|
18.2501 578.064 6520.56 60 60 15
|
|
17.9671 578.627 6528.34 60 60 15
|
|
14.9487 577.999 6535.51 60 60 15
|
|
9.65451 576.276 6540.98 60 60 15
|
|
0.196871 575.058 6504.8 60 60 15
|
|
3.2543 581.578 6507.81 60 60 15
|
|
5.81629 586.457 6513.33 60 60 15
|
|
7.49281 588.954 6520.53 60 60 15
|
|
8.02861 588.688 6528.31 60 60 15
|
|
7.34213 585.699 6535.49 60 60 15
|
|
5.53788 580.443 6540.97 60 60 15
|
|
-5.59944 575.157 6505.64 60 60 15
|
|
-7.45588 581.761 6509.36 60 60 15
|
|
-8.17723 586.697 6515.36 60 60 15
|
|
-7.65367 589.213 6522.73 60 60 15
|
|
-5.96491 588.927 6530.34 60 60 15
|
|
-3.36805 585.882 6537.04 60 60 15
|
|
-0.258429 580.543 6541.81 60 60 15
|
|
-9.68001 571.13 6506.84 60 60 15
|
|
-14.9958 574.32 6511.58 60 60 15
|
|
-18.0286 576.974 6518.26 60 60 15
|
|
-18.3167 578.69 6525.87 60 60 15
|
|
-15.8163 579.205 6533.25 60 60 15
|
|
-10.908 578.441 6539.26 60 60 15
|
|
-4.33901 576.515 6543.01 60 60 15
|
|
-2.89053 567.891 6504.77 60 60 15
|
|
2.89053 573.72 6543.91 60 60 15
|
|
3.89972 569.392 6524.46 60 60 15
|
|
3.89972 572.251 6557.15 60 60 15
|
|
3.76118 572.553 6524.19 60 60 15
|
|
3.76118 575.413 6556.87 60 60 15
|
|
1.41938 574.691 6524 60 60 15
|
|
1.41938 577.55 6556.69 60 60 15
|
|
-1.75387 574.553 6524.01 60 60 15
|
|
-1.75387 577.412 6556.7 60 60 15
|
|
-3.89972 572.22 6524.22 60 60 15
|
|
-3.89972 575.079 6556.9 60 60 15
|
|
-3.76118 569.059 6524.49 60 60 15
|
|
-3.76118 571.918 6557.18 60 60 15
|
|
-1.41938 566.921 6524.68 60 60 15
|
|
-1.41938 569.781 6557.37 60 60 15
|
|
1.75387 567.059 6524.67 60 60 15
|
|
1.75387 569.919 6557.35 60 60 15
|
|
3.45997 572.547 6558.69 60 60 15
|
|
-11.2508 581.095 6594.97 60 60 15
|
|
3.41394 575.522 6557.97 60 60 15
|
|
-11.2969 584.071 6594.25 60 60 15
|
|
1.36808 577.41 6556.7 60 60 15
|
|
-13.3427 585.958 6592.97 60 60 15
|
|
-1.47919 577.104 6555.62 60 60 15
|
|
-16.19 585.652 6591.89 60 60 15
|
|
-3.45997 574.784 6555.36 60 60 15
|
|
-18.1708 583.332 6591.63 60 60 15
|
|
-3.41394 571.808 6556.08 60 60 15
|
|
-18.1248 580.357 6592.35 60 60 15
|
|
-1.36808 569.921 6557.35 60 60 15
|
|
-16.0789 578.469 6593.63 60 60 15
|
|
1.47919 570.227 6558.44 60 60 15
|
|
-13.2316 578.775 6594.71 60 60 15
|
|
-12.0997 581.518 6596.25 60 60 15
|
|
-25.2751 587.475 6609.32 60 60 15
|
|
-11.8971 584.369 6595.15 60 60 15
|
|
-25.0725 590.327 6608.22 60 60 15
|
|
-13.3427 585.958 6592.97 60 60 15
|
|
-26.5181 591.915 6606.04 60 60 15
|
|
-15.5897 585.354 6590.98 60 60 15
|
|
-28.7651 591.311 6604.05 60 60 15
|
|
-17.3219 582.91 6590.35 60 60 15
|
|
-30.4973 588.867 6603.42 60 60 15
|
|
-17.5245 580.058 6591.45 60 60 15
|
|
-30.6999 586.015 6604.52 60 60 15
|
|
-16.0789 578.469 6593.63 60 60 15
|
|
-29.2543 584.427 6606.7 60 60 15
|
|
-13.8319 579.074 6595.62 60 60 15
|
|
-27.0073 585.031 6608.69 60 60 15
|
|
9.5386 568.705 6540.16 60 60 15
|
|
15.0094 567.174 6545.51 60 60 15
|
|
18.1952 566.632 6552.61 60 60 15
|
|
18.611 567.16 6560.39 60 60 15
|
|
16.1933 568.679 6567.65 60 60 15
|
|
11.3104 570.957 6573.3 60 60 15
|
|
4.7056 573.647 6576.46 60 60 15
|
|
9.30359 574.5 6539.34 60 60 15
|
|
14.5752 577.883 6544 60 60 15
|
|
17.6278 580.623 6550.63 60 60 15
|
|
17.9968 582.304 6558.25 60 60 15
|
|
15.626 582.67 6565.67 60 60 15
|
|
10.8762 581.665 6571.78 60 60 15
|
|
4.47059 579.442 6575.64 60 60 15
|
|
5.03421 578.359 6538.25 60 60 15
|
|
6.6864 585.013 6541.98 60 60 15
|
|
7.32065 589.939 6547.99 60 60 15
|
|
6.8404 592.388 6555.39 60 60 15
|
|
5.31876 591.986 6563.03 60 60 15
|
|
2.98739 588.795 6569.76 60 60 15
|
|
0.201211 583.301 6574.55 60 60 15
|
|
-0.768589 578.021 6537.52 60 60 15
|
|
-4.03577 584.388 6540.63 60 60 15
|
|
-6.68854 589.123 6546.24 60 60 15
|
|
-8.32304 591.504 6553.49 60 60 15
|
|
-8.69043 591.17 6561.28 60 60 15
|
|
-7.73478 588.17 6568.42 60 60 15
|
|
-5.60159 582.963 6573.82 60 60 15
|
|
-4.7056 573.684 6537.59 60 60 15
|
|
-11.3104 576.374 6540.76 60 60 15
|
|
-16.1933 578.652 6546.4 60 60 15
|
|
-18.611 580.171 6553.66 60 60 15
|
|
-18.1952 580.699 6561.44 60 60 15
|
|
-15.0094 580.157 6568.54 60 60 15
|
|
-9.5386 578.626 6573.89 60 60 15
|
|
-4.47059 567.889 6538.41 60 60 15
|
|
-10.8762 565.666 6542.27 60 60 15
|
|
-15.626 564.661 6548.38 60 60 15
|
|
-17.9968 565.027 6555.81 60 60 15
|
|
-17.6278 566.708 6563.42 60 60 15
|
|
-14.5752 569.448 6570.06 60 60 15
|
|
-9.30359 572.831 6574.71 60 60 15
|
|
-0.201211 564.03 6539.5 60 60 15
|
|
-2.98739 558.536 6544.29 60 60 15
|
|
-5.31876 555.345 6551.02 60 60 15
|
|
-6.8404 554.943 6558.66 60 60 15
|
|
-7.32065 557.392 6566.06 60 60 15
|
|
-6.6864 562.318 6572.08 60 60 15
|
|
-5.03421 568.972 6575.8 60 60 15
|
|
5.60159 564.368 6540.23 60 60 15
|
|
7.73478 559.16 6545.63 60 60 15
|
|
8.69043 556.161 6552.77 60 60 15
|
|
8.32304 555.827 6560.56 60 60 15
|
|
6.68854 558.208 6567.81 60 60 15
|
|
4.03577 562.943 6573.42 60 60 15
|
|
0.76859 569.31 6576.53 60 60 15
|
|
2.6156 570.991 6537.38 60 60 15
|
|
-2.6156 576.34 6576.67 60 60 15
|
|
-1.84699 577.2 6556.72 60 60 15
|
|
-1.84699 580.031 6589.08 60 60 15
|
|
-3.81487 574.864 6556.92 60 60 15
|
|
-3.81487 577.695 6589.28 60 60 15
|
|
-3.54804 571.825 6557.19 60 60 15
|
|
-3.54804 574.657 6589.55 60 60 15
|
|
-1.20282 569.865 6557.36 60 60 15
|
|
-1.20282 572.696 6589.72 60 60 15
|
|
1.84699 570.131 6557.34 60 60 15
|
|
1.84699 572.962 6589.7 60 60 15
|
|
3.81487 572.467 6557.13 60 60 15
|
|
3.81487 575.298 6589.49 60 60 15
|
|
3.54804 575.505 6556.86 60 60 15
|
|
3.54804 578.337 6589.23 60 60 15
|
|
1.20282 577.466 6556.69 60 60 15
|
|
1.20282 580.297 6589.06 60 60 15
|
|
-1.64828 579.777 6590.55 60 60 15
|
|
5.21343 569.851 6628.34 60 60 15
|
|
-3.58028 577.564 6590.32 60 60 15
|
|
3.28143 567.638 6628.11 60 60 15
|
|
-3.41499 574.726 6589.54 60 60 15
|
|
3.44672 564.8 6627.33 60 60 15
|
|
-1.24925 572.925 6588.68 60 60 15
|
|
5.61246 563 6626.47 60 60 15
|
|
1.64828 573.217 6588.23 60 60 15
|
|
8.50999 563.291 6626.02 60 60 15
|
|
3.58028 575.43 6588.46 60 60 15
|
|
10.442 565.504 6626.25 60 60 15
|
|
3.41499 578.268 6589.23 60 60 15
|
|
10.2767 568.342 6627.02 60 60 15
|
|
1.24925 580.068 6590.1 60 60 15
|
|
8.11096 570.143 6627.89 60 60 15
|
|
5.58292 569.252 6629.63 60 60 15
|
|
11.773 558.616 6644.49 60 60 15
|
|
3.5427 567.214 6629.02 60 60 15
|
|
9.73282 556.578 6643.88 60 60 15
|
|
3.44672 564.8 6627.33 60 60 15
|
|
9.63684 554.164 6642.2 60 60 15
|
|
5.35119 563.424 6625.55 60 60 15
|
|
11.5413 552.788 6640.42 60 60 15
|
|
8.1405 563.891 6624.73 60 60 15
|
|
14.3306 553.255 6639.59 60 60 15
|
|
10.1807 565.928 6625.34 60 60 15
|
|
16.3708 555.292 6640.2 60 60 15
|
|
10.2767 568.342 6627.02 60 60 15
|
|
16.4668 557.706 6641.89 60 60 15
|
|
8.37223 569.719 6628.8 60 60 15
|
|
14.5623 559.083 6643.67 60 60 15
|
|
-4.54752 583.682 6571.29 60 60 15
|
|
-7.27726 589.35 6575.9 60 60 15
|
|
-8.8991 593.061 6582.57 60 60 15
|
|
-9.16614 594.25 6590.28 60 60 15
|
|
-8.03771 592.737 6597.85 60 60 15
|
|
-5.68562 588.751 6604.14 60 60 15
|
|
-2.46794 582.899 6608.17 60 60 15
|
|
-8.3206 579.203 6571.4 60 60 15
|
|
-14.249 581.073 6576.12 60 60 15
|
|
-18.0081 582.247 6582.86 60 60 15
|
|
-19.0257 582.545 6590.59 60 60 15
|
|
-17.1467 581.923 6598.14 60 60 15
|
|
-12.6574 580.474 6604.35 60 60 15
|
|
-6.24102 578.42 6608.29 60 60 15
|
|
-7.82868 573.368 6571.25 60 60 15
|
|
-13.34 570.291 6575.84 60 60 15
|
|
-16.8205 568.159 6582.49 60 60 15
|
|
-17.7402 567.297 6590.19 60 60 15
|
|
-15.9591 567.835 6597.77 60 60 15
|
|
-11.7484 569.692 6604.07 60 60 15
|
|
-5.7491 572.585 6608.14 60 60 15
|
|
-3.35992 569.595 6570.92 60 60 15
|
|
-5.08286 563.32 6575.23 60 60 15
|
|
-6.03198 559.051 6581.69 60 60 15
|
|
-6.06279 557.438 6589.33 60 60 15
|
|
-5.17059 558.727 6596.97 60 60 15
|
|
-3.49122 562.721 6603.46 60 60 15
|
|
-1.28034 568.812 6607.81 60 60 15
|
|
2.46794 570.094 6570.6 60 60 15
|
|
5.68562 564.243 6574.64 60 60 15
|
|
8.03771 560.257 6580.92 60 60 15
|
|
9.16614 558.743 6588.49 60 60 15
|
|
8.8991 559.933 6596.2 60 60 15
|
|
7.27726 563.644 6602.87 60 60 15
|
|
4.54752 569.311 6607.49 60 60 15
|
|
6.24102 574.574 6570.48 60 60 15
|
|
12.6574 572.52 6574.42 60 60 15
|
|
17.1467 571.071 6580.64 60 60 15
|
|
19.0257 570.448 6588.19 60 60 15
|
|
18.0081 570.747 6595.92 60 60 15
|
|
14.249 571.92 6602.66 60 60 15
|
|
8.3206 573.791 6607.37 60 60 15
|
|
5.7491 580.409 6570.64 60 60 15
|
|
11.7484 583.302 6574.7 60 60 15
|
|
15.9591 585.158 6581 60 60 15
|
|
17.7402 585.697 6588.58 60 60 15
|
|
16.8205 584.834 6596.28 60 60 15
|
|
13.34 582.702 6602.94 60 60 15
|
|
7.82868 579.626 6607.52 60 60 15
|
|
1.28034 584.182 6570.97 60 60 15
|
|
3.49122 590.273 6575.32 60 60 15
|
|
5.17059 594.267 6581.81 60 60 15
|
|
6.06279 595.556 6589.45 60 60 15
|
|
6.03198 593.943 6597.09 60 60 15
|
|
5.08286 589.674 6603.55 60 60 15
|
|
3.35992 583.399 6607.86 60 60 15
|
|
-1.12546 576.92 6569.42 60 60 15
|
|
1.12546 576.073 6609.35 60 60 15
|
|
-0.996453 572.792 6589.71 60 60 15
|
|
-0.996453 575.595 6621.75 60 60 15
|
|
1.925 573.175 6589.68 60 60 15
|
|
1.925 575.979 6621.72 60 60 15
|
|
3.71881 575.504 6589.47 60 60 15
|
|
3.71881 578.307 6621.52 60 60 15
|
|
3.3342 578.414 6589.22 60 60 15
|
|
3.3342 581.218 6621.26 60 60 15
|
|
0.996453 580.201 6589.06 60 60 15
|
|
0.996453 583.005 6621.11 60 60 15
|
|
-1.925 579.818 6589.1 60 60 15
|
|
-1.925 582.622 6621.14 60 60 15
|
|
-3.71881 577.489 6589.3 60 60 15
|
|
-3.71881 580.293 6621.34 60 60 15
|
|
-3.3342 574.579 6589.56 60 60 15
|
|
-3.3342 577.382 6621.6 60 60 15
|
|
-0.894025 576.092 6623.04 60 60 15
|
|
2.74894 592.832 6658.38 60 60 15
|
|
1.89498 576.357 6622.63 60 60 15
|
|
5.53794 593.097 6657.97 60 60 15
|
|
3.57393 578.346 6621.51 60 60 15
|
|
7.21689 595.086 6656.86 60 60 15
|
|
3.15932 580.894 6620.35 60 60 15
|
|
6.80229 597.634 6655.69 60 60 15
|
|
0.894025 582.508 6619.82 60 60 15
|
|
4.53699 599.248 6655.16 60 60 15
|
|
-1.89498 582.243 6620.23 60 60 15
|
|
1.74799 598.983 6655.57 60 60 15
|
|
-3.57393 580.254 6621.35 60 60 15
|
|
0.0690425 596.994 6656.69 60 60 15
|
|
-3.15932 577.706 6622.51 60 60 15
|
|
0.48365 594.446 6657.85 60 60 15
|
|
2.93131 593.61 6659.47 60 60 15
|
|
6.24039 607.15 6672.54 60 60 15
|
|
5.6669 593.647 6658.74 60 60 15
|
|
8.97598 607.187 6671.81 60 60 15
|
|
7.21689 595.086 6656.86 60 60 15
|
|
10.526 608.626 6669.93 60 60 15
|
|
6.67333 597.084 6654.92 60 60 15
|
|
9.98242 610.624 6667.99 60 60 15
|
|
4.35463 598.47 6654.07 60 60 15
|
|
7.66371 612.01 6667.14 60 60 15
|
|
1.61904 598.433 6654.81 60 60 15
|
|
4.92812 611.973 6667.88 60 60 15
|
|
0.0690425 596.994 6656.69 60 60 15
|
|
3.37813 610.534 6669.76 60 60 15
|
|
0.612603 594.996 6658.62 60 60 15
|
|
3.92169 608.536 6671.69 60 60 15
|
|
-2.46996 568.585 6604.72 60 60 15
|
|
-4.0228 563.247 6610.2 60 60 15
|
|
-4.96322 560.352 6617.39 60 60 15
|
|
-5.14802 560.343 6625.19 60 60 15
|
|
-4.54909 563.219 6632.42 60 60 15
|
|
-3.2576 568.543 6637.97 60 60 15
|
|
-1.47017 575.505 6641.01 60 60 15
|
|
3.33462 569.315 6604.42 60 60 15
|
|
6.70265 564.595 6609.65 60 60 15
|
|
9.05026 562.114 6616.66 60 60 15
|
|
10.0201 562.249 6624.41 60 60 15
|
|
9.46438 564.98 6631.69 60 60 15
|
|
7.46785 569.891 6637.42 60 60 15
|
|
4.3344 576.235 6640.71 60 60 15
|
|
6.89298 573.867 6603.46 60 60 15
|
|
13.2777 573.005 6607.86 60 60 15
|
|
17.6409 573.103 6614.33 60 60 15
|
|
19.3185 574.143 6621.88 60 60 15
|
|
18.055 575.969 6629.36 60 60 15
|
|
14.0429 578.302 6635.64 60 60 15
|
|
7.89277 580.787 6639.75 60 60 15
|
|
6.12071 579.574 6602.39 60 60 15
|
|
11.8507 583.552 6605.89 60 60 15
|
|
15.7765 586.883 6611.75 60 60 15
|
|
17.3005 589.059 6619.09 60 60 15
|
|
16.1906 589.749 6626.79 60 60 15
|
|
12.6159 588.849 6633.66 60 60 15
|
|
7.12049 586.495 6638.68 60 60 15
|
|
1.47017 583.095 6601.85 60 60 15
|
|
3.2576 590.057 6604.89 60 60 15
|
|
4.54909 595.381 6610.44 60 60 15
|
|
5.14802 598.257 6617.67 60 60 15
|
|
4.96322 598.248 6625.47 60 60 15
|
|
4.0228 595.353 6632.66 60 60 15
|
|
2.46996 590.015 6638.14 60 60 15
|
|
-4.3344 582.365 6602.15 60 60 15
|
|
-7.46785 588.709 6605.44 60 60 15
|
|
-9.46438 593.62 6611.16 60 60 15
|
|
-10.0201 596.351 6618.45 60 60 15
|
|
-9.05026 596.487 6626.2 60 60 15
|
|
-6.70265 594.005 6633.21 60 60 15
|
|
-3.33462 589.285 6638.43 60 60 15
|
|
-7.89277 577.813 6603.11 60 60 15
|
|
-14.0429 580.298 6607.22 60 60 15
|
|
-18.055 582.631 6613.5 60 60 15
|
|
-19.3185 584.457 6620.98 60 60 15
|
|
-17.6409 585.497 6628.53 60 60 15
|
|
-13.2777 585.595 6635 60 60 15
|
|
-6.89298 584.734 6639.4 60 60 15
|
|
-7.12049 572.105 6604.18 60 60 15
|
|
-12.6159 569.751 6609.2 60 60 15
|
|
-16.1906 568.851 6616.07 60 60 15
|
|
-17.3005 569.541 6623.77 60 60 15
|
|
-15.7765 571.718 6631.1 60 60 15
|
|
-11.8507 575.048 6636.97 60 60 15
|
|
-6.12071 579.026 6640.47 60 60 15
|
|
-0.541079 575.555 6601.79 60 60 15
|
|
0.541079 583.045 6641.07 60 60 15
|
|
3.12055 581.28 6621.26 60 60 15
|
|
3.12055 584.056 6652.98 60 60 15
|
|
0.800827 582.899 6621.11 60 60 15
|
|
0.800827 585.674 6652.84 60 60 15
|
|
-1.98801 582.409 6621.16 60 60 15
|
|
-1.98801 585.184 6652.88 60 60 15
|
|
-3.6123 580.098 6621.36 60 60 15
|
|
-3.6123 582.873 6653.08 60 60 15
|
|
-3.12055 577.32 6621.6 60 60 15
|
|
-3.12055 580.095 6653.33 60 60 15
|
|
-0.800827 575.701 6621.74 60 60 15
|
|
-0.800827 578.477 6653.47 60 60 15
|
|
1.98801 576.191 6621.7 60 60 15
|
|
1.98801 578.967 6653.43 60 60 15
|
|
3.6123 578.502 6621.5 60 60 15
|
|
3.6123 581.278 6653.22 60 60 15
|
|
2.81348 583.967 6654.21 60 60 15
|
|
-8.40385 580.033 6691.23 60 60 15
|
|
0.640684 585.522 6653.71 60 60 15
|
|
-10.5766 581.588 6690.74 60 60 15
|
|
-1.90741 585.058 6652.89 60 60 15
|
|
-13.1247 581.124 6689.92 60 60 15
|
|
-3.33817 582.847 6652.22 60 60 15
|
|
-14.5555 578.913 6689.25 60 60 15
|
|
-2.81348 580.184 6652.1 60 60 15
|
|
-14.0308 576.25 6689.13 60 60 15
|
|
-0.640684 578.629 6652.59 60 60 15
|
|
-11.858 574.695 6689.62 60 60 15
|
|
1.90741 579.093 6653.41 60 60 15
|
|
-9.30992 575.159 6690.44 60 60 15
|
|
3.33817 581.304 6654.08 60 60 15
|
|
-7.87916 577.37 6691.11 60 60 15
|
|
-8.92376 579.796 6692.33 60 60 15
|
|
-19.1797 574.55 6707.33 60 60 15
|
|
-10.9443 581.42 6691.51 60 60 15
|
|
-21.2002 576.174 6706.52 60 60 15
|
|
-13.1247 581.124 6689.92 60 60 15
|
|
-23.3807 575.878 6704.93 60 60 15
|
|
-14.1879 579.081 6688.48 60 60 15
|
|
-24.4438 573.835 6703.48 60 60 15
|
|
-13.5109 576.487 6688.03 60 60 15
|
|
-23.7669 571.241 6703.04 60 60 15
|
|
-11.4904 574.862 6688.85 60 60 15
|
|
-21.7463 569.617 6703.85 60 60 15
|
|
-9.30992 575.159 6690.44 60 60 15
|
|
-19.5659 569.913 6705.45 60 60 15
|
|
-8.24679 577.202 6691.88 60 60 15
|
|
-18.5027 571.956 6706.89 60 60 15
|
|
7.7887 585.472 6635.05 60 60 15
|
|
12.9215 589.156 6639.63 60 60 15
|
|
16.0871 591.761 6646.27 60 60 15
|
|
16.8036 592.892 6653.96 60 60 15
|
|
14.9619 592.376 6661.52 60 60 15
|
|
10.8424 590.292 6667.81 60 60 15
|
|
5.07225 586.957 6671.87 60 60 15
|
|
2.99741 588.807 6634.56 60 60 15
|
|
4.06836 595.317 6638.73 60 60 15
|
|
4.51994 599.812 6645.09 60 60 15
|
|
4.28341 601.606 6652.68 60 60 15
|
|
3.39476 600.427 6660.35 60 60 15
|
|
1.98929 596.454 6666.91 60 60 15
|
|
0.280967 590.292 6671.39 60 60 15
|
|
-2.75409 587.764 6634.18 60 60 15
|
|
-6.55903 593.389 6638.02 60 60 15
|
|
-9.36541 597.293 6644.17 60 60 15
|
|
-10.746 598.879 6651.68 60 60 15
|
|
-10.4906 597.908 6659.42 60 60 15
|
|
-8.6381 594.526 6666.21 60 60 15
|
|
-5.47053 589.248 6671 60 60 15
|
|
-6.09666 582.953 6634.13 60 60 15
|
|
-12.7353 584.501 6637.92 60 60 15
|
|
-17.4351 585.68 6644.04 60 60 15
|
|
-19.4805 586.309 6651.55 60 60 15
|
|
-18.5603 586.294 6659.3 60 60 15
|
|
-14.8144 585.637 6666.11 60 60 15
|
|
-8.8131 584.438 6670.95 60 60 15
|
|
-5.07225 577.194 6634.43 60 60 15
|
|
-10.8424 573.859 6638.49 60 60 15
|
|
-14.9619 571.775 6644.78 60 60 15
|
|
-16.8036 571.259 6652.35 60 60 15
|
|
-16.0871 572.39 6660.04 60 60 15
|
|
-12.9215 574.995 6666.68 60 60 15
|
|
-7.7887 578.679 6671.26 60 60 15
|
|
-0.280967 573.859 6634.92 60 60 15
|
|
-1.98929 567.697 6639.39 60 60 15
|
|
-3.39476 563.724 6645.96 60 60 15
|
|
-4.28341 562.545 6653.63 60 60 15
|
|
-4.51994 564.339 6661.22 60 60 15
|
|
-4.06836 568.834 6667.58 60 60 15
|
|
-2.99741 575.344 6671.75 60 60 15
|
|
5.47053 574.903 6635.3 60 60 15
|
|
8.6381 569.625 6640.1 60 60 15
|
|
10.4906 566.244 6646.89 60 60 15
|
|
10.746 565.272 6654.62 60 60 15
|
|
9.36541 566.858 6662.14 60 60 15
|
|
6.55903 570.762 6668.29 60 60 15
|
|
2.75409 576.387 6672.13 60 60 15
|
|
8.8131 579.713 6635.36 60 60 15
|
|
14.8144 578.514 6640.2 60 60 15
|
|
18.5603 577.857 6647.01 60 60 15
|
|
19.4805 577.842 6654.76 60 60 15
|
|
17.4351 578.472 6662.27 60 60 15
|
|
12.7353 579.65 6668.38 60 60 15
|
|
6.09666 581.198 6672.18 60 60 15
|
|
1.47013 581.272 6633.22 60 60 15
|
|
-1.47013 582.879 6673.08 60 60 15
|
|
-3.49607 582.69 6653.1 60 60 15
|
|
-3.49607 585.438 6684.51 60 60 15
|
|
-2.90799 580.047 6653.33 60 60 15
|
|
-2.90799 582.795 6684.74 60 60 15
|
|
-0.616451 578.593 6653.46 60 60 15
|
|
-0.616451 581.341 6684.87 60 60 15
|
|
2.0362 579.179 6653.41 60 60 15
|
|
2.0362 581.927 6684.82 60 60 15
|
|
3.49607 581.461 6653.21 60 60 15
|
|
3.49607 584.209 6684.62 60 60 15
|
|
2.90799 584.104 6652.98 60 60 15
|
|
2.90799 586.852 6684.39 60 60 15
|
|
0.616451 585.558 6652.85 60 60 15
|
|
0.616451 588.306 6684.26 60 60 15
|
|
-2.0362 584.972 6652.9 60 60 15
|
|
-2.0362 587.721 6684.31 60 60 15
|
|
-3.16592 585.476 6685.62 60 60 15
|
|
9.17878 586.481 6722.07 60 60 15
|
|
-2.65612 582.926 6685.52 60 60 15
|
|
9.68858 583.931 6721.97 60 60 15
|
|
-0.590404 581.488 6684.86 60 60 15
|
|
11.7543 582.492 6721.31 60 60 15
|
|
1.82117 582.004 6684.03 60 60 15
|
|
14.1659 583.008 6720.48 60 60 15
|
|
3.16592 584.171 6683.51 60 60 15
|
|
15.5106 585.175 6719.97 60 60 15
|
|
2.65612 586.721 6683.61 60 60 15
|
|
15.0008 587.725 6720.07 60 60 15
|
|
0.590404 588.159 6684.27 60 60 15
|
|
12.9351 589.164 6720.73 60 60 15
|
|
-1.82117 587.644 6685.1 60 60 15
|
|
10.5235 588.648 6721.56 60 60 15
|
|
9.70617 586.474 6723.06 60 60 15
|
|
21.0628 585.766 6737.94 60 60 15
|
|
10.0615 583.926 6722.67 60 60 15
|
|
21.4182 583.218 6737.55 60 60 15
|
|
11.7543 582.492 6721.31 60 60 15
|
|
23.111 581.784 6736.19 60 60 15
|
|
13.7929 583.013 6719.78 60 60 15
|
|
25.1496 582.304 6734.66 60 60 15
|
|
14.9832 585.182 6718.98 60 60 15
|
|
26.3399 584.474 6733.85 60 60 15
|
|
14.6279 587.73 6719.37 60 60 15
|
|
25.9846 587.022 6734.25 60 60 15
|
|
12.9351 589.164 6720.73 60 60 15
|
|
24.2918 588.455 6735.61 60 60 15
|
|
10.8965 588.643 6722.26 60 60 15
|
|
22.2531 587.935 6737.14 60 60 15
|
|
-8.78838 584.807 6666.6 60 60 15
|
|
-14.8649 586.291 6671.26 60 60 15
|
|
-18.6783 587.551 6677.96 60 60 15
|
|
-19.6482 588.397 6685.65 60 60 15
|
|
-17.6268 588.698 6693.18 60 60 15
|
|
-12.9218 588.409 6699.4 60 60 15
|
|
-6.24968 587.574 6703.36 60 60 15
|
|
-7.52589 579.097 6666.94 60 60 15
|
|
-12.5321 575.741 6671.9 60 60 15
|
|
-15.6304 573.766 6678.78 60 60 15
|
|
-16.3491 573.476 6686.55 60 60 15
|
|
-14.5788 574.913 6694.01 60 60 15
|
|
-10.5891 577.858 6700.04 60 60 15
|
|
-4.98719 581.864 6703.71 60 60 15
|
|
-2.5984 575.931 6666.84 60 60 15
|
|
-3.42727 569.89 6671.71 60 60 15
|
|
-3.73438 566.123 6678.54 60 60 15
|
|
-3.47296 565.202 6686.28 60 60 15
|
|
-2.68282 567.269 6693.76 60 60 15
|
|
-1.48424 572.008 6699.85 60 60 15
|
|
-0.0596958 578.698 6703.6 60 60 15
|
|
3.10763 577.164 6666.35 60 60 15
|
|
7.11609 572.168 6670.81 60 60 15
|
|
10.0412 569.098 6677.36 60 60 15
|
|
11.4376 568.423 6685.01 60 60 15
|
|
11.0927 570.244 6692.59 60 60 15
|
|
9.05912 574.285 6698.95 60 60 15
|
|
5.64633 579.931 6703.12 60 60 15
|
|
6.24968 582.073 6665.77 60 60 15
|
|
12.9218 581.238 6669.73 60 60 15
|
|
17.6268 580.95 6675.95 60 60 15
|
|
19.6482 581.251 6683.48 60 60 15
|
|
18.6783 582.096 6691.17 60 60 15
|
|
14.8649 583.356 6697.86 60 60 15
|
|
8.78838 584.84 6702.53 60 60 15
|
|
4.98719 587.783 6665.42 60 60 15
|
|
10.5891 591.789 6669.09 60 60 15
|
|
14.5788 594.735 6675.12 60 60 15
|
|
16.3491 596.171 6682.58 60 60 15
|
|
15.6304 595.881 6690.35 60 60 15
|
|
12.5321 593.907 6697.23 60 60 15
|
|
7.52589 590.55 6702.19 60 60 15
|
|
0.0596958 590.949 6665.53 60 60 15
|
|
1.48424 597.639 6669.28 60 60 15
|
|
2.68282 602.378 6675.36 60 60 15
|
|
3.47296 604.445 6682.85 60 60 15
|
|
3.73438 603.524 6690.59 60 60 15
|
|
3.42727 599.757 6697.42 60 60 15
|
|
2.5984 593.716 6702.29 60 60 15
|
|
-5.64633 589.716 6666.01 60 60 15
|
|
-9.05912 595.362 6670.18 60 60 15
|
|
-11.0927 599.403 6676.54 60 60 15
|
|
-11.4376 601.224 6684.12 60 60 15
|
|
-10.0412 600.549 6691.77 60 60 15
|
|
-7.11609 597.48 6698.32 60 60 15
|
|
-3.10763 592.483 6702.78 60 60 15
|
|
-1.37393 583.326 6664.67 60 60 15
|
|
1.37393 586.321 6704.46 60 60 15
|
|
2.06979 582.136 6684.8 60 60 15
|
|
2.06979 584.857 6715.9 60 60 15
|
|
3.37091 584.381 6684.6 60 60 15
|
|
3.37091 587.102 6715.7 60 60 15
|
|
2.6974 586.886 6684.38 60 60 15
|
|
2.6974 589.606 6715.48 60 60 15
|
|
0.443789 588.182 6684.27 60 60 15
|
|
0.443789 590.903 6715.37 60 60 15
|
|
-2.06979 587.511 6684.33 60 60 15
|
|
-2.06979 590.232 6715.43 60 60 15
|
|
-3.37091 585.266 6684.53 60 60 15
|
|
-3.37091 587.987 6715.62 60 60 15
|
|
-2.6974 582.762 6684.74 60 60 15
|
|
-2.6974 585.483 6715.84 60 60 15
|
|
-0.443789 581.466 6684.86 60 60 15
|
|
-0.443789 584.186 6715.96 60 60 15
|
|
1.88164 585.189 6716.88 60 60 15
|
|
-5.28962 597.659 6752.18 60 60 15
|
|
3.15372 587.273 6716.4 60 60 15
|
|
-4.01753 599.743 6751.7 60 60 15
|
|
2.5784 589.515 6715.49 60 60 15
|
|
-4.59286 601.985 6750.79 60 60 15
|
|
0.492682 590.604 6714.68 60 60 15
|
|
-6.67858 603.074 6749.99 60 60 15
|
|
-1.88164 589.9 6714.45 60 60 15
|
|
-9.0529 602.37 6749.75 60 60 15
|
|
-3.15372 587.816 6714.93 60 60 15
|
|
-10.325 600.286 6750.23 60 60 15
|
|
-2.5784 585.573 6715.84 60 60 15
|
|
-9.74966 598.044 6751.14 60 60 15
|
|
-0.492682 584.485 6716.64 60 60 15
|
|
-7.66394 596.955 6751.95 60 60 15
|
|
-5.57064 598.103 6753.05 60 60 15
|
|
-12.2066 608.026 6767.24 60 60 15
|
|
-4.21625 600.057 6752.32 60 60 15
|
|
-10.8522 609.979 6766.51 60 60 15
|
|
-4.59286 601.985 6750.79 60 60 15
|
|
-11.2288 611.908 6764.99 60 60 15
|
|
-6.47986 602.76 6749.37 60 60 15
|
|
-13.1158 612.683 6763.56 60 60 15
|
|
-8.77188 601.926 6748.88 60 60 15
|
|
-15.4078 611.849 6763.07 60 60 15
|
|
-10.1263 599.972 6749.61 60 60 15
|
|
-16.7622 609.895 6763.81 60 60 15
|
|
-9.74966 598.044 6751.14 60 60 15
|
|
-16.3856 607.966 6765.33 60 60 15
|
|
-7.86265 597.269 6752.56 60 60 15
|
|
-14.4986 607.192 6766.76 60 60 15
|
|
5.24157 579.166 6698.28 60 60 15
|
|
9.04796 574.631 6703.36 60 60 15
|
|
11.4769 572.063 6710.32 60 60 15
|
|
12.1585 571.851 6718.09 60 60 15
|
|
10.9892 574.028 6725.49 60 60 15
|
|
8.14682 578.263 6731.4 60 60 15
|
|
4.06417 583.911 6734.91 60 60 15
|
|
8.17237 584.207 6697.72 60 60 15
|
|
14.4634 583.946 6702.33 60 60 15
|
|
18.5525 584.233 6708.97 60 60 15
|
|
19.8171 585.024 6716.63 60 60 15
|
|
18.0648 586.198 6724.14 60 60 15
|
|
13.5622 587.578 6730.36 60 60 15
|
|
6.99498 588.952 6734.35 60 60 15
|
|
6.66076 589.813 6696.94 60 60 15
|
|
11.6703 594.305 6700.9 60 60 15
|
|
14.9031 597.767 6707.1 60 60 15
|
|
15.8671 599.673 6714.6 60 60 15
|
|
14.4154 599.733 6722.27 60 60 15
|
|
10.7691 597.937 6728.93 60 60 15
|
|
5.48337 594.558 6733.57 60 60 15
|
|
1.59222 592.701 6696.41 60 60 15
|
|
2.30483 599.64 6699.9 60 60 15
|
|
2.66656 604.738 6705.8 60 60 15
|
|
2.62232 607.218 6713.2 60 60 15
|
|
2.17886 606.703 6720.97 60 60 15
|
|
1.40369 603.272 6727.94 60 60 15
|
|
0.414821 597.446 6733.04 60 60 15
|
|
-4.06417 591.178 6696.42 60 60 15
|
|
-8.14682 596.826 6699.93 60 60 15
|
|
-10.9892 601.061 6705.84 60 60 15
|
|
-12.1585 603.238 6713.24 60 60 15
|
|
-11.4769 603.026 6721.01 60 60 15
|
|
-9.04796 600.457 6727.97 60 60 15
|
|
-5.24157 595.923 6733.05 60 60 15
|
|
-6.99498 586.137 6696.98 60 60 15
|
|
-13.5622 587.511 6700.96 60 60 15
|
|
-18.0648 588.891 6707.19 60 60 15
|
|
-19.8171 590.065 6714.7 60 60 15
|
|
-18.5525 590.856 6722.36 60 60 15
|
|
-14.4634 591.143 6729 60 60 15
|
|
-8.17237 590.882 6733.61 60 60 15
|
|
-5.48337 580.53 6697.75 60 60 15
|
|
-10.7691 577.152 6702.4 60 60 15
|
|
-14.4154 575.356 6709.06 60 60 15
|
|
-15.8671 575.416 6716.72 60 60 15
|
|
-14.9031 577.322 6724.23 60 60 15
|
|
-11.6703 580.784 6730.43 60 60 15
|
|
-6.66076 585.275 6734.38 60 60 15
|
|
-0.414821 577.643 6698.29 60 60 15
|
|
-1.40369 571.817 6703.39 60 60 15
|
|
-2.17886 568.386 6710.35 60 60 15
|
|
-2.62232 567.871 6718.13 60 60 15
|
|
-2.66656 570.351 6725.53 60 60 15
|
|
-2.30483 575.449 6731.42 60 60 15
|
|
-1.59222 582.388 6734.92 60 60 15
|
|
0.637202 584.976 6695.84 60 60 15
|
|
-0.637202 590.112 6735.49 60 60 15
|
|
0.283256 590.77 6715.38 60 60 15
|
|
0.283256 593.464 6746.17 60 60 15
|
|
-2.08906 590.025 6715.45 60 60 15
|
|
-2.08906 592.719 6746.24 60 60 15
|
|
-3.23763 587.827 6715.64 60 60 15
|
|
-3.23763 590.521 6746.43 60 60 15
|
|
-2.48964 585.463 6715.85 60 60 15
|
|
-2.48964 588.157 6746.64 60 60 15
|
|
-0.283256 584.319 6715.95 60 60 15
|
|
-0.283256 587.013 6746.74 60 60 15
|
|
2.08906 585.064 6715.88 60 60 15
|
|
2.08906 587.758 6746.67 60 60 15
|
|
3.23763 587.262 6715.69 60 60 15
|
|
3.23763 589.956 6746.48 60 60 15
|
|
2.48964 589.626 6715.48 60 60 15
|
|
2.48964 592.319 6746.27 60 60 15
|
|
0.258377 593.259 6747.1 60 60 15
|
|
-0.703403 585.454 6784.02 60 60 15
|
|
-2.00099 592.565 6746.89 60 60 15
|
|
-2.96277 584.759 6783.81 60 60 15
|
|
-3.0882 590.507 6746.43 60 60 15
|
|
-4.04998 582.702 6783.35 60 60 15
|
|
-2.36639 588.292 6745.98 60 60 15
|
|
-3.32817 580.487 6782.9 60 60 15
|
|
-0.258377 587.217 6745.81 60 60 15
|
|
-1.22016 579.412 6782.72 60 60 15
|
|
2.00099 587.912 6746.02 60 60 15
|
|
1.03921 580.106 6782.93 60 60 15
|
|
3.0882 589.969 6746.48 60 60 15
|
|
2.12642 582.164 6783.39 60 60 15
|
|
2.36639 592.184 6746.93 60 60 15
|
|
1.40461 584.379 6783.84 60 60 15
|
|
-0.737788 585.134 6784.87 60 60 15
|
|
-1.63269 576.271 6800.93 60 60 15
|
|
-2.98708 584.533 6784.42 60 60 15
|
|
-3.88198 575.67 6800.47 60 60 15
|
|
-4.04998 582.702 6783.35 60 60 15
|
|
-4.94488 573.839 6799.4 60 60 15
|
|
-3.30386 580.713 6782.29 60 60 15
|
|
-4.19875 571.85 6798.35 60 60 15
|
|
-1.18577 579.731 6781.87 60 60 15
|
|
-2.08067 570.868 6797.92 60 60 15
|
|
1.06352 580.332 6782.32 60 60 15
|
|
0.168627 571.469 6798.38 60 60 15
|
|
2.12642 582.164 6783.39 60 60 15
|
|
1.23153 573.301 6799.45 60 60 15
|
|
1.3803 584.153 6784.45 60 60 15
|
|
0.485399 575.29 6800.51 60 60 15
|
|
0.722858 596.883 6727.6 60 60 15
|
|
1.27483 603.565 6731.6 60 60 15
|
|
1.63273 608.219 6737.85 60 60 15
|
|
1.74205 610.135 6745.41 60 60 15
|
|
1.58617 609.022 6753.14 60 60 15
|
|
1.1888 605.05 6759.84 60 60 15
|
|
0.610452 598.822 6764.51 60 60 15
|
|
-4.86377 595.123 6727.68 60 60 15
|
|
-9.0479 600.313 6731.74 60 60 15
|
|
-11.8546 603.969 6738.03 60 60 15
|
|
-12.8565 605.535 6745.61 60 60 15
|
|
-11.9011 604.773 6753.32 60 60 15
|
|
-9.13394 601.797 6759.98 60 60 15
|
|
-4.97617 597.062 6764.58 60 60 15
|
|
-7.56834 589.933 6727.94 60 60 15
|
|
-14.0453 590.724 6732.22 60 60 15
|
|
-18.384 591.441 6738.67 60 60 15
|
|
-19.9239 591.975 6746.3 60 60 15
|
|
-18.4306 592.244 6753.96 60 60 15
|
|
-14.1313 592.208 6760.47 60 60 15
|
|
-7.68075 591.872 6764.85 60 60 15
|
|
-5.80656 584.355 6728.24 60 60 15
|
|
-10.79 580.416 6732.78 60 60 15
|
|
-14.1307 577.973 6739.39 60 60 15
|
|
-15.3201 577.397 6747.08 60 60 15
|
|
-14.1772 578.776 6754.68 60 60 15
|
|
-10.876 581.9 6761.02 60 60 15
|
|
-5.91897 586.294 6765.15 60 60 15
|
|
-0.610452 581.655 6728.4 60 60 15
|
|
-1.1888 575.427 6733.07 60 60 15
|
|
-1.58617 571.454 6739.77 60 60 15
|
|
-1.74205 570.342 6747.5 60 60 15
|
|
-1.63273 572.258 6755.06 60 60 15
|
|
-1.27483 576.911 6761.31 60 60 15
|
|
-0.722858 583.594 6765.31 60 60 15
|
|
4.97617 583.415 6728.33 60 60 15
|
|
9.13394 578.68 6732.93 60 60 15
|
|
11.9011 575.704 6739.59 60 60 15
|
|
12.8565 574.941 6747.3 60 60 15
|
|
11.8546 576.507 6754.88 60 60 15
|
|
9.0479 580.164 6761.17 60 60 15
|
|
4.86377 585.354 6765.23 60 60 15
|
|
7.68075 588.604 6728.06 60 60 15
|
|
14.1313 588.268 6732.44 60 60 15
|
|
18.4306 588.232 6738.95 60 60 15
|
|
19.9239 588.502 6746.61 60 60 15
|
|
18.384 589.036 6754.24 60 60 15
|
|
14.0453 589.752 6760.69 60 60 15
|
|
7.56834 590.543 6764.97 60 60 15
|
|
5.91897 594.183 6727.76 60 60 15
|
|
10.876 598.576 6731.89 60 60 15
|
|
14.1772 601.701 6738.23 60 60 15
|
|
15.3201 603.08 6745.83 60 60 15
|
|
14.1307 602.504 6753.52 60 60 15
|
|
10.79 600.061 6760.13 60 60 15
|
|
5.80656 596.122 6764.67 60 60 15
|
|
0.0608338 589.189 6726.48 60 60 15
|
|
-0.0608338 591.288 6766.43 60 60 15
|
|
-2.28556 588.152 6746.64 60 60 15
|
|
-2.28556 590.819 6777.12 60 60 15
|
|
-0.13522 587.153 6746.72 60 60 15
|
|
-0.13522 589.82 6777.21 60 60 15
|
|
2.09433 587.961 6746.65 60 60 15
|
|
2.09433 590.629 6777.14 60 60 15
|
|
3.09705 590.104 6746.47 60 60 15
|
|
3.09705 592.771 6776.95 60 60 15
|
|
2.28556 592.325 6746.27 60 60 15
|
|
2.28556 594.992 6776.76 60 60 15
|
|
0.13522 593.324 6746.19 60 60 15
|
|
0.13522 595.991 6776.67 60 60 15
|
|
-2.09433 592.515 6746.26 60 60 15
|
|
-2.09433 595.182 6776.74 60 60 15
|
|
-3.09705 590.373 6746.44 60 60 15
|
|
-3.09705 593.04 6776.93 60 60 15
|
|
-2.09071 591.068 6777.92 60 60 15
|
|
5.50366 601.131 6813.1 60 60 15
|
|
-0.0691002 590.074 6777.77 60 60 15
|
|
7.52528 600.137 6812.95 60 60 15
|
|
1.99299 590.739 6777.13 60 60 15
|
|
9.58737 600.802 6812.31 60 60 15
|
|
2.88762 592.673 6776.38 60 60 15
|
|
10.482 602.736 6811.56 60 60 15
|
|
2.09071 594.743 6775.96 60 60 15
|
|
9.68509 604.807 6811.14 60 60 15
|
|
0.0691002 595.737 6776.12 60 60 15
|
|
7.66348 605.8 6811.3 60 60 15
|
|
-1.99299 595.072 6776.75 60 60 15
|
|
5.60138 605.136 6811.93 60 60 15
|
|
-2.88762 593.138 6777.5 60 60 15
|
|
4.70676 603.202 6812.68 60 60 15
|
|
5.7499 601.421 6813.83 60 60 15
|
|
12.8528 609.249 6828.62 60 60 15
|
|
7.69939 600.343 6813.46 60 60 15
|
|
14.8023 608.17 6828.25 60 60 15
|
|
9.58737 600.802 6812.31 60 60 15
|
|
16.6902 608.63 6827.1 60 60 15
|
|
10.3079 602.531 6811.05 60 60 15
|
|
17.4108 610.359 6825.84 60 60 15
|
|
9.43885 604.516 6810.42 60 60 15
|
|
16.5417 612.344 6825.21 60 60 15
|
|
7.48936 605.595 6810.78 60 60 15
|
|
14.5922 613.423 6825.57 60 60 15
|
|
5.60138 605.136 6811.93 60 60 15
|
|
12.7043 612.963 6826.72 60 60 15
|
|
4.88088 603.407 6813.19 60 60 15
|
|
11.9838 611.234 6827.98 60 60 15
|
|
-5.87977 585.94 6759.14 60 60 15
|
|
-10.6071 582.012 6763.95 60 60 15
|
|
-13.7195 579.743 6770.74 60 60 15
|
|
-14.7433 579.478 6778.47 60 60 15
|
|
-13.5226 581.257 6785.97 60 60 15
|
|
-10.2431 584.809 6792.09 60 60 15
|
|
-5.40426 589.594 6795.91 60 60 15
|
|
-0.570997 583.47 6759.32 60 60 15
|
|
-0.797719 577.448 6764.28 60 60 15
|
|
-0.902996 573.78 6771.16 60 60 15
|
|
-0.8708 573.024 6778.93 60 60 15
|
|
-0.706032 575.294 6786.39 60 60 15
|
|
-0.433778 580.245 6792.42 60 60 15
|
|
-0.0954846 587.124 6796.09 60 60 15
|
|
4.93299 585.457 6759.05 60 60 15
|
|
9.37232 581.12 6763.78 60 60 15
|
|
12.3848 578.577 6770.51 60 60 15
|
|
13.5118 578.216 6778.23 60 60 15
|
|
12.5818 580.091 6785.74 60 60 15
|
|
9.73626 583.917 6791.92 60 60 15
|
|
5.4085 589.111 6795.82 60 60 15
|
|
7.40802 590.737 6758.49 60 60 15
|
|
13.9456 590.876 6762.75 60 60 15
|
|
18.3601 591.325 6769.17 60 60 15
|
|
19.9794 592.014 6776.77 60 60 15
|
|
18.557 592.838 6784.4 60 60 15
|
|
14.3095 593.673 6790.89 60 60 15
|
|
7.88353 594.391 6795.26 60 60 15
|
|
5.40426 596.217 6757.97 60 60 15
|
|
10.2431 601.002 6761.79 60 60 15
|
|
13.5226 604.554 6767.92 60 60 15
|
|
14.7433 606.333 6775.42 60 60 15
|
|
13.7195 606.068 6783.15 60 60 15
|
|
10.6071 603.799 6789.93 60 60 15
|
|
5.87977 599.871 6794.74 60 60 15
|
|
0.0954846 598.687 6757.8 60 60 15
|
|
0.433778 605.566 6761.46 60 60 15
|
|
0.706032 610.517 6767.49 60 60 15
|
|
0.8708 612.788 6774.95 60 60 15
|
|
0.902996 612.031 6782.72 60 60 15
|
|
0.797719 608.363 6789.61 60 60 15
|
|
0.570997 602.341 6794.57 60 60 15
|
|
-5.4085 596.7 6758.06 60 60 15
|
|
-9.73626 601.894 6761.96 60 60 15
|
|
-12.5818 605.72 6768.14 60 60 15
|
|
-13.5118 607.595 6775.66 60 60 15
|
|
-12.3848 607.234 6783.37 60 60 15
|
|
-9.37232 604.691 6790.1 60 60 15
|
|
-4.93299 600.354 6794.84 60 60 15
|
|
-7.88353 591.42 6758.62 60 60 15
|
|
-14.3095 592.138 6762.99 60 60 15
|
|
-18.557 592.973 6769.48 60 60 15
|
|
-19.9794 593.798 6777.11 60 60 15
|
|
-18.3601 594.487 6784.71 60 60 15
|
|
-13.9456 594.935 6791.13 60 60 15
|
|
-7.40802 595.074 6795.39 60 60 15
|
|
-0.257345 590.928 6757.04 60 60 15
|
|
0.257345 594.883 6796.84 60 60 15
|
|
2.95 592.906 6776.94 60 60 15
|
|
2.95 595.546 6807.13 60 60 15
|
|
2.08597 594.984 6776.76 60 60 15
|
|
2.08597 597.624 6806.94 60 60 15
|
|
-2.18295e-009 595.844 6776.68 60 60 15
|
|
-2.18296e-009 598.485 6806.87 60 60 15
|
|
-2.08597 594.984 6776.76 60 60 15
|
|
-2.08597 597.624 6806.94 60 60 15
|
|
-2.95 592.906 6776.94 60 60 15
|
|
-2.95 595.546 6807.13 60 60 15
|
|
-2.08597 590.828 6777.12 60 60 15
|
|
-2.08597 593.468 6807.31 60 60 15
|
|
2.21306e-009 589.967 6777.2 60 60 15
|
|
2.21305e-009 592.608 6807.38 60 60 15
|
|
2.08597 590.828 6777.12 60 60 15
|
|
2.08597 593.468 6807.31 60 60 15
|
|
2.70459 595.61 6807.85 60 60 15
|
|
-6.87171 598.724 6843.45 60 60 15
|
|
1.91244 597.563 6807.46 60 60 15
|
|
-7.66387 600.678 6843.07 60 60 15
|
|
-2.07147e-009 598.336 6806.88 60 60 15
|
|
-9.5763 601.451 6842.49 60 60 15
|
|
-1.91244 597.474 6806.44 60 60 15
|
|
-11.4887 600.589 6842.05 60 60 15
|
|
-2.70459 595.483 6806.4 60 60 15
|
|
-12.2809 598.598 6842.01 60 60 15
|
|
-1.91244 593.529 6806.79 60 60 15
|
|
-11.4887 596.644 6842.39 60 60 15
|
|
2.09907e-009 592.757 6807.37 60 60 15
|
|
-9.5763 595.872 6842.97 60 60 15
|
|
1.91244 593.619 6807.81 60 60 15
|
|
-7.66387 596.734 6843.41 60 60 15
|
|
-7.15143 598.783 6844.12 60 60 15
|
|
-16.1514 600.142 6859.65 60 60 15
|
|
-7.86166 600.72 6843.54 60 60 15
|
|
-16.8617 602.079 6859.07 60 60 15
|
|
-9.5763 601.451 6842.49 60 60 15
|
|
-18.5763 602.809 6858.01 60 60 15
|
|
-11.2909 600.547 6841.57 60 60 15
|
|
-20.2909 601.906 6857.1 60 60 15
|
|
-12.0012 598.539 6841.33 60 60 15
|
|
-21.0012 599.898 6856.86 60 60 15
|
|
-11.2909 596.603 6841.92 60 60 15
|
|
-20.2909 597.961 6857.45 60 60 15
|
|
-9.5763 595.872 6842.97 60 60 15
|
|
-18.5763 597.231 6858.5 60 60 15
|
|
-7.86166 596.775 6843.89 60 60 15
|
|
-16.8617 598.134 6859.42 60 60 15
|
|
7.65367 593.936 6788.72 60 60 15
|
|
14.1421 594.314 6793.04 60 60 15
|
|
18.4776 594.879 6799.5 60 60 15
|
|
20 595.546 6807.13 60 60 15
|
|
18.4776 596.213 6814.75 60 60 15
|
|
14.1421 596.779 6821.21 60 60 15
|
|
7.65367 597.157 6825.53 60 60 15
|
|
5.41196 599.327 6788.25 60 60 15
|
|
10 604.276 6792.17 60 60 15
|
|
13.0656 607.895 6798.36 60 60 15
|
|
14.1421 609.635 6805.89 60 60 15
|
|
13.0656 609.229 6813.61 60 60 15
|
|
10 606.741 6820.34 60 60 15
|
|
5.41196 602.548 6825.06 60 60 15
|
|
-5.66358e-009 601.56 6788.05 60 60 15
|
|
-1.04649e-008 608.402 6791.81 60 60 15
|
|
-1.36731e-008 613.287 6797.89 60 60 15
|
|
-1.47997e-008 615.47 6805.38 60 60 15
|
|
-1.36731e-008 614.621 6813.14 60 60 15
|
|
-1.04649e-008 610.867 6819.98 60 60 15
|
|
-5.66359e-009 604.781 6824.87 60 60 15
|
|
-5.41196 599.327 6788.25 60 60 15
|
|
-10 604.276 6792.17 60 60 15
|
|
-13.0656 607.895 6798.36 60 60 15
|
|
-14.1421 609.635 6805.89 60 60 15
|
|
-13.0656 609.229 6813.61 60 60 15
|
|
-10 606.741 6820.34 60 60 15
|
|
-5.41196 602.548 6825.06 60 60 15
|
|
-7.65367 593.936 6788.72 60 60 15
|
|
-14.1421 594.314 6793.04 60 60 15
|
|
-18.4776 594.879 6799.5 60 60 15
|
|
-20 595.546 6807.13 60 60 15
|
|
-18.4776 596.213 6814.75 60 60 15
|
|
-14.1421 596.779 6821.21 60 60 15
|
|
-7.65367 597.157 6825.53 60 60 15
|
|
-5.41196 588.545 6789.19 60 60 15
|
|
-10 584.352 6793.91 60 60 15
|
|
-13.0656 581.863 6800.64 60 60 15
|
|
-14.1421 581.458 6808.36 60 60 15
|
|
-13.0656 583.198 6815.89 60 60 15
|
|
-10 586.817 6822.09 60 60 15
|
|
-5.41196 591.765 6826.01 60 60 15
|
|
5.74171e-009 586.311 6789.39 60 60 15
|
|
1.06093e-008 580.225 6794.27 60 60 15
|
|
1.38617e-008 576.472 6801.11 60 60 15
|
|
1.50038e-008 575.622 6808.87 60 60 15
|
|
1.38617e-008 577.806 6816.36 60 60 15
|
|
1.06093e-008 582.691 6822.45 60 60 15
|
|
5.7417e-009 589.532 6826.2 60 60 15
|
|
5.41196 588.545 6789.19 60 60 15
|
|
10 584.352 6793.91 60 60 15
|
|
13.0656 581.863 6800.64 60 60 15
|
|
14.1421 581.458 6808.36 60 60 15
|
|
13.0656 583.198 6815.89 60 60 15
|
|
10 586.817 6822.09 60 60 15
|
|
5.41196 591.765 6826.01 60 60 15
|
|
3.86474e-015 593.803 6787.2 60 60 15
|
|
-3.86474e-015 597.289 6827.05 60 60 15
|
|
-2.06438 597.431 6806.96 60 60 15
|
|
-2.06438 600.046 6836.85 60 60 15
|
|
-2.79734 595.425 6807.14 60 60 15
|
|
-2.79734 598.039 6837.02 60 60 15
|
|
-1.89165 593.49 6807.31 60 60 15
|
|
-1.89165 596.105 6837.19 60 60 15
|
|
0.122134 592.76 6807.37 60 60 15
|
|
0.122134 595.374 6837.26 60 60 15
|
|
2.06438 593.662 6807.29 60 60 15
|
|
2.06438 596.277 6837.18 60 60 15
|
|
2.79734 595.668 6807.12 60 60 15
|
|
2.79734 598.283 6837 60 60 15
|
|
1.89165 597.603 6806.95 60 60 15
|
|
1.89165 600.218 6836.83 60 60 15
|
|
-0.122134 598.333 6806.88 60 60 15
|
|
-0.122134 600.948 6836.77 60 60 15
|
|
3 0 2 1
|
|
3 1 2 3
|
|
3 2 4 3
|
|
3 3 4 5
|
|
3 4 6 5
|
|
3 5 6 7
|
|
3 6 8 7
|
|
3 7 8 9
|
|
3 8 10 9
|
|
3 9 10 11
|
|
3 10 12 11
|
|
3 11 12 13
|
|
3 12 14 13
|
|
3 13 14 15
|
|
3 14 0 15
|
|
3 15 0 1
|
|
3 16 18 17
|
|
3 16 19 18
|
|
3 16 20 19
|
|
3 16 21 20
|
|
3 16 22 21
|
|
3 16 17 22
|
|
3 23 25 24
|
|
3 23 26 25
|
|
3 23 27 26
|
|
3 23 28 27
|
|
3 23 29 28
|
|
3 23 24 29
|
|
3 30 32 31
|
|
3 31 32 33
|
|
3 32 34 33
|
|
3 33 34 35
|
|
3 34 36 35
|
|
3 35 36 37
|
|
3 36 38 37
|
|
3 37 38 39
|
|
3 38 40 39
|
|
3 39 40 41
|
|
3 40 42 41
|
|
3 41 42 43
|
|
3 42 44 43
|
|
3 43 44 45
|
|
3 44 30 45
|
|
3 45 30 31
|
|
3 46 48 47
|
|
3 46 49 48
|
|
3 46 50 49
|
|
3 46 51 50
|
|
3 46 52 51
|
|
3 46 47 52
|
|
3 53 55 54
|
|
3 53 56 55
|
|
3 53 57 56
|
|
3 53 58 57
|
|
3 53 59 58
|
|
3 53 54 59
|
|
3 60 62 61
|
|
3 61 62 63
|
|
3 62 64 63
|
|
3 63 64 65
|
|
3 64 66 65
|
|
3 65 66 67
|
|
3 66 68 67
|
|
3 67 68 69
|
|
3 68 70 69
|
|
3 69 70 71
|
|
3 70 72 71
|
|
3 71 72 73
|
|
3 72 74 73
|
|
3 73 74 75
|
|
3 74 60 75
|
|
3 75 60 61
|
|
3 76 78 77
|
|
3 76 79 78
|
|
3 76 80 79
|
|
3 76 81 80
|
|
3 76 82 81
|
|
3 76 77 82
|
|
3 83 85 84
|
|
3 83 86 85
|
|
3 83 87 86
|
|
3 83 88 87
|
|
3 83 89 88
|
|
3 83 84 89
|
|
3 90 92 91
|
|
3 91 92 93
|
|
3 92 94 93
|
|
3 93 94 95
|
|
3 94 96 95
|
|
3 95 96 97
|
|
3 96 98 97
|
|
3 97 98 99
|
|
3 98 100 99
|
|
3 99 100 101
|
|
3 100 102 101
|
|
3 101 102 103
|
|
3 102 104 103
|
|
3 103 104 105
|
|
3 104 90 105
|
|
3 105 90 91
|
|
3 106 108 107
|
|
3 106 109 108
|
|
3 106 110 109
|
|
3 106 111 110
|
|
3 106 112 111
|
|
3 106 107 112
|
|
3 113 115 114
|
|
3 113 116 115
|
|
3 113 117 116
|
|
3 113 118 117
|
|
3 113 119 118
|
|
3 113 114 119
|
|
3 120 122 121
|
|
3 121 122 123
|
|
3 122 124 123
|
|
3 123 124 125
|
|
3 124 126 125
|
|
3 125 126 127
|
|
3 126 128 127
|
|
3 127 128 129
|
|
3 128 130 129
|
|
3 129 130 131
|
|
3 130 132 131
|
|
3 131 132 133
|
|
3 132 134 133
|
|
3 133 134 135
|
|
3 134 120 135
|
|
3 135 120 121
|
|
3 136 138 137
|
|
3 136 139 138
|
|
3 136 140 139
|
|
3 136 141 140
|
|
3 136 142 141
|
|
3 136 137 142
|
|
3 143 145 144
|
|
3 143 146 145
|
|
3 143 147 146
|
|
3 143 148 147
|
|
3 143 149 148
|
|
3 143 144 149
|
|
3 150 152 151
|
|
3 151 152 153
|
|
3 152 154 153
|
|
3 153 154 155
|
|
3 154 156 155
|
|
3 155 156 157
|
|
3 156 158 157
|
|
3 157 158 159
|
|
3 158 160 159
|
|
3 159 160 161
|
|
3 160 162 161
|
|
3 161 162 163
|
|
3 162 164 163
|
|
3 163 164 165
|
|
3 164 150 165
|
|
3 165 150 151
|
|
3 166 168 167
|
|
3 167 168 169
|
|
3 168 170 169
|
|
3 169 170 171
|
|
3 170 172 171
|
|
3 171 172 173
|
|
3 172 174 173
|
|
3 173 174 175
|
|
3 174 176 175
|
|
3 175 176 177
|
|
3 176 178 177
|
|
3 177 178 179
|
|
3 178 180 179
|
|
3 179 180 181
|
|
3 180 166 181
|
|
3 181 166 167
|
|
3 182 184 183
|
|
3 183 184 185
|
|
3 184 186 185
|
|
3 185 186 187
|
|
3 186 188 187
|
|
3 187 188 189
|
|
3 188 190 189
|
|
3 189 190 191
|
|
3 190 192 191
|
|
3 191 192 193
|
|
3 192 194 193
|
|
3 193 194 195
|
|
3 194 196 195
|
|
3 195 196 197
|
|
3 196 182 197
|
|
3 197 182 183
|
|
3 198 254 205
|
|
3 204 211 255
|
|
3 199 198 205
|
|
3 199 205 206
|
|
3 200 199 206
|
|
3 200 206 207
|
|
3 201 200 207
|
|
3 201 207 208
|
|
3 202 201 208
|
|
3 202 208 209
|
|
3 203 202 209
|
|
3 203 209 210
|
|
3 204 203 210
|
|
3 204 210 211
|
|
3 205 254 212
|
|
3 211 218 255
|
|
3 206 205 212
|
|
3 206 212 213
|
|
3 207 206 213
|
|
3 207 213 214
|
|
3 208 207 214
|
|
3 208 214 215
|
|
3 209 208 215
|
|
3 209 215 216
|
|
3 210 209 216
|
|
3 210 216 217
|
|
3 211 210 217
|
|
3 211 217 218
|
|
3 212 254 219
|
|
3 218 225 255
|
|
3 213 212 219
|
|
3 213 219 220
|
|
3 214 213 220
|
|
3 214 220 221
|
|
3 215 214 221
|
|
3 215 221 222
|
|
3 216 215 222
|
|
3 216 222 223
|
|
3 217 216 223
|
|
3 217 223 224
|
|
3 218 217 224
|
|
3 218 224 225
|
|
3 219 254 226
|
|
3 225 232 255
|
|
3 220 219 226
|
|
3 220 226 227
|
|
3 221 220 227
|
|
3 221 227 228
|
|
3 222 221 228
|
|
3 222 228 229
|
|
3 223 222 229
|
|
3 223 229 230
|
|
3 224 223 230
|
|
3 224 230 231
|
|
3 225 224 231
|
|
3 225 231 232
|
|
3 226 254 233
|
|
3 232 239 255
|
|
3 227 226 233
|
|
3 227 233 234
|
|
3 228 227 234
|
|
3 228 234 235
|
|
3 229 228 235
|
|
3 229 235 236
|
|
3 230 229 236
|
|
3 230 236 237
|
|
3 231 230 237
|
|
3 231 237 238
|
|
3 232 231 238
|
|
3 232 238 239
|
|
3 233 254 240
|
|
3 239 246 255
|
|
3 234 233 240
|
|
3 234 240 241
|
|
3 235 234 241
|
|
3 235 241 242
|
|
3 236 235 242
|
|
3 236 242 243
|
|
3 237 236 243
|
|
3 237 243 244
|
|
3 238 237 244
|
|
3 238 244 245
|
|
3 239 238 245
|
|
3 239 245 246
|
|
3 240 254 247
|
|
3 246 253 255
|
|
3 241 240 247
|
|
3 241 247 248
|
|
3 242 241 248
|
|
3 242 248 249
|
|
3 243 242 249
|
|
3 243 249 250
|
|
3 244 243 250
|
|
3 244 250 251
|
|
3 245 244 251
|
|
3 245 251 252
|
|
3 246 245 252
|
|
3 246 252 253
|
|
3 247 254 198
|
|
3 253 204 255
|
|
3 248 247 198
|
|
3 248 198 199
|
|
3 249 248 199
|
|
3 249 199 200
|
|
3 250 249 200
|
|
3 250 200 201
|
|
3 251 250 201
|
|
3 251 201 202
|
|
3 252 251 202
|
|
3 252 202 203
|
|
3 253 252 203
|
|
3 253 203 204
|
|
3 256 258 257
|
|
3 257 258 259
|
|
3 258 260 259
|
|
3 259 260 261
|
|
3 260 262 261
|
|
3 261 262 263
|
|
3 262 264 263
|
|
3 263 264 265
|
|
3 264 266 265
|
|
3 265 266 267
|
|
3 266 268 267
|
|
3 267 268 269
|
|
3 268 270 269
|
|
3 269 270 271
|
|
3 270 256 271
|
|
3 271 256 257
|
|
3 272 274 273
|
|
3 273 274 275
|
|
3 274 276 275
|
|
3 275 276 277
|
|
3 276 278 277
|
|
3 277 278 279
|
|
3 278 280 279
|
|
3 279 280 281
|
|
3 280 282 281
|
|
3 281 282 283
|
|
3 282 284 283
|
|
3 283 284 285
|
|
3 284 286 285
|
|
3 285 286 287
|
|
3 286 272 287
|
|
3 287 272 273
|
|
3 288 290 289
|
|
3 289 290 291
|
|
3 290 292 291
|
|
3 291 292 293
|
|
3 292 294 293
|
|
3 293 294 295
|
|
3 294 296 295
|
|
3 295 296 297
|
|
3 296 298 297
|
|
3 297 298 299
|
|
3 298 300 299
|
|
3 299 300 301
|
|
3 300 302 301
|
|
3 301 302 303
|
|
3 302 288 303
|
|
3 303 288 289
|
|
3 304 360 311
|
|
3 310 317 361
|
|
3 305 304 311
|
|
3 305 311 312
|
|
3 306 305 312
|
|
3 306 312 313
|
|
3 307 306 313
|
|
3 307 313 314
|
|
3 308 307 314
|
|
3 308 314 315
|
|
3 309 308 315
|
|
3 309 315 316
|
|
3 310 309 316
|
|
3 310 316 317
|
|
3 311 360 318
|
|
3 317 324 361
|
|
3 312 311 318
|
|
3 312 318 319
|
|
3 313 312 319
|
|
3 313 319 320
|
|
3 314 313 320
|
|
3 314 320 321
|
|
3 315 314 321
|
|
3 315 321 322
|
|
3 316 315 322
|
|
3 316 322 323
|
|
3 317 316 323
|
|
3 317 323 324
|
|
3 318 360 325
|
|
3 324 331 361
|
|
3 319 318 325
|
|
3 319 325 326
|
|
3 320 319 326
|
|
3 320 326 327
|
|
3 321 320 327
|
|
3 321 327 328
|
|
3 322 321 328
|
|
3 322 328 329
|
|
3 323 322 329
|
|
3 323 329 330
|
|
3 324 323 330
|
|
3 324 330 331
|
|
3 325 360 332
|
|
3 331 338 361
|
|
3 326 325 332
|
|
3 326 332 333
|
|
3 327 326 333
|
|
3 327 333 334
|
|
3 328 327 334
|
|
3 328 334 335
|
|
3 329 328 335
|
|
3 329 335 336
|
|
3 330 329 336
|
|
3 330 336 337
|
|
3 331 330 337
|
|
3 331 337 338
|
|
3 332 360 339
|
|
3 338 345 361
|
|
3 333 332 339
|
|
3 333 339 340
|
|
3 334 333 340
|
|
3 334 340 341
|
|
3 335 334 341
|
|
3 335 341 342
|
|
3 336 335 342
|
|
3 336 342 343
|
|
3 337 336 343
|
|
3 337 343 344
|
|
3 338 337 344
|
|
3 338 344 345
|
|
3 339 360 346
|
|
3 345 352 361
|
|
3 340 339 346
|
|
3 340 346 347
|
|
3 341 340 347
|
|
3 341 347 348
|
|
3 342 341 348
|
|
3 342 348 349
|
|
3 343 342 349
|
|
3 343 349 350
|
|
3 344 343 350
|
|
3 344 350 351
|
|
3 345 344 351
|
|
3 345 351 352
|
|
3 346 360 353
|
|
3 352 359 361
|
|
3 347 346 353
|
|
3 347 353 354
|
|
3 348 347 354
|
|
3 348 354 355
|
|
3 349 348 355
|
|
3 349 355 356
|
|
3 350 349 356
|
|
3 350 356 357
|
|
3 351 350 357
|
|
3 351 357 358
|
|
3 352 351 358
|
|
3 352 358 359
|
|
3 353 360 304
|
|
3 359 310 361
|
|
3 354 353 304
|
|
3 354 304 305
|
|
3 355 354 305
|
|
3 355 305 306
|
|
3 356 355 306
|
|
3 356 306 307
|
|
3 357 356 307
|
|
3 357 307 308
|
|
3 358 357 308
|
|
3 358 308 309
|
|
3 359 358 309
|
|
3 359 309 310
|
|
3 362 364 363
|
|
3 363 364 365
|
|
3 364 366 365
|
|
3 365 366 367
|
|
3 366 368 367
|
|
3 367 368 369
|
|
3 368 370 369
|
|
3 369 370 371
|
|
3 370 372 371
|
|
3 371 372 373
|
|
3 372 374 373
|
|
3 373 374 375
|
|
3 374 376 375
|
|
3 375 376 377
|
|
3 376 362 377
|
|
3 377 362 363
|
|
3 378 380 379
|
|
3 379 380 381
|
|
3 380 382 381
|
|
3 381 382 383
|
|
3 382 384 383
|
|
3 383 384 385
|
|
3 384 386 385
|
|
3 385 386 387
|
|
3 386 388 387
|
|
3 387 388 389
|
|
3 388 390 389
|
|
3 389 390 391
|
|
3 390 392 391
|
|
3 391 392 393
|
|
3 392 378 393
|
|
3 393 378 379
|
|
3 394 396 395
|
|
3 395 396 397
|
|
3 396 398 397
|
|
3 397 398 399
|
|
3 398 400 399
|
|
3 399 400 401
|
|
3 400 402 401
|
|
3 401 402 403
|
|
3 402 404 403
|
|
3 403 404 405
|
|
3 404 406 405
|
|
3 405 406 407
|
|
3 406 408 407
|
|
3 407 408 409
|
|
3 408 394 409
|
|
3 409 394 395
|
|
3 410 466 417
|
|
3 416 423 467
|
|
3 411 410 417
|
|
3 411 417 418
|
|
3 412 411 418
|
|
3 412 418 419
|
|
3 413 412 419
|
|
3 413 419 420
|
|
3 414 413 420
|
|
3 414 420 421
|
|
3 415 414 421
|
|
3 415 421 422
|
|
3 416 415 422
|
|
3 416 422 423
|
|
3 417 466 424
|
|
3 423 430 467
|
|
3 418 417 424
|
|
3 418 424 425
|
|
3 419 418 425
|
|
3 419 425 426
|
|
3 420 419 426
|
|
3 420 426 427
|
|
3 421 420 427
|
|
3 421 427 428
|
|
3 422 421 428
|
|
3 422 428 429
|
|
3 423 422 429
|
|
3 423 429 430
|
|
3 424 466 431
|
|
3 430 437 467
|
|
3 425 424 431
|
|
3 425 431 432
|
|
3 426 425 432
|
|
3 426 432 433
|
|
3 427 426 433
|
|
3 427 433 434
|
|
3 428 427 434
|
|
3 428 434 435
|
|
3 429 428 435
|
|
3 429 435 436
|
|
3 430 429 436
|
|
3 430 436 437
|
|
3 431 466 438
|
|
3 437 444 467
|
|
3 432 431 438
|
|
3 432 438 439
|
|
3 433 432 439
|
|
3 433 439 440
|
|
3 434 433 440
|
|
3 434 440 441
|
|
3 435 434 441
|
|
3 435 441 442
|
|
3 436 435 442
|
|
3 436 442 443
|
|
3 437 436 443
|
|
3 437 443 444
|
|
3 438 466 445
|
|
3 444 451 467
|
|
3 439 438 445
|
|
3 439 445 446
|
|
3 440 439 446
|
|
3 440 446 447
|
|
3 441 440 447
|
|
3 441 447 448
|
|
3 442 441 448
|
|
3 442 448 449
|
|
3 443 442 449
|
|
3 443 449 450
|
|
3 444 443 450
|
|
3 444 450 451
|
|
3 445 466 452
|
|
3 451 458 467
|
|
3 446 445 452
|
|
3 446 452 453
|
|
3 447 446 453
|
|
3 447 453 454
|
|
3 448 447 454
|
|
3 448 454 455
|
|
3 449 448 455
|
|
3 449 455 456
|
|
3 450 449 456
|
|
3 450 456 457
|
|
3 451 450 457
|
|
3 451 457 458
|
|
3 452 466 459
|
|
3 458 465 467
|
|
3 453 452 459
|
|
3 453 459 460
|
|
3 454 453 460
|
|
3 454 460 461
|
|
3 455 454 461
|
|
3 455 461 462
|
|
3 456 455 462
|
|
3 456 462 463
|
|
3 457 456 463
|
|
3 457 463 464
|
|
3 458 457 464
|
|
3 458 464 465
|
|
3 459 466 410
|
|
3 465 416 467
|
|
3 460 459 410
|
|
3 460 410 411
|
|
3 461 460 411
|
|
3 461 411 412
|
|
3 462 461 412
|
|
3 462 412 413
|
|
3 463 462 413
|
|
3 463 413 414
|
|
3 464 463 414
|
|
3 464 414 415
|
|
3 465 464 415
|
|
3 465 415 416
|
|
3 468 470 469
|
|
3 469 470 471
|
|
3 470 472 471
|
|
3 471 472 473
|
|
3 472 474 473
|
|
3 473 474 475
|
|
3 474 476 475
|
|
3 475 476 477
|
|
3 476 478 477
|
|
3 477 478 479
|
|
3 478 480 479
|
|
3 479 480 481
|
|
3 480 482 481
|
|
3 481 482 483
|
|
3 482 468 483
|
|
3 483 468 469
|
|
3 484 486 485
|
|
3 485 486 487
|
|
3 486 488 487
|
|
3 487 488 489
|
|
3 488 490 489
|
|
3 489 490 491
|
|
3 490 492 491
|
|
3 491 492 493
|
|
3 492 494 493
|
|
3 493 494 495
|
|
3 494 496 495
|
|
3 495 496 497
|
|
3 496 498 497
|
|
3 497 498 499
|
|
3 498 484 499
|
|
3 499 484 485
|
|
3 500 502 501
|
|
3 501 502 503
|
|
3 502 504 503
|
|
3 503 504 505
|
|
3 504 506 505
|
|
3 505 506 507
|
|
3 506 508 507
|
|
3 507 508 509
|
|
3 508 510 509
|
|
3 509 510 511
|
|
3 510 512 511
|
|
3 511 512 513
|
|
3 512 514 513
|
|
3 513 514 515
|
|
3 514 500 515
|
|
3 515 500 501
|
|
3 516 572 523
|
|
3 522 529 573
|
|
3 517 516 523
|
|
3 517 523 524
|
|
3 518 517 524
|
|
3 518 524 525
|
|
3 519 518 525
|
|
3 519 525 526
|
|
3 520 519 526
|
|
3 520 526 527
|
|
3 521 520 527
|
|
3 521 527 528
|
|
3 522 521 528
|
|
3 522 528 529
|
|
3 523 572 530
|
|
3 529 536 573
|
|
3 524 523 530
|
|
3 524 530 531
|
|
3 525 524 531
|
|
3 525 531 532
|
|
3 526 525 532
|
|
3 526 532 533
|
|
3 527 526 533
|
|
3 527 533 534
|
|
3 528 527 534
|
|
3 528 534 535
|
|
3 529 528 535
|
|
3 529 535 536
|
|
3 530 572 537
|
|
3 536 543 573
|
|
3 531 530 537
|
|
3 531 537 538
|
|
3 532 531 538
|
|
3 532 538 539
|
|
3 533 532 539
|
|
3 533 539 540
|
|
3 534 533 540
|
|
3 534 540 541
|
|
3 535 534 541
|
|
3 535 541 542
|
|
3 536 535 542
|
|
3 536 542 543
|
|
3 537 572 544
|
|
3 543 550 573
|
|
3 538 537 544
|
|
3 538 544 545
|
|
3 539 538 545
|
|
3 539 545 546
|
|
3 540 539 546
|
|
3 540 546 547
|
|
3 541 540 547
|
|
3 541 547 548
|
|
3 542 541 548
|
|
3 542 548 549
|
|
3 543 542 549
|
|
3 543 549 550
|
|
3 544 572 551
|
|
3 550 557 573
|
|
3 545 544 551
|
|
3 545 551 552
|
|
3 546 545 552
|
|
3 546 552 553
|
|
3 547 546 553
|
|
3 547 553 554
|
|
3 548 547 554
|
|
3 548 554 555
|
|
3 549 548 555
|
|
3 549 555 556
|
|
3 550 549 556
|
|
3 550 556 557
|
|
3 551 572 558
|
|
3 557 564 573
|
|
3 552 551 558
|
|
3 552 558 559
|
|
3 553 552 559
|
|
3 553 559 560
|
|
3 554 553 560
|
|
3 554 560 561
|
|
3 555 554 561
|
|
3 555 561 562
|
|
3 556 555 562
|
|
3 556 562 563
|
|
3 557 556 563
|
|
3 557 563 564
|
|
3 558 572 565
|
|
3 564 571 573
|
|
3 559 558 565
|
|
3 559 565 566
|
|
3 560 559 566
|
|
3 560 566 567
|
|
3 561 560 567
|
|
3 561 567 568
|
|
3 562 561 568
|
|
3 562 568 569
|
|
3 563 562 569
|
|
3 563 569 570
|
|
3 564 563 570
|
|
3 564 570 571
|
|
3 565 572 516
|
|
3 571 522 573
|
|
3 566 565 516
|
|
3 566 516 517
|
|
3 567 566 517
|
|
3 567 517 518
|
|
3 568 567 518
|
|
3 568 518 519
|
|
3 569 568 519
|
|
3 569 519 520
|
|
3 570 569 520
|
|
3 570 520 521
|
|
3 571 570 521
|
|
3 571 521 522
|
|
3 574 576 575
|
|
3 575 576 577
|
|
3 576 578 577
|
|
3 577 578 579
|
|
3 578 580 579
|
|
3 579 580 581
|
|
3 580 582 581
|
|
3 581 582 583
|
|
3 582 584 583
|
|
3 583 584 585
|
|
3 584 586 585
|
|
3 585 586 587
|
|
3 586 588 587
|
|
3 587 588 589
|
|
3 588 574 589
|
|
3 589 574 575
|
|
3 590 592 591
|
|
3 591 592 593
|
|
3 592 594 593
|
|
3 593 594 595
|
|
3 594 596 595
|
|
3 595 596 597
|
|
3 596 598 597
|
|
3 597 598 599
|
|
3 598 600 599
|
|
3 599 600 601
|
|
3 600 602 601
|
|
3 601 602 603
|
|
3 602 604 603
|
|
3 603 604 605
|
|
3 604 590 605
|
|
3 605 590 591
|
|
3 606 608 607
|
|
3 607 608 609
|
|
3 608 610 609
|
|
3 609 610 611
|
|
3 610 612 611
|
|
3 611 612 613
|
|
3 612 614 613
|
|
3 613 614 615
|
|
3 614 616 615
|
|
3 615 616 617
|
|
3 616 618 617
|
|
3 617 618 619
|
|
3 618 620 619
|
|
3 619 620 621
|
|
3 620 606 621
|
|
3 621 606 607
|
|
3 622 678 629
|
|
3 628 635 679
|
|
3 623 622 629
|
|
3 623 629 630
|
|
3 624 623 630
|
|
3 624 630 631
|
|
3 625 624 631
|
|
3 625 631 632
|
|
3 626 625 632
|
|
3 626 632 633
|
|
3 627 626 633
|
|
3 627 633 634
|
|
3 628 627 634
|
|
3 628 634 635
|
|
3 629 678 636
|
|
3 635 642 679
|
|
3 630 629 636
|
|
3 630 636 637
|
|
3 631 630 637
|
|
3 631 637 638
|
|
3 632 631 638
|
|
3 632 638 639
|
|
3 633 632 639
|
|
3 633 639 640
|
|
3 634 633 640
|
|
3 634 640 641
|
|
3 635 634 641
|
|
3 635 641 642
|
|
3 636 678 643
|
|
3 642 649 679
|
|
3 637 636 643
|
|
3 637 643 644
|
|
3 638 637 644
|
|
3 638 644 645
|
|
3 639 638 645
|
|
3 639 645 646
|
|
3 640 639 646
|
|
3 640 646 647
|
|
3 641 640 647
|
|
3 641 647 648
|
|
3 642 641 648
|
|
3 642 648 649
|
|
3 643 678 650
|
|
3 649 656 679
|
|
3 644 643 650
|
|
3 644 650 651
|
|
3 645 644 651
|
|
3 645 651 652
|
|
3 646 645 652
|
|
3 646 652 653
|
|
3 647 646 653
|
|
3 647 653 654
|
|
3 648 647 654
|
|
3 648 654 655
|
|
3 649 648 655
|
|
3 649 655 656
|
|
3 650 678 657
|
|
3 656 663 679
|
|
3 651 650 657
|
|
3 651 657 658
|
|
3 652 651 658
|
|
3 652 658 659
|
|
3 653 652 659
|
|
3 653 659 660
|
|
3 654 653 660
|
|
3 654 660 661
|
|
3 655 654 661
|
|
3 655 661 662
|
|
3 656 655 662
|
|
3 656 662 663
|
|
3 657 678 664
|
|
3 663 670 679
|
|
3 658 657 664
|
|
3 658 664 665
|
|
3 659 658 665
|
|
3 659 665 666
|
|
3 660 659 666
|
|
3 660 666 667
|
|
3 661 660 667
|
|
3 661 667 668
|
|
3 662 661 668
|
|
3 662 668 669
|
|
3 663 662 669
|
|
3 663 669 670
|
|
3 664 678 671
|
|
3 670 677 679
|
|
3 665 664 671
|
|
3 665 671 672
|
|
3 666 665 672
|
|
3 666 672 673
|
|
3 667 666 673
|
|
3 667 673 674
|
|
3 668 667 674
|
|
3 668 674 675
|
|
3 669 668 675
|
|
3 669 675 676
|
|
3 670 669 676
|
|
3 670 676 677
|
|
3 671 678 622
|
|
3 677 628 679
|
|
3 672 671 622
|
|
3 672 622 623
|
|
3 673 672 623
|
|
3 673 623 624
|
|
3 674 673 624
|
|
3 674 624 625
|
|
3 675 674 625
|
|
3 675 625 626
|
|
3 676 675 626
|
|
3 676 626 627
|
|
3 677 676 627
|
|
3 677 627 628
|
|
3 680 682 681
|
|
3 681 682 683
|
|
3 682 684 683
|
|
3 683 684 685
|
|
3 684 686 685
|
|
3 685 686 687
|
|
3 686 688 687
|
|
3 687 688 689
|
|
3 688 690 689
|
|
3 689 690 691
|
|
3 690 692 691
|
|
3 691 692 693
|
|
3 692 694 693
|
|
3 693 694 695
|
|
3 694 680 695
|
|
3 695 680 681
|
|
3 696 698 697
|
|
3 697 698 699
|
|
3 698 700 699
|
|
3 699 700 701
|
|
3 700 702 701
|
|
3 701 702 703
|
|
3 702 704 703
|
|
3 703 704 705
|
|
3 704 706 705
|
|
3 705 706 707
|
|
3 706 708 707
|
|
3 707 708 709
|
|
3 708 710 709
|
|
3 709 710 711
|
|
3 710 696 711
|
|
3 711 696 697
|
|
3 712 714 713
|
|
3 713 714 715
|
|
3 714 716 715
|
|
3 715 716 717
|
|
3 716 718 717
|
|
3 717 718 719
|
|
3 718 720 719
|
|
3 719 720 721
|
|
3 720 722 721
|
|
3 721 722 723
|
|
3 722 724 723
|
|
3 723 724 725
|
|
3 724 726 725
|
|
3 725 726 727
|
|
3 726 712 727
|
|
3 727 712 713
|
|
3 728 784 735
|
|
3 734 741 785
|
|
3 729 728 735
|
|
3 729 735 736
|
|
3 730 729 736
|
|
3 730 736 737
|
|
3 731 730 737
|
|
3 731 737 738
|
|
3 732 731 738
|
|
3 732 738 739
|
|
3 733 732 739
|
|
3 733 739 740
|
|
3 734 733 740
|
|
3 734 740 741
|
|
3 735 784 742
|
|
3 741 748 785
|
|
3 736 735 742
|
|
3 736 742 743
|
|
3 737 736 743
|
|
3 737 743 744
|
|
3 738 737 744
|
|
3 738 744 745
|
|
3 739 738 745
|
|
3 739 745 746
|
|
3 740 739 746
|
|
3 740 746 747
|
|
3 741 740 747
|
|
3 741 747 748
|
|
3 742 784 749
|
|
3 748 755 785
|
|
3 743 742 749
|
|
3 743 749 750
|
|
3 744 743 750
|
|
3 744 750 751
|
|
3 745 744 751
|
|
3 745 751 752
|
|
3 746 745 752
|
|
3 746 752 753
|
|
3 747 746 753
|
|
3 747 753 754
|
|
3 748 747 754
|
|
3 748 754 755
|
|
3 749 784 756
|
|
3 755 762 785
|
|
3 750 749 756
|
|
3 750 756 757
|
|
3 751 750 757
|
|
3 751 757 758
|
|
3 752 751 758
|
|
3 752 758 759
|
|
3 753 752 759
|
|
3 753 759 760
|
|
3 754 753 760
|
|
3 754 760 761
|
|
3 755 754 761
|
|
3 755 761 762
|
|
3 756 784 763
|
|
3 762 769 785
|
|
3 757 756 763
|
|
3 757 763 764
|
|
3 758 757 764
|
|
3 758 764 765
|
|
3 759 758 765
|
|
3 759 765 766
|
|
3 760 759 766
|
|
3 760 766 767
|
|
3 761 760 767
|
|
3 761 767 768
|
|
3 762 761 768
|
|
3 762 768 769
|
|
3 763 784 770
|
|
3 769 776 785
|
|
3 764 763 770
|
|
3 764 770 771
|
|
3 765 764 771
|
|
3 765 771 772
|
|
3 766 765 772
|
|
3 766 772 773
|
|
3 767 766 773
|
|
3 767 773 774
|
|
3 768 767 774
|
|
3 768 774 775
|
|
3 769 768 775
|
|
3 769 775 776
|
|
3 770 784 777
|
|
3 776 783 785
|
|
3 771 770 777
|
|
3 771 777 778
|
|
3 772 771 778
|
|
3 772 778 779
|
|
3 773 772 779
|
|
3 773 779 780
|
|
3 774 773 780
|
|
3 774 780 781
|
|
3 775 774 781
|
|
3 775 781 782
|
|
3 776 775 782
|
|
3 776 782 783
|
|
3 777 784 728
|
|
3 783 734 785
|
|
3 778 777 728
|
|
3 778 728 729
|
|
3 779 778 729
|
|
3 779 729 730
|
|
3 780 779 730
|
|
3 780 730 731
|
|
3 781 780 731
|
|
3 781 731 732
|
|
3 782 781 732
|
|
3 782 732 733
|
|
3 783 782 733
|
|
3 783 733 734
|
|
3 786 788 787
|
|
3 787 788 789
|
|
3 788 790 789
|
|
3 789 790 791
|
|
3 790 792 791
|
|
3 791 792 793
|
|
3 792 794 793
|
|
3 793 794 795
|
|
3 794 796 795
|
|
3 795 796 797
|
|
3 796 798 797
|
|
3 797 798 799
|
|
3 798 800 799
|
|
3 799 800 801
|
|
3 800 786 801
|
|
3 801 786 787
|
|
3 802 804 803
|
|
3 803 804 805
|
|
3 804 806 805
|
|
3 805 806 807
|
|
3 806 808 807
|
|
3 807 808 809
|
|
3 808 810 809
|
|
3 809 810 811
|
|
3 810 812 811
|
|
3 811 812 813
|
|
3 812 814 813
|
|
3 813 814 815
|
|
3 814 816 815
|
|
3 815 816 817
|
|
3 816 802 817
|
|
3 817 802 803
|
|
3 818 820 819
|
|
3 819 820 821
|
|
3 820 822 821
|
|
3 821 822 823
|
|
3 822 824 823
|
|
3 823 824 825
|
|
3 824 826 825
|
|
3 825 826 827
|
|
3 826 828 827
|
|
3 827 828 829
|
|
3 828 830 829
|
|
3 829 830 831
|
|
3 830 832 831
|
|
3 831 832 833
|
|
3 832 818 833
|
|
3 833 818 819
|
|
3 834 890 841
|
|
3 840 847 891
|
|
3 835 834 841
|
|
3 835 841 842
|
|
3 836 835 842
|
|
3 836 842 843
|
|
3 837 836 843
|
|
3 837 843 844
|
|
3 838 837 844
|
|
3 838 844 845
|
|
3 839 838 845
|
|
3 839 845 846
|
|
3 840 839 846
|
|
3 840 846 847
|
|
3 841 890 848
|
|
3 847 854 891
|
|
3 842 841 848
|
|
3 842 848 849
|
|
3 843 842 849
|
|
3 843 849 850
|
|
3 844 843 850
|
|
3 844 850 851
|
|
3 845 844 851
|
|
3 845 851 852
|
|
3 846 845 852
|
|
3 846 852 853
|
|
3 847 846 853
|
|
3 847 853 854
|
|
3 848 890 855
|
|
3 854 861 891
|
|
3 849 848 855
|
|
3 849 855 856
|
|
3 850 849 856
|
|
3 850 856 857
|
|
3 851 850 857
|
|
3 851 857 858
|
|
3 852 851 858
|
|
3 852 858 859
|
|
3 853 852 859
|
|
3 853 859 860
|
|
3 854 853 860
|
|
3 854 860 861
|
|
3 855 890 862
|
|
3 861 868 891
|
|
3 856 855 862
|
|
3 856 862 863
|
|
3 857 856 863
|
|
3 857 863 864
|
|
3 858 857 864
|
|
3 858 864 865
|
|
3 859 858 865
|
|
3 859 865 866
|
|
3 860 859 866
|
|
3 860 866 867
|
|
3 861 860 867
|
|
3 861 867 868
|
|
3 862 890 869
|
|
3 868 875 891
|
|
3 863 862 869
|
|
3 863 869 870
|
|
3 864 863 870
|
|
3 864 870 871
|
|
3 865 864 871
|
|
3 865 871 872
|
|
3 866 865 872
|
|
3 866 872 873
|
|
3 867 866 873
|
|
3 867 873 874
|
|
3 868 867 874
|
|
3 868 874 875
|
|
3 869 890 876
|
|
3 875 882 891
|
|
3 870 869 876
|
|
3 870 876 877
|
|
3 871 870 877
|
|
3 871 877 878
|
|
3 872 871 878
|
|
3 872 878 879
|
|
3 873 872 879
|
|
3 873 879 880
|
|
3 874 873 880
|
|
3 874 880 881
|
|
3 875 874 881
|
|
3 875 881 882
|
|
3 876 890 883
|
|
3 882 889 891
|
|
3 877 876 883
|
|
3 877 883 884
|
|
3 878 877 884
|
|
3 878 884 885
|
|
3 879 878 885
|
|
3 879 885 886
|
|
3 880 879 886
|
|
3 880 886 887
|
|
3 881 880 887
|
|
3 881 887 888
|
|
3 882 881 888
|
|
3 882 888 889
|
|
3 883 890 834
|
|
3 889 840 891
|
|
3 884 883 834
|
|
3 884 834 835
|
|
3 885 884 835
|
|
3 885 835 836
|
|
3 886 885 836
|
|
3 886 836 837
|
|
3 887 886 837
|
|
3 887 837 838
|
|
3 888 887 838
|
|
3 888 838 839
|
|
3 889 888 839
|
|
3 889 839 840
|
|
3 892 894 893
|
|
3 893 894 895
|
|
3 894 896 895
|
|
3 895 896 897
|
|
3 896 898 897
|
|
3 897 898 899
|
|
3 898 900 899
|
|
3 899 900 901
|
|
3 900 902 901
|
|
3 901 902 903
|
|
3 902 904 903
|
|
3 903 904 905
|
|
3 904 906 905
|
|
3 905 906 907
|
|
3 906 892 907
|
|
3 907 892 893
|
|
3 908 910 909
|
|
3 909 910 911
|
|
3 910 912 911
|
|
3 911 912 913
|
|
3 912 914 913
|
|
3 913 914 915
|
|
3 914 916 915
|
|
3 915 916 917
|
|
3 916 918 917
|
|
3 917 918 919
|
|
3 918 920 919
|
|
3 919 920 921
|
|
3 920 922 921
|
|
3 921 922 923
|
|
3 922 908 923
|
|
3 923 908 909
|
|
3 924 926 925
|
|
3 925 926 927
|
|
3 926 928 927
|
|
3 927 928 929
|
|
3 928 930 929
|
|
3 929 930 931
|
|
3 930 932 931
|
|
3 931 932 933
|
|
3 932 934 933
|
|
3 933 934 935
|
|
3 934 936 935
|
|
3 935 936 937
|
|
3 936 938 937
|
|
3 937 938 939
|
|
3 938 924 939
|
|
3 939 924 925
|
|
3 940 996 947
|
|
3 946 953 997
|
|
3 941 940 947
|
|
3 941 947 948
|
|
3 942 941 948
|
|
3 942 948 949
|
|
3 943 942 949
|
|
3 943 949 950
|
|
3 944 943 950
|
|
3 944 950 951
|
|
3 945 944 951
|
|
3 945 951 952
|
|
3 946 945 952
|
|
3 946 952 953
|
|
3 947 996 954
|
|
3 953 960 997
|
|
3 948 947 954
|
|
3 948 954 955
|
|
3 949 948 955
|
|
3 949 955 956
|
|
3 950 949 956
|
|
3 950 956 957
|
|
3 951 950 957
|
|
3 951 957 958
|
|
3 952 951 958
|
|
3 952 958 959
|
|
3 953 952 959
|
|
3 953 959 960
|
|
3 954 996 961
|
|
3 960 967 997
|
|
3 955 954 961
|
|
3 955 961 962
|
|
3 956 955 962
|
|
3 956 962 963
|
|
3 957 956 963
|
|
3 957 963 964
|
|
3 958 957 964
|
|
3 958 964 965
|
|
3 959 958 965
|
|
3 959 965 966
|
|
3 960 959 966
|
|
3 960 966 967
|
|
3 961 996 968
|
|
3 967 974 997
|
|
3 962 961 968
|
|
3 962 968 969
|
|
3 963 962 969
|
|
3 963 969 970
|
|
3 964 963 970
|
|
3 964 970 971
|
|
3 965 964 971
|
|
3 965 971 972
|
|
3 966 965 972
|
|
3 966 972 973
|
|
3 967 966 973
|
|
3 967 973 974
|
|
3 968 996 975
|
|
3 974 981 997
|
|
3 969 968 975
|
|
3 969 975 976
|
|
3 970 969 976
|
|
3 970 976 977
|
|
3 971 970 977
|
|
3 971 977 978
|
|
3 972 971 978
|
|
3 972 978 979
|
|
3 973 972 979
|
|
3 973 979 980
|
|
3 974 973 980
|
|
3 974 980 981
|
|
3 975 996 982
|
|
3 981 988 997
|
|
3 976 975 982
|
|
3 976 982 983
|
|
3 977 976 983
|
|
3 977 983 984
|
|
3 978 977 984
|
|
3 978 984 985
|
|
3 979 978 985
|
|
3 979 985 986
|
|
3 980 979 986
|
|
3 980 986 987
|
|
3 981 980 987
|
|
3 981 987 988
|
|
3 982 996 989
|
|
3 988 995 997
|
|
3 983 982 989
|
|
3 983 989 990
|
|
3 984 983 990
|
|
3 984 990 991
|
|
3 985 984 991
|
|
3 985 991 992
|
|
3 986 985 992
|
|
3 986 992 993
|
|
3 987 986 993
|
|
3 987 993 994
|
|
3 988 987 994
|
|
3 988 994 995
|
|
3 989 996 940
|
|
3 995 946 997
|
|
3 990 989 940
|
|
3 990 940 941
|
|
3 991 990 941
|
|
3 991 941 942
|
|
3 992 991 942
|
|
3 992 942 943
|
|
3 993 992 943
|
|
3 993 943 944
|
|
3 994 993 944
|
|
3 994 944 945
|
|
3 995 994 945
|
|
3 995 945 946
|
|
3 998 1000 999
|
|
3 999 1000 1001
|
|
3 1000 1002 1001
|
|
3 1001 1002 1003
|
|
3 1002 1004 1003
|
|
3 1003 1004 1005
|
|
3 1004 1006 1005
|
|
3 1005 1006 1007
|
|
3 1006 1008 1007
|
|
3 1007 1008 1009
|
|
3 1008 1010 1009
|
|
3 1009 1010 1011
|
|
3 1010 1012 1011
|
|
3 1011 1012 1013
|
|
3 1012 998 1013
|
|
3 1013 998 999
|
|
3 1014 1016 1015
|
|
3 1015 1016 1017
|
|
3 1016 1018 1017
|
|
3 1017 1018 1019
|
|
3 1018 1020 1019
|
|
3 1019 1020 1021
|
|
3 1020 1022 1021
|
|
3 1021 1022 1023
|
|
3 1022 1024 1023
|
|
3 1023 1024 1025
|
|
3 1024 1026 1025
|
|
3 1025 1026 1027
|
|
3 1026 1028 1027
|
|
3 1027 1028 1029
|
|
3 1028 1014 1029
|
|
3 1029 1014 1015
|
|
3 1030 1032 1031
|
|
3 1031 1032 1033
|
|
3 1032 1034 1033
|
|
3 1033 1034 1035
|
|
3 1034 1036 1035
|
|
3 1035 1036 1037
|
|
3 1036 1038 1037
|
|
3 1037 1038 1039
|
|
3 1038 1040 1039
|
|
3 1039 1040 1041
|
|
3 1040 1042 1041
|
|
3 1041 1042 1043
|
|
3 1042 1044 1043
|
|
3 1043 1044 1045
|
|
3 1044 1030 1045
|
|
3 1045 1030 1031
|
|
3 1046 1102 1053
|
|
3 1052 1059 1103
|
|
3 1047 1046 1053
|
|
3 1047 1053 1054
|
|
3 1048 1047 1054
|
|
3 1048 1054 1055
|
|
3 1049 1048 1055
|
|
3 1049 1055 1056
|
|
3 1050 1049 1056
|
|
3 1050 1056 1057
|
|
3 1051 1050 1057
|
|
3 1051 1057 1058
|
|
3 1052 1051 1058
|
|
3 1052 1058 1059
|
|
3 1053 1102 1060
|
|
3 1059 1066 1103
|
|
3 1054 1053 1060
|
|
3 1054 1060 1061
|
|
3 1055 1054 1061
|
|
3 1055 1061 1062
|
|
3 1056 1055 1062
|
|
3 1056 1062 1063
|
|
3 1057 1056 1063
|
|
3 1057 1063 1064
|
|
3 1058 1057 1064
|
|
3 1058 1064 1065
|
|
3 1059 1058 1065
|
|
3 1059 1065 1066
|
|
3 1060 1102 1067
|
|
3 1066 1073 1103
|
|
3 1061 1060 1067
|
|
3 1061 1067 1068
|
|
3 1062 1061 1068
|
|
3 1062 1068 1069
|
|
3 1063 1062 1069
|
|
3 1063 1069 1070
|
|
3 1064 1063 1070
|
|
3 1064 1070 1071
|
|
3 1065 1064 1071
|
|
3 1065 1071 1072
|
|
3 1066 1065 1072
|
|
3 1066 1072 1073
|
|
3 1067 1102 1074
|
|
3 1073 1080 1103
|
|
3 1068 1067 1074
|
|
3 1068 1074 1075
|
|
3 1069 1068 1075
|
|
3 1069 1075 1076
|
|
3 1070 1069 1076
|
|
3 1070 1076 1077
|
|
3 1071 1070 1077
|
|
3 1071 1077 1078
|
|
3 1072 1071 1078
|
|
3 1072 1078 1079
|
|
3 1073 1072 1079
|
|
3 1073 1079 1080
|
|
3 1074 1102 1081
|
|
3 1080 1087 1103
|
|
3 1075 1074 1081
|
|
3 1075 1081 1082
|
|
3 1076 1075 1082
|
|
3 1076 1082 1083
|
|
3 1077 1076 1083
|
|
3 1077 1083 1084
|
|
3 1078 1077 1084
|
|
3 1078 1084 1085
|
|
3 1079 1078 1085
|
|
3 1079 1085 1086
|
|
3 1080 1079 1086
|
|
3 1080 1086 1087
|
|
3 1081 1102 1088
|
|
3 1087 1094 1103
|
|
3 1082 1081 1088
|
|
3 1082 1088 1089
|
|
3 1083 1082 1089
|
|
3 1083 1089 1090
|
|
3 1084 1083 1090
|
|
3 1084 1090 1091
|
|
3 1085 1084 1091
|
|
3 1085 1091 1092
|
|
3 1086 1085 1092
|
|
3 1086 1092 1093
|
|
3 1087 1086 1093
|
|
3 1087 1093 1094
|
|
3 1088 1102 1095
|
|
3 1094 1101 1103
|
|
3 1089 1088 1095
|
|
3 1089 1095 1096
|
|
3 1090 1089 1096
|
|
3 1090 1096 1097
|
|
3 1091 1090 1097
|
|
3 1091 1097 1098
|
|
3 1092 1091 1098
|
|
3 1092 1098 1099
|
|
3 1093 1092 1099
|
|
3 1093 1099 1100
|
|
3 1094 1093 1100
|
|
3 1094 1100 1101
|
|
3 1095 1102 1046
|
|
3 1101 1052 1103
|
|
3 1096 1095 1046
|
|
3 1096 1046 1047
|
|
3 1097 1096 1047
|
|
3 1097 1047 1048
|
|
3 1098 1097 1048
|
|
3 1098 1048 1049
|
|
3 1099 1098 1049
|
|
3 1099 1049 1050
|
|
3 1100 1099 1050
|
|
3 1100 1050 1051
|
|
3 1101 1100 1051
|
|
3 1101 1051 1052
|
|
3 1104 1106 1105
|
|
3 1105 1106 1107
|
|
3 1106 1108 1107
|
|
3 1107 1108 1109
|
|
3 1108 1110 1109
|
|
3 1109 1110 1111
|
|
3 1110 1112 1111
|
|
3 1111 1112 1113
|
|
3 1112 1114 1113
|
|
3 1113 1114 1115
|
|
3 1114 1116 1115
|
|
3 1115 1116 1117
|
|
3 1116 1118 1117
|
|
3 1117 1118 1119
|
|
3 1118 1104 1119
|
|
3 1119 1104 1105
|
|
3 1120 1122 1121
|
|
3 1121 1122 1123
|
|
3 1122 1124 1123
|
|
3 1123 1124 1125
|
|
3 1124 1126 1125
|
|
3 1125 1126 1127
|
|
3 1126 1128 1127
|
|
3 1127 1128 1129
|
|
3 1128 1130 1129
|
|
3 1129 1130 1131
|
|
3 1130 1132 1131
|
|
3 1131 1132 1133
|
|
3 1132 1134 1133
|
|
3 1133 1134 1135
|
|
3 1134 1120 1135
|
|
3 1135 1120 1121
|
|
3 1136 1138 1137
|
|
3 1137 1138 1139
|
|
3 1138 1140 1139
|
|
3 1139 1140 1141
|
|
3 1140 1142 1141
|
|
3 1141 1142 1143
|
|
3 1142 1144 1143
|
|
3 1143 1144 1145
|
|
3 1144 1146 1145
|
|
3 1145 1146 1147
|
|
3 1146 1148 1147
|
|
3 1147 1148 1149
|
|
3 1148 1150 1149
|
|
3 1149 1150 1151
|
|
3 1150 1136 1151
|
|
3 1151 1136 1137
|
|
3 1152 1208 1159
|
|
3 1158 1165 1209
|
|
3 1153 1152 1159
|
|
3 1153 1159 1160
|
|
3 1154 1153 1160
|
|
3 1154 1160 1161
|
|
3 1155 1154 1161
|
|
3 1155 1161 1162
|
|
3 1156 1155 1162
|
|
3 1156 1162 1163
|
|
3 1157 1156 1163
|
|
3 1157 1163 1164
|
|
3 1158 1157 1164
|
|
3 1158 1164 1165
|
|
3 1159 1208 1166
|
|
3 1165 1172 1209
|
|
3 1160 1159 1166
|
|
3 1160 1166 1167
|
|
3 1161 1160 1167
|
|
3 1161 1167 1168
|
|
3 1162 1161 1168
|
|
3 1162 1168 1169
|
|
3 1163 1162 1169
|
|
3 1163 1169 1170
|
|
3 1164 1163 1170
|
|
3 1164 1170 1171
|
|
3 1165 1164 1171
|
|
3 1165 1171 1172
|
|
3 1166 1208 1173
|
|
3 1172 1179 1209
|
|
3 1167 1166 1173
|
|
3 1167 1173 1174
|
|
3 1168 1167 1174
|
|
3 1168 1174 1175
|
|
3 1169 1168 1175
|
|
3 1169 1175 1176
|
|
3 1170 1169 1176
|
|
3 1170 1176 1177
|
|
3 1171 1170 1177
|
|
3 1171 1177 1178
|
|
3 1172 1171 1178
|
|
3 1172 1178 1179
|
|
3 1173 1208 1180
|
|
3 1179 1186 1209
|
|
3 1174 1173 1180
|
|
3 1174 1180 1181
|
|
3 1175 1174 1181
|
|
3 1175 1181 1182
|
|
3 1176 1175 1182
|
|
3 1176 1182 1183
|
|
3 1177 1176 1183
|
|
3 1177 1183 1184
|
|
3 1178 1177 1184
|
|
3 1178 1184 1185
|
|
3 1179 1178 1185
|
|
3 1179 1185 1186
|
|
3 1180 1208 1187
|
|
3 1186 1193 1209
|
|
3 1181 1180 1187
|
|
3 1181 1187 1188
|
|
3 1182 1181 1188
|
|
3 1182 1188 1189
|
|
3 1183 1182 1189
|
|
3 1183 1189 1190
|
|
3 1184 1183 1190
|
|
3 1184 1190 1191
|
|
3 1185 1184 1191
|
|
3 1185 1191 1192
|
|
3 1186 1185 1192
|
|
3 1186 1192 1193
|
|
3 1187 1208 1194
|
|
3 1193 1200 1209
|
|
3 1188 1187 1194
|
|
3 1188 1194 1195
|
|
3 1189 1188 1195
|
|
3 1189 1195 1196
|
|
3 1190 1189 1196
|
|
3 1190 1196 1197
|
|
3 1191 1190 1197
|
|
3 1191 1197 1198
|
|
3 1192 1191 1198
|
|
3 1192 1198 1199
|
|
3 1193 1192 1199
|
|
3 1193 1199 1200
|
|
3 1194 1208 1201
|
|
3 1200 1207 1209
|
|
3 1195 1194 1201
|
|
3 1195 1201 1202
|
|
3 1196 1195 1202
|
|
3 1196 1202 1203
|
|
3 1197 1196 1203
|
|
3 1197 1203 1204
|
|
3 1198 1197 1204
|
|
3 1198 1204 1205
|
|
3 1199 1198 1205
|
|
3 1199 1205 1206
|
|
3 1200 1199 1206
|
|
3 1200 1206 1207
|
|
3 1201 1208 1152
|
|
3 1207 1158 1209
|
|
3 1202 1201 1152
|
|
3 1202 1152 1153
|
|
3 1203 1202 1153
|
|
3 1203 1153 1154
|
|
3 1204 1203 1154
|
|
3 1204 1154 1155
|
|
3 1205 1204 1155
|
|
3 1205 1155 1156
|
|
3 1206 1205 1156
|
|
3 1206 1156 1157
|
|
3 1207 1206 1157
|
|
3 1207 1157 1158
|
|
3 1210 1212 1211
|
|
3 1211 1212 1213
|
|
3 1212 1214 1213
|
|
3 1213 1214 1215
|
|
3 1214 1216 1215
|
|
3 1215 1216 1217
|
|
3 1216 1218 1217
|
|
3 1217 1218 1219
|
|
3 1218 1220 1219
|
|
3 1219 1220 1221
|
|
3 1220 1222 1221
|
|
3 1221 1222 1223
|
|
3 1222 1224 1223
|
|
3 1223 1224 1225
|
|
3 1224 1210 1225
|
|
3 1225 1210 1211
|
|
3 1226 1228 1227
|
|
3 1227 1228 1229
|
|
3 1228 1230 1229
|
|
3 1229 1230 1231
|
|
3 1230 1232 1231
|
|
3 1231 1232 1233
|
|
3 1232 1234 1233
|
|
3 1233 1234 1235
|
|
3 1234 1236 1235
|
|
3 1235 1236 1237
|
|
3 1236 1238 1237
|
|
3 1237 1238 1239
|
|
3 1238 1240 1239
|
|
3 1239 1240 1241
|
|
3 1240 1226 1241
|
|
3 1241 1226 1227
|
|
3 1242 1244 1243
|
|
3 1243 1244 1245
|
|
3 1244 1246 1245
|
|
3 1245 1246 1247
|
|
3 1246 1248 1247
|
|
3 1247 1248 1249
|
|
3 1248 1250 1249
|
|
3 1249 1250 1251
|
|
3 1250 1252 1251
|
|
3 1251 1252 1253
|
|
3 1252 1254 1253
|
|
3 1253 1254 1255
|
|
3 1254 1256 1255
|
|
3 1255 1256 1257
|
|
3 1256 1242 1257
|
|
3 1257 1242 1243
|
|
3 1258 1314 1265
|
|
3 1264 1271 1315
|
|
3 1259 1258 1265
|
|
3 1259 1265 1266
|
|
3 1260 1259 1266
|
|
3 1260 1266 1267
|
|
3 1261 1260 1267
|
|
3 1261 1267 1268
|
|
3 1262 1261 1268
|
|
3 1262 1268 1269
|
|
3 1263 1262 1269
|
|
3 1263 1269 1270
|
|
3 1264 1263 1270
|
|
3 1264 1270 1271
|
|
3 1265 1314 1272
|
|
3 1271 1278 1315
|
|
3 1266 1265 1272
|
|
3 1266 1272 1273
|
|
3 1267 1266 1273
|
|
3 1267 1273 1274
|
|
3 1268 1267 1274
|
|
3 1268 1274 1275
|
|
3 1269 1268 1275
|
|
3 1269 1275 1276
|
|
3 1270 1269 1276
|
|
3 1270 1276 1277
|
|
3 1271 1270 1277
|
|
3 1271 1277 1278
|
|
3 1272 1314 1279
|
|
3 1278 1285 1315
|
|
3 1273 1272 1279
|
|
3 1273 1279 1280
|
|
3 1274 1273 1280
|
|
3 1274 1280 1281
|
|
3 1275 1274 1281
|
|
3 1275 1281 1282
|
|
3 1276 1275 1282
|
|
3 1276 1282 1283
|
|
3 1277 1276 1283
|
|
3 1277 1283 1284
|
|
3 1278 1277 1284
|
|
3 1278 1284 1285
|
|
3 1279 1314 1286
|
|
3 1285 1292 1315
|
|
3 1280 1279 1286
|
|
3 1280 1286 1287
|
|
3 1281 1280 1287
|
|
3 1281 1287 1288
|
|
3 1282 1281 1288
|
|
3 1282 1288 1289
|
|
3 1283 1282 1289
|
|
3 1283 1289 1290
|
|
3 1284 1283 1290
|
|
3 1284 1290 1291
|
|
3 1285 1284 1291
|
|
3 1285 1291 1292
|
|
3 1286 1314 1293
|
|
3 1292 1299 1315
|
|
3 1287 1286 1293
|
|
3 1287 1293 1294
|
|
3 1288 1287 1294
|
|
3 1288 1294 1295
|
|
3 1289 1288 1295
|
|
3 1289 1295 1296
|
|
3 1290 1289 1296
|
|
3 1290 1296 1297
|
|
3 1291 1290 1297
|
|
3 1291 1297 1298
|
|
3 1292 1291 1298
|
|
3 1292 1298 1299
|
|
3 1293 1314 1300
|
|
3 1299 1306 1315
|
|
3 1294 1293 1300
|
|
3 1294 1300 1301
|
|
3 1295 1294 1301
|
|
3 1295 1301 1302
|
|
3 1296 1295 1302
|
|
3 1296 1302 1303
|
|
3 1297 1296 1303
|
|
3 1297 1303 1304
|
|
3 1298 1297 1304
|
|
3 1298 1304 1305
|
|
3 1299 1298 1305
|
|
3 1299 1305 1306
|
|
3 1300 1314 1307
|
|
3 1306 1313 1315
|
|
3 1301 1300 1307
|
|
3 1301 1307 1308
|
|
3 1302 1301 1308
|
|
3 1302 1308 1309
|
|
3 1303 1302 1309
|
|
3 1303 1309 1310
|
|
3 1304 1303 1310
|
|
3 1304 1310 1311
|
|
3 1305 1304 1311
|
|
3 1305 1311 1312
|
|
3 1306 1305 1312
|
|
3 1306 1312 1313
|
|
3 1307 1314 1258
|
|
3 1313 1264 1315
|
|
3 1308 1307 1258
|
|
3 1308 1258 1259
|
|
3 1309 1308 1259
|
|
3 1309 1259 1260
|
|
3 1310 1309 1260
|
|
3 1310 1260 1261
|
|
3 1311 1310 1261
|
|
3 1311 1261 1262
|
|
3 1312 1311 1262
|
|
3 1312 1262 1263
|
|
3 1313 1312 1263
|
|
3 1313 1263 1264
|
|
3 1316 1318 1317
|
|
3 1317 1318 1319
|
|
3 1318 1320 1319
|
|
3 1319 1320 1321
|
|
3 1320 1322 1321
|
|
3 1321 1322 1323
|
|
3 1322 1324 1323
|
|
3 1323 1324 1325
|
|
3 1324 1326 1325
|
|
3 1325 1326 1327
|
|
3 1326 1328 1327
|
|
3 1327 1328 1329
|
|
3 1328 1330 1329
|
|
3 1329 1330 1331
|
|
3 1330 1316 1331
|
|
3 1331 1316 1317
|
|
3 1332 1334 1333
|
|
3 1333 1334 1335
|
|
3 1334 1336 1335
|
|
3 1335 1336 1337
|
|
3 1336 1338 1337
|
|
3 1337 1338 1339
|
|
3 1338 1340 1339
|
|
3 1339 1340 1341
|
|
3 1340 1342 1341
|
|
3 1341 1342 1343
|
|
3 1342 1344 1343
|
|
3 1343 1344 1345
|
|
3 1344 1346 1345
|
|
3 1345 1346 1347
|
|
3 1346 1332 1347
|
|
3 1347 1332 1333
|
|
3 1348 1350 1349
|
|
3 1349 1350 1351
|
|
3 1350 1352 1351
|
|
3 1351 1352 1353
|
|
3 1352 1354 1353
|
|
3 1353 1354 1355
|
|
3 1354 1356 1355
|
|
3 1355 1356 1357
|
|
3 1356 1358 1357
|
|
3 1357 1358 1359
|
|
3 1358 1360 1359
|
|
3 1359 1360 1361
|
|
3 1360 1362 1361
|
|
3 1361 1362 1363
|
|
3 1362 1348 1363
|
|
3 1363 1348 1349
|
|
3 1364 1420 1371
|
|
3 1370 1377 1421
|
|
3 1365 1364 1371
|
|
3 1365 1371 1372
|
|
3 1366 1365 1372
|
|
3 1366 1372 1373
|
|
3 1367 1366 1373
|
|
3 1367 1373 1374
|
|
3 1368 1367 1374
|
|
3 1368 1374 1375
|
|
3 1369 1368 1375
|
|
3 1369 1375 1376
|
|
3 1370 1369 1376
|
|
3 1370 1376 1377
|
|
3 1371 1420 1378
|
|
3 1377 1384 1421
|
|
3 1372 1371 1378
|
|
3 1372 1378 1379
|
|
3 1373 1372 1379
|
|
3 1373 1379 1380
|
|
3 1374 1373 1380
|
|
3 1374 1380 1381
|
|
3 1375 1374 1381
|
|
3 1375 1381 1382
|
|
3 1376 1375 1382
|
|
3 1376 1382 1383
|
|
3 1377 1376 1383
|
|
3 1377 1383 1384
|
|
3 1378 1420 1385
|
|
3 1384 1391 1421
|
|
3 1379 1378 1385
|
|
3 1379 1385 1386
|
|
3 1380 1379 1386
|
|
3 1380 1386 1387
|
|
3 1381 1380 1387
|
|
3 1381 1387 1388
|
|
3 1382 1381 1388
|
|
3 1382 1388 1389
|
|
3 1383 1382 1389
|
|
3 1383 1389 1390
|
|
3 1384 1383 1390
|
|
3 1384 1390 1391
|
|
3 1385 1420 1392
|
|
3 1391 1398 1421
|
|
3 1386 1385 1392
|
|
3 1386 1392 1393
|
|
3 1387 1386 1393
|
|
3 1387 1393 1394
|
|
3 1388 1387 1394
|
|
3 1388 1394 1395
|
|
3 1389 1388 1395
|
|
3 1389 1395 1396
|
|
3 1390 1389 1396
|
|
3 1390 1396 1397
|
|
3 1391 1390 1397
|
|
3 1391 1397 1398
|
|
3 1392 1420 1399
|
|
3 1398 1405 1421
|
|
3 1393 1392 1399
|
|
3 1393 1399 1400
|
|
3 1394 1393 1400
|
|
3 1394 1400 1401
|
|
3 1395 1394 1401
|
|
3 1395 1401 1402
|
|
3 1396 1395 1402
|
|
3 1396 1402 1403
|
|
3 1397 1396 1403
|
|
3 1397 1403 1404
|
|
3 1398 1397 1404
|
|
3 1398 1404 1405
|
|
3 1399 1420 1406
|
|
3 1405 1412 1421
|
|
3 1400 1399 1406
|
|
3 1400 1406 1407
|
|
3 1401 1400 1407
|
|
3 1401 1407 1408
|
|
3 1402 1401 1408
|
|
3 1402 1408 1409
|
|
3 1403 1402 1409
|
|
3 1403 1409 1410
|
|
3 1404 1403 1410
|
|
3 1404 1410 1411
|
|
3 1405 1404 1411
|
|
3 1405 1411 1412
|
|
3 1406 1420 1413
|
|
3 1412 1419 1421
|
|
3 1407 1406 1413
|
|
3 1407 1413 1414
|
|
3 1408 1407 1414
|
|
3 1408 1414 1415
|
|
3 1409 1408 1415
|
|
3 1409 1415 1416
|
|
3 1410 1409 1416
|
|
3 1410 1416 1417
|
|
3 1411 1410 1417
|
|
3 1411 1417 1418
|
|
3 1412 1411 1418
|
|
3 1412 1418 1419
|
|
3 1413 1420 1364
|
|
3 1419 1370 1421
|
|
3 1414 1413 1364
|
|
3 1414 1364 1365
|
|
3 1415 1414 1365
|
|
3 1415 1365 1366
|
|
3 1416 1415 1366
|
|
3 1416 1366 1367
|
|
3 1417 1416 1367
|
|
3 1417 1367 1368
|
|
3 1418 1417 1368
|
|
3 1418 1368 1369
|
|
3 1419 1418 1369
|
|
3 1419 1369 1370
|
|
3 1422 1424 1423
|
|
3 1423 1424 1425
|
|
3 1424 1426 1425
|
|
3 1425 1426 1427
|
|
3 1426 1428 1427
|
|
3 1427 1428 1429
|
|
3 1428 1430 1429
|
|
3 1429 1430 1431
|
|
3 1430 1432 1431
|
|
3 1431 1432 1433
|
|
3 1432 1434 1433
|
|
3 1433 1434 1435
|
|
3 1434 1436 1435
|
|
3 1435 1436 1437
|
|
3 1436 1422 1437
|
|
3 1437 1422 1423
|
|
3 1438 1440 1439
|
|
3 1439 1440 1441
|
|
3 1440 1442 1441
|
|
3 1441 1442 1443
|
|
3 1442 1444 1443
|
|
3 1443 1444 1445
|
|
3 1444 1446 1445
|
|
3 1445 1446 1447
|
|
3 1446 1448 1447
|
|
3 1447 1448 1449
|
|
3 1448 1450 1449
|
|
3 1449 1450 1451
|
|
3 1450 1452 1451
|
|
3 1451 1452 1453
|
|
3 1452 1438 1453
|
|
3 1453 1438 1439
|
|
3 1454 1456 1455
|
|
3 1455 1456 1457
|
|
3 1456 1458 1457
|
|
3 1457 1458 1459
|
|
3 1458 1460 1459
|
|
3 1459 1460 1461
|
|
3 1460 1462 1461
|
|
3 1461 1462 1463
|
|
3 1462 1464 1463
|
|
3 1463 1464 1465
|
|
3 1464 1466 1465
|
|
3 1465 1466 1467
|
|
3 1466 1468 1467
|
|
3 1467 1468 1469
|
|
3 1468 1454 1469
|
|
3 1469 1454 1455
|
|
3 1470 1526 1477
|
|
3 1476 1483 1527
|
|
3 1471 1470 1477
|
|
3 1471 1477 1478
|
|
3 1472 1471 1478
|
|
3 1472 1478 1479
|
|
3 1473 1472 1479
|
|
3 1473 1479 1480
|
|
3 1474 1473 1480
|
|
3 1474 1480 1481
|
|
3 1475 1474 1481
|
|
3 1475 1481 1482
|
|
3 1476 1475 1482
|
|
3 1476 1482 1483
|
|
3 1477 1526 1484
|
|
3 1483 1490 1527
|
|
3 1478 1477 1484
|
|
3 1478 1484 1485
|
|
3 1479 1478 1485
|
|
3 1479 1485 1486
|
|
3 1480 1479 1486
|
|
3 1480 1486 1487
|
|
3 1481 1480 1487
|
|
3 1481 1487 1488
|
|
3 1482 1481 1488
|
|
3 1482 1488 1489
|
|
3 1483 1482 1489
|
|
3 1483 1489 1490
|
|
3 1484 1526 1491
|
|
3 1490 1497 1527
|
|
3 1485 1484 1491
|
|
3 1485 1491 1492
|
|
3 1486 1485 1492
|
|
3 1486 1492 1493
|
|
3 1487 1486 1493
|
|
3 1487 1493 1494
|
|
3 1488 1487 1494
|
|
3 1488 1494 1495
|
|
3 1489 1488 1495
|
|
3 1489 1495 1496
|
|
3 1490 1489 1496
|
|
3 1490 1496 1497
|
|
3 1491 1526 1498
|
|
3 1497 1504 1527
|
|
3 1492 1491 1498
|
|
3 1492 1498 1499
|
|
3 1493 1492 1499
|
|
3 1493 1499 1500
|
|
3 1494 1493 1500
|
|
3 1494 1500 1501
|
|
3 1495 1494 1501
|
|
3 1495 1501 1502
|
|
3 1496 1495 1502
|
|
3 1496 1502 1503
|
|
3 1497 1496 1503
|
|
3 1497 1503 1504
|
|
3 1498 1526 1505
|
|
3 1504 1511 1527
|
|
3 1499 1498 1505
|
|
3 1499 1505 1506
|
|
3 1500 1499 1506
|
|
3 1500 1506 1507
|
|
3 1501 1500 1507
|
|
3 1501 1507 1508
|
|
3 1502 1501 1508
|
|
3 1502 1508 1509
|
|
3 1503 1502 1509
|
|
3 1503 1509 1510
|
|
3 1504 1503 1510
|
|
3 1504 1510 1511
|
|
3 1505 1526 1512
|
|
3 1511 1518 1527
|
|
3 1506 1505 1512
|
|
3 1506 1512 1513
|
|
3 1507 1506 1513
|
|
3 1507 1513 1514
|
|
3 1508 1507 1514
|
|
3 1508 1514 1515
|
|
3 1509 1508 1515
|
|
3 1509 1515 1516
|
|
3 1510 1509 1516
|
|
3 1510 1516 1517
|
|
3 1511 1510 1517
|
|
3 1511 1517 1518
|
|
3 1512 1526 1519
|
|
3 1518 1525 1527
|
|
3 1513 1512 1519
|
|
3 1513 1519 1520
|
|
3 1514 1513 1520
|
|
3 1514 1520 1521
|
|
3 1515 1514 1521
|
|
3 1515 1521 1522
|
|
3 1516 1515 1522
|
|
3 1516 1522 1523
|
|
3 1517 1516 1523
|
|
3 1517 1523 1524
|
|
3 1518 1517 1524
|
|
3 1518 1524 1525
|
|
3 1519 1526 1470
|
|
3 1525 1476 1527
|
|
3 1520 1519 1470
|
|
3 1520 1470 1471
|
|
3 1521 1520 1471
|
|
3 1521 1471 1472
|
|
3 1522 1521 1472
|
|
3 1522 1472 1473
|
|
3 1523 1522 1473
|
|
3 1523 1473 1474
|
|
3 1524 1523 1474
|
|
3 1524 1474 1475
|
|
3 1525 1524 1475
|
|
3 1525 1475 1476
|
|
3 1528 1530 1529
|
|
3 1529 1530 1531
|
|
3 1530 1532 1531
|
|
3 1531 1532 1533
|
|
3 1532 1534 1533
|
|
3 1533 1534 1535
|
|
3 1534 1536 1535
|
|
3 1535 1536 1537
|
|
3 1536 1538 1537
|
|
3 1537 1538 1539
|
|
3 1538 1540 1539
|
|
3 1539 1540 1541
|
|
3 1540 1542 1541
|
|
3 1541 1542 1543
|
|
3 1542 1528 1543
|
|
3 1543 1528 1529
|
|
3 1544 1546 1545
|
|
3 1545 1546 1547
|
|
3 1546 1548 1547
|
|
3 1547 1548 1549
|
|
3 1548 1550 1549
|
|
3 1549 1550 1551
|
|
3 1550 1552 1551
|
|
3 1551 1552 1553
|
|
3 1552 1554 1553
|
|
3 1553 1554 1555
|
|
3 1554 1556 1555
|
|
3 1555 1556 1557
|
|
3 1556 1558 1557
|
|
3 1557 1558 1559
|
|
3 1558 1544 1559
|
|
3 1559 1544 1545
|
|
3 1560 1562 1561
|
|
3 1561 1562 1563
|
|
3 1562 1564 1563
|
|
3 1563 1564 1565
|
|
3 1564 1566 1565
|
|
3 1565 1566 1567
|
|
3 1566 1568 1567
|
|
3 1567 1568 1569
|
|
3 1568 1570 1569
|
|
3 1569 1570 1571
|
|
3 1570 1572 1571
|
|
3 1571 1572 1573
|
|
3 1572 1574 1573
|
|
3 1573 1574 1575
|
|
3 1574 1560 1575
|
|
3 1575 1560 1561
|
|
3 1576 1632 1583
|
|
3 1582 1589 1633
|
|
3 1577 1576 1583
|
|
3 1577 1583 1584
|
|
3 1578 1577 1584
|
|
3 1578 1584 1585
|
|
3 1579 1578 1585
|
|
3 1579 1585 1586
|
|
3 1580 1579 1586
|
|
3 1580 1586 1587
|
|
3 1581 1580 1587
|
|
3 1581 1587 1588
|
|
3 1582 1581 1588
|
|
3 1582 1588 1589
|
|
3 1583 1632 1590
|
|
3 1589 1596 1633
|
|
3 1584 1583 1590
|
|
3 1584 1590 1591
|
|
3 1585 1584 1591
|
|
3 1585 1591 1592
|
|
3 1586 1585 1592
|
|
3 1586 1592 1593
|
|
3 1587 1586 1593
|
|
3 1587 1593 1594
|
|
3 1588 1587 1594
|
|
3 1588 1594 1595
|
|
3 1589 1588 1595
|
|
3 1589 1595 1596
|
|
3 1590 1632 1597
|
|
3 1596 1603 1633
|
|
3 1591 1590 1597
|
|
3 1591 1597 1598
|
|
3 1592 1591 1598
|
|
3 1592 1598 1599
|
|
3 1593 1592 1599
|
|
3 1593 1599 1600
|
|
3 1594 1593 1600
|
|
3 1594 1600 1601
|
|
3 1595 1594 1601
|
|
3 1595 1601 1602
|
|
3 1596 1595 1602
|
|
3 1596 1602 1603
|
|
3 1597 1632 1604
|
|
3 1603 1610 1633
|
|
3 1598 1597 1604
|
|
3 1598 1604 1605
|
|
3 1599 1598 1605
|
|
3 1599 1605 1606
|
|
3 1600 1599 1606
|
|
3 1600 1606 1607
|
|
3 1601 1600 1607
|
|
3 1601 1607 1608
|
|
3 1602 1601 1608
|
|
3 1602 1608 1609
|
|
3 1603 1602 1609
|
|
3 1603 1609 1610
|
|
3 1604 1632 1611
|
|
3 1610 1617 1633
|
|
3 1605 1604 1611
|
|
3 1605 1611 1612
|
|
3 1606 1605 1612
|
|
3 1606 1612 1613
|
|
3 1607 1606 1613
|
|
3 1607 1613 1614
|
|
3 1608 1607 1614
|
|
3 1608 1614 1615
|
|
3 1609 1608 1615
|
|
3 1609 1615 1616
|
|
3 1610 1609 1616
|
|
3 1610 1616 1617
|
|
3 1611 1632 1618
|
|
3 1617 1624 1633
|
|
3 1612 1611 1618
|
|
3 1612 1618 1619
|
|
3 1613 1612 1619
|
|
3 1613 1619 1620
|
|
3 1614 1613 1620
|
|
3 1614 1620 1621
|
|
3 1615 1614 1621
|
|
3 1615 1621 1622
|
|
3 1616 1615 1622
|
|
3 1616 1622 1623
|
|
3 1617 1616 1623
|
|
3 1617 1623 1624
|
|
3 1618 1632 1625
|
|
3 1624 1631 1633
|
|
3 1619 1618 1625
|
|
3 1619 1625 1626
|
|
3 1620 1619 1626
|
|
3 1620 1626 1627
|
|
3 1621 1620 1627
|
|
3 1621 1627 1628
|
|
3 1622 1621 1628
|
|
3 1622 1628 1629
|
|
3 1623 1622 1629
|
|
3 1623 1629 1630
|
|
3 1624 1623 1630
|
|
3 1624 1630 1631
|
|
3 1625 1632 1576
|
|
3 1631 1582 1633
|
|
3 1626 1625 1576
|
|
3 1626 1576 1577
|
|
3 1627 1626 1577
|
|
3 1627 1577 1578
|
|
3 1628 1627 1578
|
|
3 1628 1578 1579
|
|
3 1629 1628 1579
|
|
3 1629 1579 1580
|
|
3 1630 1629 1580
|
|
3 1630 1580 1581
|
|
3 1631 1630 1581
|
|
3 1631 1581 1582
|
|
3 1634 1636 1635
|
|
3 1635 1636 1637
|
|
3 1636 1638 1637
|
|
3 1637 1638 1639
|
|
3 1638 1640 1639
|
|
3 1639 1640 1641
|
|
3 1640 1642 1641
|
|
3 1641 1642 1643
|
|
3 1642 1644 1643
|
|
3 1643 1644 1645
|
|
3 1644 1646 1645
|
|
3 1645 1646 1647
|
|
3 1646 1648 1647
|
|
3 1647 1648 1649
|
|
3 1648 1634 1649
|
|
3 1649 1634 1635
|
|
3 1650 1652 1651
|
|
3 1651 1652 1653
|
|
3 1652 1654 1653
|
|
3 1653 1654 1655
|
|
3 1654 1656 1655
|
|
3 1655 1656 1657
|
|
3 1656 1658 1657
|
|
3 1657 1658 1659
|
|
3 1658 1660 1659
|
|
3 1659 1660 1661
|
|
3 1660 1662 1661
|
|
3 1661 1662 1663
|
|
3 1662 1664 1663
|
|
3 1663 1664 1665
|
|
3 1664 1650 1665
|
|
3 1665 1650 1651
|
|
3 1666 1668 1667
|
|
3 1667 1668 1669
|
|
3 1668 1670 1669
|
|
3 1669 1670 1671
|
|
3 1670 1672 1671
|
|
3 1671 1672 1673
|
|
3 1672 1674 1673
|
|
3 1673 1674 1675
|
|
3 1674 1676 1675
|
|
3 1675 1676 1677
|
|
3 1676 1678 1677
|
|
3 1677 1678 1679
|
|
3 1678 1680 1679
|
|
3 1679 1680 1681
|
|
3 1680 1666 1681
|
|
3 1681 1666 1667
|
|
3 1682 1738 1689
|
|
3 1688 1695 1739
|
|
3 1683 1682 1689
|
|
3 1683 1689 1690
|
|
3 1684 1683 1690
|
|
3 1684 1690 1691
|
|
3 1685 1684 1691
|
|
3 1685 1691 1692
|
|
3 1686 1685 1692
|
|
3 1686 1692 1693
|
|
3 1687 1686 1693
|
|
3 1687 1693 1694
|
|
3 1688 1687 1694
|
|
3 1688 1694 1695
|
|
3 1689 1738 1696
|
|
3 1695 1702 1739
|
|
3 1690 1689 1696
|
|
3 1690 1696 1697
|
|
3 1691 1690 1697
|
|
3 1691 1697 1698
|
|
3 1692 1691 1698
|
|
3 1692 1698 1699
|
|
3 1693 1692 1699
|
|
3 1693 1699 1700
|
|
3 1694 1693 1700
|
|
3 1694 1700 1701
|
|
3 1695 1694 1701
|
|
3 1695 1701 1702
|
|
3 1696 1738 1703
|
|
3 1702 1709 1739
|
|
3 1697 1696 1703
|
|
3 1697 1703 1704
|
|
3 1698 1697 1704
|
|
3 1698 1704 1705
|
|
3 1699 1698 1705
|
|
3 1699 1705 1706
|
|
3 1700 1699 1706
|
|
3 1700 1706 1707
|
|
3 1701 1700 1707
|
|
3 1701 1707 1708
|
|
3 1702 1701 1708
|
|
3 1702 1708 1709
|
|
3 1703 1738 1710
|
|
3 1709 1716 1739
|
|
3 1704 1703 1710
|
|
3 1704 1710 1711
|
|
3 1705 1704 1711
|
|
3 1705 1711 1712
|
|
3 1706 1705 1712
|
|
3 1706 1712 1713
|
|
3 1707 1706 1713
|
|
3 1707 1713 1714
|
|
3 1708 1707 1714
|
|
3 1708 1714 1715
|
|
3 1709 1708 1715
|
|
3 1709 1715 1716
|
|
3 1710 1738 1717
|
|
3 1716 1723 1739
|
|
3 1711 1710 1717
|
|
3 1711 1717 1718
|
|
3 1712 1711 1718
|
|
3 1712 1718 1719
|
|
3 1713 1712 1719
|
|
3 1713 1719 1720
|
|
3 1714 1713 1720
|
|
3 1714 1720 1721
|
|
3 1715 1714 1721
|
|
3 1715 1721 1722
|
|
3 1716 1715 1722
|
|
3 1716 1722 1723
|
|
3 1717 1738 1724
|
|
3 1723 1730 1739
|
|
3 1718 1717 1724
|
|
3 1718 1724 1725
|
|
3 1719 1718 1725
|
|
3 1719 1725 1726
|
|
3 1720 1719 1726
|
|
3 1720 1726 1727
|
|
3 1721 1720 1727
|
|
3 1721 1727 1728
|
|
3 1722 1721 1728
|
|
3 1722 1728 1729
|
|
3 1723 1722 1729
|
|
3 1723 1729 1730
|
|
3 1724 1738 1731
|
|
3 1730 1737 1739
|
|
3 1725 1724 1731
|
|
3 1725 1731 1732
|
|
3 1726 1725 1732
|
|
3 1726 1732 1733
|
|
3 1727 1726 1733
|
|
3 1727 1733 1734
|
|
3 1728 1727 1734
|
|
3 1728 1734 1735
|
|
3 1729 1728 1735
|
|
3 1729 1735 1736
|
|
3 1730 1729 1736
|
|
3 1730 1736 1737
|
|
3 1731 1738 1682
|
|
3 1737 1688 1739
|
|
3 1732 1731 1682
|
|
3 1732 1682 1683
|
|
3 1733 1732 1683
|
|
3 1733 1683 1684
|
|
3 1734 1733 1684
|
|
3 1734 1684 1685
|
|
3 1735 1734 1685
|
|
3 1735 1685 1686
|
|
3 1736 1735 1686
|
|
3 1736 1686 1687
|
|
3 1737 1736 1687
|
|
3 1737 1687 1688
|
|
3 1740 1742 1741
|
|
3 1741 1742 1743
|
|
3 1742 1744 1743
|
|
3 1743 1744 1745
|
|
3 1744 1746 1745
|
|
3 1745 1746 1747
|
|
3 1746 1748 1747
|
|
3 1747 1748 1749
|
|
3 1748 1750 1749
|
|
3 1749 1750 1751
|
|
3 1750 1752 1751
|
|
3 1751 1752 1753
|
|
3 1752 1754 1753
|
|
3 1753 1754 1755
|
|
3 1754 1740 1755
|
|
3 1755 1740 1741
|
|
3 1756 1758 1757
|
|
3 1757 1758 1759
|
|
3 1758 1760 1759
|
|
3 1759 1760 1761
|
|
3 1760 1762 1761
|
|
3 1761 1762 1763
|
|
3 1762 1764 1763
|
|
3 1763 1764 1765
|
|
3 1764 1766 1765
|
|
3 1765 1766 1767
|
|
3 1766 1768 1767
|
|
3 1767 1768 1769
|
|
3 1768 1770 1769
|
|
3 1769 1770 1771
|
|
3 1770 1756 1771
|
|
3 1771 1756 1757
|
|
3 1772 1774 1773
|
|
3 1773 1774 1775
|
|
3 1774 1776 1775
|
|
3 1775 1776 1777
|
|
3 1776 1778 1777
|
|
3 1777 1778 1779
|
|
3 1778 1780 1779
|
|
3 1779 1780 1781
|
|
3 1780 1782 1781
|
|
3 1781 1782 1783
|
|
3 1782 1784 1783
|
|
3 1783 1784 1785
|
|
3 1784 1786 1785
|
|
3 1785 1786 1787
|
|
3 1786 1772 1787
|
|
3 1787 1772 1773
|
|
3 1788 1844 1795
|
|
3 1794 1801 1845
|
|
3 1789 1788 1795
|
|
3 1789 1795 1796
|
|
3 1790 1789 1796
|
|
3 1790 1796 1797
|
|
3 1791 1790 1797
|
|
3 1791 1797 1798
|
|
3 1792 1791 1798
|
|
3 1792 1798 1799
|
|
3 1793 1792 1799
|
|
3 1793 1799 1800
|
|
3 1794 1793 1800
|
|
3 1794 1800 1801
|
|
3 1795 1844 1802
|
|
3 1801 1808 1845
|
|
3 1796 1795 1802
|
|
3 1796 1802 1803
|
|
3 1797 1796 1803
|
|
3 1797 1803 1804
|
|
3 1798 1797 1804
|
|
3 1798 1804 1805
|
|
3 1799 1798 1805
|
|
3 1799 1805 1806
|
|
3 1800 1799 1806
|
|
3 1800 1806 1807
|
|
3 1801 1800 1807
|
|
3 1801 1807 1808
|
|
3 1802 1844 1809
|
|
3 1808 1815 1845
|
|
3 1803 1802 1809
|
|
3 1803 1809 1810
|
|
3 1804 1803 1810
|
|
3 1804 1810 1811
|
|
3 1805 1804 1811
|
|
3 1805 1811 1812
|
|
3 1806 1805 1812
|
|
3 1806 1812 1813
|
|
3 1807 1806 1813
|
|
3 1807 1813 1814
|
|
3 1808 1807 1814
|
|
3 1808 1814 1815
|
|
3 1809 1844 1816
|
|
3 1815 1822 1845
|
|
3 1810 1809 1816
|
|
3 1810 1816 1817
|
|
3 1811 1810 1817
|
|
3 1811 1817 1818
|
|
3 1812 1811 1818
|
|
3 1812 1818 1819
|
|
3 1813 1812 1819
|
|
3 1813 1819 1820
|
|
3 1814 1813 1820
|
|
3 1814 1820 1821
|
|
3 1815 1814 1821
|
|
3 1815 1821 1822
|
|
3 1816 1844 1823
|
|
3 1822 1829 1845
|
|
3 1817 1816 1823
|
|
3 1817 1823 1824
|
|
3 1818 1817 1824
|
|
3 1818 1824 1825
|
|
3 1819 1818 1825
|
|
3 1819 1825 1826
|
|
3 1820 1819 1826
|
|
3 1820 1826 1827
|
|
3 1821 1820 1827
|
|
3 1821 1827 1828
|
|
3 1822 1821 1828
|
|
3 1822 1828 1829
|
|
3 1823 1844 1830
|
|
3 1829 1836 1845
|
|
3 1824 1823 1830
|
|
3 1824 1830 1831
|
|
3 1825 1824 1831
|
|
3 1825 1831 1832
|
|
3 1826 1825 1832
|
|
3 1826 1832 1833
|
|
3 1827 1826 1833
|
|
3 1827 1833 1834
|
|
3 1828 1827 1834
|
|
3 1828 1834 1835
|
|
3 1829 1828 1835
|
|
3 1829 1835 1836
|
|
3 1830 1844 1837
|
|
3 1836 1843 1845
|
|
3 1831 1830 1837
|
|
3 1831 1837 1838
|
|
3 1832 1831 1838
|
|
3 1832 1838 1839
|
|
3 1833 1832 1839
|
|
3 1833 1839 1840
|
|
3 1834 1833 1840
|
|
3 1834 1840 1841
|
|
3 1835 1834 1841
|
|
3 1835 1841 1842
|
|
3 1836 1835 1842
|
|
3 1836 1842 1843
|
|
3 1837 1844 1788
|
|
3 1843 1794 1845
|
|
3 1838 1837 1788
|
|
3 1838 1788 1789
|
|
3 1839 1838 1789
|
|
3 1839 1789 1790
|
|
3 1840 1839 1790
|
|
3 1840 1790 1791
|
|
3 1841 1840 1791
|
|
3 1841 1791 1792
|
|
3 1842 1841 1792
|
|
3 1842 1792 1793
|
|
3 1843 1842 1793
|
|
3 1843 1793 1794
|
|
3 1846 1848 1847
|
|
3 1847 1848 1849
|
|
3 1848 1850 1849
|
|
3 1849 1850 1851
|
|
3 1850 1852 1851
|
|
3 1851 1852 1853
|
|
3 1852 1854 1853
|
|
3 1853 1854 1855
|
|
3 1854 1856 1855
|
|
3 1855 1856 1857
|
|
3 1856 1858 1857
|
|
3 1857 1858 1859
|
|
3 1858 1860 1859
|
|
3 1859 1860 1861
|
|
3 1860 1846 1861
|
|
3 1861 1846 1847
|
|
3 1862 1864 1863
|
|
3 1863 1864 1865
|
|
3 1864 1866 1865
|
|
3 1865 1866 1867
|
|
3 1866 1868 1867
|
|
3 1867 1868 1869
|
|
3 1868 1870 1869
|
|
3 1869 1870 1871
|
|
3 1870 1872 1871
|
|
3 1871 1872 1873
|
|
3 1872 1874 1873
|
|
3 1873 1874 1875
|
|
3 1874 1876 1875
|
|
3 1875 1876 1877
|
|
3 1876 1862 1877
|
|
3 1877 1862 1863
|
|
3 1878 1880 1879
|
|
3 1879 1880 1881
|
|
3 1880 1882 1881
|
|
3 1881 1882 1883
|
|
3 1882 1884 1883
|
|
3 1883 1884 1885
|
|
3 1884 1886 1885
|
|
3 1885 1886 1887
|
|
3 1886 1888 1887
|
|
3 1887 1888 1889
|
|
3 1888 1890 1889
|
|
3 1889 1890 1891
|
|
3 1890 1892 1891
|
|
3 1891 1892 1893
|
|
3 1892 1878 1893
|
|
3 1893 1878 1879
|
|
3 1894 1950 1901
|
|
3 1900 1907 1951
|
|
3 1895 1894 1901
|
|
3 1895 1901 1902
|
|
3 1896 1895 1902
|
|
3 1896 1902 1903
|
|
3 1897 1896 1903
|
|
3 1897 1903 1904
|
|
3 1898 1897 1904
|
|
3 1898 1904 1905
|
|
3 1899 1898 1905
|
|
3 1899 1905 1906
|
|
3 1900 1899 1906
|
|
3 1900 1906 1907
|
|
3 1901 1950 1908
|
|
3 1907 1914 1951
|
|
3 1902 1901 1908
|
|
3 1902 1908 1909
|
|
3 1903 1902 1909
|
|
3 1903 1909 1910
|
|
3 1904 1903 1910
|
|
3 1904 1910 1911
|
|
3 1905 1904 1911
|
|
3 1905 1911 1912
|
|
3 1906 1905 1912
|
|
3 1906 1912 1913
|
|
3 1907 1906 1913
|
|
3 1907 1913 1914
|
|
3 1908 1950 1915
|
|
3 1914 1921 1951
|
|
3 1909 1908 1915
|
|
3 1909 1915 1916
|
|
3 1910 1909 1916
|
|
3 1910 1916 1917
|
|
3 1911 1910 1917
|
|
3 1911 1917 1918
|
|
3 1912 1911 1918
|
|
3 1912 1918 1919
|
|
3 1913 1912 1919
|
|
3 1913 1919 1920
|
|
3 1914 1913 1920
|
|
3 1914 1920 1921
|
|
3 1915 1950 1922
|
|
3 1921 1928 1951
|
|
3 1916 1915 1922
|
|
3 1916 1922 1923
|
|
3 1917 1916 1923
|
|
3 1917 1923 1924
|
|
3 1918 1917 1924
|
|
3 1918 1924 1925
|
|
3 1919 1918 1925
|
|
3 1919 1925 1926
|
|
3 1920 1919 1926
|
|
3 1920 1926 1927
|
|
3 1921 1920 1927
|
|
3 1921 1927 1928
|
|
3 1922 1950 1929
|
|
3 1928 1935 1951
|
|
3 1923 1922 1929
|
|
3 1923 1929 1930
|
|
3 1924 1923 1930
|
|
3 1924 1930 1931
|
|
3 1925 1924 1931
|
|
3 1925 1931 1932
|
|
3 1926 1925 1932
|
|
3 1926 1932 1933
|
|
3 1927 1926 1933
|
|
3 1927 1933 1934
|
|
3 1928 1927 1934
|
|
3 1928 1934 1935
|
|
3 1929 1950 1936
|
|
3 1935 1942 1951
|
|
3 1930 1929 1936
|
|
3 1930 1936 1937
|
|
3 1931 1930 1937
|
|
3 1931 1937 1938
|
|
3 1932 1931 1938
|
|
3 1932 1938 1939
|
|
3 1933 1932 1939
|
|
3 1933 1939 1940
|
|
3 1934 1933 1940
|
|
3 1934 1940 1941
|
|
3 1935 1934 1941
|
|
3 1935 1941 1942
|
|
3 1936 1950 1943
|
|
3 1942 1949 1951
|
|
3 1937 1936 1943
|
|
3 1937 1943 1944
|
|
3 1938 1937 1944
|
|
3 1938 1944 1945
|
|
3 1939 1938 1945
|
|
3 1939 1945 1946
|
|
3 1940 1939 1946
|
|
3 1940 1946 1947
|
|
3 1941 1940 1947
|
|
3 1941 1947 1948
|
|
3 1942 1941 1948
|
|
3 1942 1948 1949
|
|
3 1943 1950 1894
|
|
3 1949 1900 1951
|
|
3 1944 1943 1894
|
|
3 1944 1894 1895
|
|
3 1945 1944 1895
|
|
3 1945 1895 1896
|
|
3 1946 1945 1896
|
|
3 1946 1896 1897
|
|
3 1947 1946 1897
|
|
3 1947 1897 1898
|
|
3 1948 1947 1898
|
|
3 1948 1898 1899
|
|
3 1949 1948 1899
|
|
3 1949 1899 1900
|
|
3 1952 1954 1953
|
|
3 1953 1954 1955
|
|
3 1954 1956 1955
|
|
3 1955 1956 1957
|
|
3 1956 1958 1957
|
|
3 1957 1958 1959
|
|
3 1958 1960 1959
|
|
3 1959 1960 1961
|
|
3 1960 1962 1961
|
|
3 1961 1962 1963
|
|
3 1962 1964 1963
|
|
3 1963 1964 1965
|
|
3 1964 1966 1965
|
|
3 1965 1966 1967
|
|
3 1966 1952 1967
|
|
3 1967 1952 1953
|
|
3 1968 1970 1969
|
|
3 1969 1970 1971
|
|
3 1970 1972 1971
|
|
3 1971 1972 1973
|
|
3 1972 1974 1973
|
|
3 1973 1974 1975
|
|
3 1974 1976 1975
|
|
3 1975 1976 1977
|
|
3 1976 1978 1977
|
|
3 1977 1978 1979
|
|
3 1978 1980 1979
|
|
3 1979 1980 1981
|
|
3 1980 1982 1981
|
|
3 1981 1982 1983
|
|
3 1982 1968 1983
|
|
3 1983 1968 1969
|
|
3 1984 1986 1985
|
|
3 1985 1986 1987
|
|
3 1986 1988 1987
|
|
3 1987 1988 1989
|
|
3 1988 1990 1989
|
|
3 1989 1990 1991
|
|
3 1990 1992 1991
|
|
3 1991 1992 1993
|
|
3 1992 1994 1993
|
|
3 1993 1994 1995
|
|
3 1994 1996 1995
|
|
3 1995 1996 1997
|
|
3 1996 1998 1997
|
|
3 1997 1998 1999
|
|
3 1998 1984 1999
|
|
3 1999 1984 1985
|
|
3 2000 2056 2007
|
|
3 2006 2013 2057
|
|
3 2001 2000 2007
|
|
3 2001 2007 2008
|
|
3 2002 2001 2008
|
|
3 2002 2008 2009
|
|
3 2003 2002 2009
|
|
3 2003 2009 2010
|
|
3 2004 2003 2010
|
|
3 2004 2010 2011
|
|
3 2005 2004 2011
|
|
3 2005 2011 2012
|
|
3 2006 2005 2012
|
|
3 2006 2012 2013
|
|
3 2007 2056 2014
|
|
3 2013 2020 2057
|
|
3 2008 2007 2014
|
|
3 2008 2014 2015
|
|
3 2009 2008 2015
|
|
3 2009 2015 2016
|
|
3 2010 2009 2016
|
|
3 2010 2016 2017
|
|
3 2011 2010 2017
|
|
3 2011 2017 2018
|
|
3 2012 2011 2018
|
|
3 2012 2018 2019
|
|
3 2013 2012 2019
|
|
3 2013 2019 2020
|
|
3 2014 2056 2021
|
|
3 2020 2027 2057
|
|
3 2015 2014 2021
|
|
3 2015 2021 2022
|
|
3 2016 2015 2022
|
|
3 2016 2022 2023
|
|
3 2017 2016 2023
|
|
3 2017 2023 2024
|
|
3 2018 2017 2024
|
|
3 2018 2024 2025
|
|
3 2019 2018 2025
|
|
3 2019 2025 2026
|
|
3 2020 2019 2026
|
|
3 2020 2026 2027
|
|
3 2021 2056 2028
|
|
3 2027 2034 2057
|
|
3 2022 2021 2028
|
|
3 2022 2028 2029
|
|
3 2023 2022 2029
|
|
3 2023 2029 2030
|
|
3 2024 2023 2030
|
|
3 2024 2030 2031
|
|
3 2025 2024 2031
|
|
3 2025 2031 2032
|
|
3 2026 2025 2032
|
|
3 2026 2032 2033
|
|
3 2027 2026 2033
|
|
3 2027 2033 2034
|
|
3 2028 2056 2035
|
|
3 2034 2041 2057
|
|
3 2029 2028 2035
|
|
3 2029 2035 2036
|
|
3 2030 2029 2036
|
|
3 2030 2036 2037
|
|
3 2031 2030 2037
|
|
3 2031 2037 2038
|
|
3 2032 2031 2038
|
|
3 2032 2038 2039
|
|
3 2033 2032 2039
|
|
3 2033 2039 2040
|
|
3 2034 2033 2040
|
|
3 2034 2040 2041
|
|
3 2035 2056 2042
|
|
3 2041 2048 2057
|
|
3 2036 2035 2042
|
|
3 2036 2042 2043
|
|
3 2037 2036 2043
|
|
3 2037 2043 2044
|
|
3 2038 2037 2044
|
|
3 2038 2044 2045
|
|
3 2039 2038 2045
|
|
3 2039 2045 2046
|
|
3 2040 2039 2046
|
|
3 2040 2046 2047
|
|
3 2041 2040 2047
|
|
3 2041 2047 2048
|
|
3 2042 2056 2049
|
|
3 2048 2055 2057
|
|
3 2043 2042 2049
|
|
3 2043 2049 2050
|
|
3 2044 2043 2050
|
|
3 2044 2050 2051
|
|
3 2045 2044 2051
|
|
3 2045 2051 2052
|
|
3 2046 2045 2052
|
|
3 2046 2052 2053
|
|
3 2047 2046 2053
|
|
3 2047 2053 2054
|
|
3 2048 2047 2054
|
|
3 2048 2054 2055
|
|
3 2049 2056 2000
|
|
3 2055 2006 2057
|
|
3 2050 2049 2000
|
|
3 2050 2000 2001
|
|
3 2051 2050 2001
|
|
3 2051 2001 2002
|
|
3 2052 2051 2002
|
|
3 2052 2002 2003
|
|
3 2053 2052 2003
|
|
3 2053 2003 2004
|
|
3 2054 2053 2004
|
|
3 2054 2004 2005
|
|
3 2055 2054 2005
|
|
3 2055 2005 2006
|
|
3 2058 2060 2059
|
|
3 2059 2060 2061
|
|
3 2060 2062 2061
|
|
3 2061 2062 2063
|
|
3 2062 2064 2063
|
|
3 2063 2064 2065
|
|
3 2064 2066 2065
|
|
3 2065 2066 2067
|
|
3 2066 2068 2067
|
|
3 2067 2068 2069
|
|
3 2068 2070 2069
|
|
3 2069 2070 2071
|
|
3 2070 2072 2071
|
|
3 2071 2072 2073
|
|
3 2072 2058 2073
|
|
3 2073 2058 2059
|
|
3 2074 2076 2075
|
|
3 2075 2076 2077
|
|
3 2076 2078 2077
|
|
3 2077 2078 2079
|
|
3 2078 2080 2079
|
|
3 2079 2080 2081
|
|
3 2080 2082 2081
|
|
3 2081 2082 2083
|
|
3 2082 2084 2083
|
|
3 2083 2084 2085
|
|
3 2084 2086 2085
|
|
3 2085 2086 2087
|
|
3 2086 2088 2087
|
|
3 2087 2088 2089
|
|
3 2088 2074 2089
|
|
3 2089 2074 2075
|
|
3 2090 2092 2091
|
|
3 2091 2092 2093
|
|
3 2092 2094 2093
|
|
3 2093 2094 2095
|
|
3 2094 2096 2095
|
|
3 2095 2096 2097
|
|
3 2096 2098 2097
|
|
3 2097 2098 2099
|
|
3 2098 2100 2099
|
|
3 2099 2100 2101
|
|
3 2100 2102 2101
|
|
3 2101 2102 2103
|
|
3 2102 2104 2103
|
|
3 2103 2104 2105
|
|
3 2104 2090 2105
|
|
3 2105 2090 2091
|
|
3 2106 2162 2113
|
|
3 2112 2119 2163
|
|
3 2107 2106 2113
|
|
3 2107 2113 2114
|
|
3 2108 2107 2114
|
|
3 2108 2114 2115
|
|
3 2109 2108 2115
|
|
3 2109 2115 2116
|
|
3 2110 2109 2116
|
|
3 2110 2116 2117
|
|
3 2111 2110 2117
|
|
3 2111 2117 2118
|
|
3 2112 2111 2118
|
|
3 2112 2118 2119
|
|
3 2113 2162 2120
|
|
3 2119 2126 2163
|
|
3 2114 2113 2120
|
|
3 2114 2120 2121
|
|
3 2115 2114 2121
|
|
3 2115 2121 2122
|
|
3 2116 2115 2122
|
|
3 2116 2122 2123
|
|
3 2117 2116 2123
|
|
3 2117 2123 2124
|
|
3 2118 2117 2124
|
|
3 2118 2124 2125
|
|
3 2119 2118 2125
|
|
3 2119 2125 2126
|
|
3 2120 2162 2127
|
|
3 2126 2133 2163
|
|
3 2121 2120 2127
|
|
3 2121 2127 2128
|
|
3 2122 2121 2128
|
|
3 2122 2128 2129
|
|
3 2123 2122 2129
|
|
3 2123 2129 2130
|
|
3 2124 2123 2130
|
|
3 2124 2130 2131
|
|
3 2125 2124 2131
|
|
3 2125 2131 2132
|
|
3 2126 2125 2132
|
|
3 2126 2132 2133
|
|
3 2127 2162 2134
|
|
3 2133 2140 2163
|
|
3 2128 2127 2134
|
|
3 2128 2134 2135
|
|
3 2129 2128 2135
|
|
3 2129 2135 2136
|
|
3 2130 2129 2136
|
|
3 2130 2136 2137
|
|
3 2131 2130 2137
|
|
3 2131 2137 2138
|
|
3 2132 2131 2138
|
|
3 2132 2138 2139
|
|
3 2133 2132 2139
|
|
3 2133 2139 2140
|
|
3 2134 2162 2141
|
|
3 2140 2147 2163
|
|
3 2135 2134 2141
|
|
3 2135 2141 2142
|
|
3 2136 2135 2142
|
|
3 2136 2142 2143
|
|
3 2137 2136 2143
|
|
3 2137 2143 2144
|
|
3 2138 2137 2144
|
|
3 2138 2144 2145
|
|
3 2139 2138 2145
|
|
3 2139 2145 2146
|
|
3 2140 2139 2146
|
|
3 2140 2146 2147
|
|
3 2141 2162 2148
|
|
3 2147 2154 2163
|
|
3 2142 2141 2148
|
|
3 2142 2148 2149
|
|
3 2143 2142 2149
|
|
3 2143 2149 2150
|
|
3 2144 2143 2150
|
|
3 2144 2150 2151
|
|
3 2145 2144 2151
|
|
3 2145 2151 2152
|
|
3 2146 2145 2152
|
|
3 2146 2152 2153
|
|
3 2147 2146 2153
|
|
3 2147 2153 2154
|
|
3 2148 2162 2155
|
|
3 2154 2161 2163
|
|
3 2149 2148 2155
|
|
3 2149 2155 2156
|
|
3 2150 2149 2156
|
|
3 2150 2156 2157
|
|
3 2151 2150 2157
|
|
3 2151 2157 2158
|
|
3 2152 2151 2158
|
|
3 2152 2158 2159
|
|
3 2153 2152 2159
|
|
3 2153 2159 2160
|
|
3 2154 2153 2160
|
|
3 2154 2160 2161
|
|
3 2155 2162 2106
|
|
3 2161 2112 2163
|
|
3 2156 2155 2106
|
|
3 2156 2106 2107
|
|
3 2157 2156 2107
|
|
3 2157 2107 2108
|
|
3 2158 2157 2108
|
|
3 2158 2108 2109
|
|
3 2159 2158 2109
|
|
3 2159 2109 2110
|
|
3 2160 2159 2110
|
|
3 2160 2110 2111
|
|
3 2161 2160 2111
|
|
3 2161 2111 2112
|
|
3 2164 2166 2165
|
|
3 2165 2166 2167
|
|
3 2166 2168 2167
|
|
3 2167 2168 2169
|
|
3 2168 2170 2169
|
|
3 2169 2170 2171
|
|
3 2170 2172 2171
|
|
3 2171 2172 2173
|
|
3 2172 2174 2173
|
|
3 2173 2174 2175
|
|
3 2174 2176 2175
|
|
3 2175 2176 2177
|
|
3 2176 2178 2177
|
|
3 2177 2178 2179
|
|
3 2178 2164 2179
|
|
3 2179 2164 2165
|
|
3 2180 2182 2181
|
|
3 2181 2182 2183
|
|
3 2182 2184 2183
|
|
3 2183 2184 2185
|
|
3 2184 2186 2185
|
|
3 2185 2186 2187
|
|
3 2186 2188 2187
|
|
3 2187 2188 2189
|
|
3 2188 2190 2189
|
|
3 2189 2190 2191
|
|
3 2190 2192 2191
|
|
3 2191 2192 2193
|
|
3 2192 2194 2193
|
|
3 2193 2194 2195
|
|
3 2194 2180 2195
|
|
3 2195 2180 2181
|
|
3 2196 2198 2197
|
|
3 2197 2198 2199
|
|
3 2198 2200 2199
|
|
3 2199 2200 2201
|
|
3 2200 2202 2201
|
|
3 2201 2202 2203
|
|
3 2202 2204 2203
|
|
3 2203 2204 2205
|
|
3 2204 2206 2205
|
|
3 2205 2206 2207
|
|
3 2206 2208 2207
|
|
3 2207 2208 2209
|
|
3 2208 2210 2209
|
|
3 2209 2210 2211
|
|
3 2210 2196 2211
|
|
3 2211 2196 2197
|
|
3 2212 2268 2219
|
|
3 2218 2225 2269
|
|
3 2213 2212 2219
|
|
3 2213 2219 2220
|
|
3 2214 2213 2220
|
|
3 2214 2220 2221
|
|
3 2215 2214 2221
|
|
3 2215 2221 2222
|
|
3 2216 2215 2222
|
|
3 2216 2222 2223
|
|
3 2217 2216 2223
|
|
3 2217 2223 2224
|
|
3 2218 2217 2224
|
|
3 2218 2224 2225
|
|
3 2219 2268 2226
|
|
3 2225 2232 2269
|
|
3 2220 2219 2226
|
|
3 2220 2226 2227
|
|
3 2221 2220 2227
|
|
3 2221 2227 2228
|
|
3 2222 2221 2228
|
|
3 2222 2228 2229
|
|
3 2223 2222 2229
|
|
3 2223 2229 2230
|
|
3 2224 2223 2230
|
|
3 2224 2230 2231
|
|
3 2225 2224 2231
|
|
3 2225 2231 2232
|
|
3 2226 2268 2233
|
|
3 2232 2239 2269
|
|
3 2227 2226 2233
|
|
3 2227 2233 2234
|
|
3 2228 2227 2234
|
|
3 2228 2234 2235
|
|
3 2229 2228 2235
|
|
3 2229 2235 2236
|
|
3 2230 2229 2236
|
|
3 2230 2236 2237
|
|
3 2231 2230 2237
|
|
3 2231 2237 2238
|
|
3 2232 2231 2238
|
|
3 2232 2238 2239
|
|
3 2233 2268 2240
|
|
3 2239 2246 2269
|
|
3 2234 2233 2240
|
|
3 2234 2240 2241
|
|
3 2235 2234 2241
|
|
3 2235 2241 2242
|
|
3 2236 2235 2242
|
|
3 2236 2242 2243
|
|
3 2237 2236 2243
|
|
3 2237 2243 2244
|
|
3 2238 2237 2244
|
|
3 2238 2244 2245
|
|
3 2239 2238 2245
|
|
3 2239 2245 2246
|
|
3 2240 2268 2247
|
|
3 2246 2253 2269
|
|
3 2241 2240 2247
|
|
3 2241 2247 2248
|
|
3 2242 2241 2248
|
|
3 2242 2248 2249
|
|
3 2243 2242 2249
|
|
3 2243 2249 2250
|
|
3 2244 2243 2250
|
|
3 2244 2250 2251
|
|
3 2245 2244 2251
|
|
3 2245 2251 2252
|
|
3 2246 2245 2252
|
|
3 2246 2252 2253
|
|
3 2247 2268 2254
|
|
3 2253 2260 2269
|
|
3 2248 2247 2254
|
|
3 2248 2254 2255
|
|
3 2249 2248 2255
|
|
3 2249 2255 2256
|
|
3 2250 2249 2256
|
|
3 2250 2256 2257
|
|
3 2251 2250 2257
|
|
3 2251 2257 2258
|
|
3 2252 2251 2258
|
|
3 2252 2258 2259
|
|
3 2253 2252 2259
|
|
3 2253 2259 2260
|
|
3 2254 2268 2261
|
|
3 2260 2267 2269
|
|
3 2255 2254 2261
|
|
3 2255 2261 2262
|
|
3 2256 2255 2262
|
|
3 2256 2262 2263
|
|
3 2257 2256 2263
|
|
3 2257 2263 2264
|
|
3 2258 2257 2264
|
|
3 2258 2264 2265
|
|
3 2259 2258 2265
|
|
3 2259 2265 2266
|
|
3 2260 2259 2266
|
|
3 2260 2266 2267
|
|
3 2261 2268 2212
|
|
3 2267 2218 2269
|
|
3 2262 2261 2212
|
|
3 2262 2212 2213
|
|
3 2263 2262 2213
|
|
3 2263 2213 2214
|
|
3 2264 2263 2214
|
|
3 2264 2214 2215
|
|
3 2265 2264 2215
|
|
3 2265 2215 2216
|
|
3 2266 2265 2216
|
|
3 2266 2216 2217
|
|
3 2267 2266 2217
|
|
3 2267 2217 2218
|
|
3 2270 2272 2271
|
|
3 2271 2272 2273
|
|
3 2272 2274 2273
|
|
3 2273 2274 2275
|
|
3 2274 2276 2275
|
|
3 2275 2276 2277
|
|
3 2276 2278 2277
|
|
3 2277 2278 2279
|
|
3 2278 2280 2279
|
|
3 2279 2280 2281
|
|
3 2280 2282 2281
|
|
3 2281 2282 2283
|
|
3 2282 2284 2283
|
|
3 2283 2284 2285
|
|
3 2284 2270 2285
|
|
3 2285 2270 2271
|
|
3 2286 2288 2287
|
|
3 2287 2288 2289
|
|
3 2288 2290 2289
|
|
3 2289 2290 2291
|
|
3 2290 2292 2291
|
|
3 2291 2292 2293
|
|
3 2292 2294 2293
|
|
3 2293 2294 2295
|
|
3 2294 2296 2295
|
|
3 2295 2296 2297
|
|
3 2296 2298 2297
|
|
3 2297 2298 2299
|
|
3 2298 2300 2299
|
|
3 2299 2300 2301
|
|
3 2300 2286 2301
|
|
3 2301 2286 2287
|
|
3 2302 2304 2303
|
|
3 2303 2304 2305
|
|
3 2304 2306 2305
|
|
3 2305 2306 2307
|
|
3 2306 2308 2307
|
|
3 2307 2308 2309
|
|
3 2308 2310 2309
|
|
3 2309 2310 2311
|
|
3 2310 2312 2311
|
|
3 2311 2312 2313
|
|
3 2312 2314 2313
|
|
3 2313 2314 2315
|
|
3 2314 2316 2315
|
|
3 2315 2316 2317
|
|
3 2316 2302 2317
|
|
3 2317 2302 2303
|
|
3 2318 2374 2325
|
|
3 2324 2331 2375
|
|
3 2319 2318 2325
|
|
3 2319 2325 2326
|
|
3 2320 2319 2326
|
|
3 2320 2326 2327
|
|
3 2321 2320 2327
|
|
3 2321 2327 2328
|
|
3 2322 2321 2328
|
|
3 2322 2328 2329
|
|
3 2323 2322 2329
|
|
3 2323 2329 2330
|
|
3 2324 2323 2330
|
|
3 2324 2330 2331
|
|
3 2325 2374 2332
|
|
3 2331 2338 2375
|
|
3 2326 2325 2332
|
|
3 2326 2332 2333
|
|
3 2327 2326 2333
|
|
3 2327 2333 2334
|
|
3 2328 2327 2334
|
|
3 2328 2334 2335
|
|
3 2329 2328 2335
|
|
3 2329 2335 2336
|
|
3 2330 2329 2336
|
|
3 2330 2336 2337
|
|
3 2331 2330 2337
|
|
3 2331 2337 2338
|
|
3 2332 2374 2339
|
|
3 2338 2345 2375
|
|
3 2333 2332 2339
|
|
3 2333 2339 2340
|
|
3 2334 2333 2340
|
|
3 2334 2340 2341
|
|
3 2335 2334 2341
|
|
3 2335 2341 2342
|
|
3 2336 2335 2342
|
|
3 2336 2342 2343
|
|
3 2337 2336 2343
|
|
3 2337 2343 2344
|
|
3 2338 2337 2344
|
|
3 2338 2344 2345
|
|
3 2339 2374 2346
|
|
3 2345 2352 2375
|
|
3 2340 2339 2346
|
|
3 2340 2346 2347
|
|
3 2341 2340 2347
|
|
3 2341 2347 2348
|
|
3 2342 2341 2348
|
|
3 2342 2348 2349
|
|
3 2343 2342 2349
|
|
3 2343 2349 2350
|
|
3 2344 2343 2350
|
|
3 2344 2350 2351
|
|
3 2345 2344 2351
|
|
3 2345 2351 2352
|
|
3 2346 2374 2353
|
|
3 2352 2359 2375
|
|
3 2347 2346 2353
|
|
3 2347 2353 2354
|
|
3 2348 2347 2354
|
|
3 2348 2354 2355
|
|
3 2349 2348 2355
|
|
3 2349 2355 2356
|
|
3 2350 2349 2356
|
|
3 2350 2356 2357
|
|
3 2351 2350 2357
|
|
3 2351 2357 2358
|
|
3 2352 2351 2358
|
|
3 2352 2358 2359
|
|
3 2353 2374 2360
|
|
3 2359 2366 2375
|
|
3 2354 2353 2360
|
|
3 2354 2360 2361
|
|
3 2355 2354 2361
|
|
3 2355 2361 2362
|
|
3 2356 2355 2362
|
|
3 2356 2362 2363
|
|
3 2357 2356 2363
|
|
3 2357 2363 2364
|
|
3 2358 2357 2364
|
|
3 2358 2364 2365
|
|
3 2359 2358 2365
|
|
3 2359 2365 2366
|
|
3 2360 2374 2367
|
|
3 2366 2373 2375
|
|
3 2361 2360 2367
|
|
3 2361 2367 2368
|
|
3 2362 2361 2368
|
|
3 2362 2368 2369
|
|
3 2363 2362 2369
|
|
3 2363 2369 2370
|
|
3 2364 2363 2370
|
|
3 2364 2370 2371
|
|
3 2365 2364 2371
|
|
3 2365 2371 2372
|
|
3 2366 2365 2372
|
|
3 2366 2372 2373
|
|
3 2367 2374 2318
|
|
3 2373 2324 2375
|
|
3 2368 2367 2318
|
|
3 2368 2318 2319
|
|
3 2369 2368 2319
|
|
3 2369 2319 2320
|
|
3 2370 2369 2320
|
|
3 2370 2320 2321
|
|
3 2371 2370 2321
|
|
3 2371 2321 2322
|
|
3 2372 2371 2322
|
|
3 2372 2322 2323
|
|
3 2373 2372 2323
|
|
3 2373 2323 2324
|
|
3 2376 2378 2377
|
|
3 2377 2378 2379
|
|
3 2378 2380 2379
|
|
3 2379 2380 2381
|
|
3 2380 2382 2381
|
|
3 2381 2382 2383
|
|
3 2382 2384 2383
|
|
3 2383 2384 2385
|
|
3 2384 2386 2385
|
|
3 2385 2386 2387
|
|
3 2386 2388 2387
|
|
3 2387 2388 2389
|
|
3 2388 2390 2389
|
|
3 2389 2390 2391
|
|
3 2390 2376 2391
|
|
3 2391 2376 2377
|
|
3 2392 2394 2393
|
|
3 2393 2394 2395
|
|
3 2394 2396 2395
|
|
3 2395 2396 2397
|
|
3 2396 2398 2397
|
|
3 2397 2398 2399
|
|
3 2398 2400 2399
|
|
3 2399 2400 2401
|
|
3 2400 2402 2401
|
|
3 2401 2402 2403
|
|
3 2402 2404 2403
|
|
3 2403 2404 2405
|
|
3 2404 2406 2405
|
|
3 2405 2406 2407
|
|
3 2406 2392 2407
|
|
3 2407 2392 2393
|
|
3 2408 2410 2409
|
|
3 2409 2410 2411
|
|
3 2410 2412 2411
|
|
3 2411 2412 2413
|
|
3 2412 2414 2413
|
|
3 2413 2414 2415
|
|
3 2414 2416 2415
|
|
3 2415 2416 2417
|
|
3 2416 2418 2417
|
|
3 2417 2418 2419
|
|
3 2418 2420 2419
|
|
3 2419 2420 2421
|
|
3 2420 2422 2421
|
|
3 2421 2422 2423
|
|
3 2422 2408 2423
|
|
3 2423 2408 2409
|
|
3 2424 2480 2431
|
|
3 2430 2437 2481
|
|
3 2425 2424 2431
|
|
3 2425 2431 2432
|
|
3 2426 2425 2432
|
|
3 2426 2432 2433
|
|
3 2427 2426 2433
|
|
3 2427 2433 2434
|
|
3 2428 2427 2434
|
|
3 2428 2434 2435
|
|
3 2429 2428 2435
|
|
3 2429 2435 2436
|
|
3 2430 2429 2436
|
|
3 2430 2436 2437
|
|
3 2431 2480 2438
|
|
3 2437 2444 2481
|
|
3 2432 2431 2438
|
|
3 2432 2438 2439
|
|
3 2433 2432 2439
|
|
3 2433 2439 2440
|
|
3 2434 2433 2440
|
|
3 2434 2440 2441
|
|
3 2435 2434 2441
|
|
3 2435 2441 2442
|
|
3 2436 2435 2442
|
|
3 2436 2442 2443
|
|
3 2437 2436 2443
|
|
3 2437 2443 2444
|
|
3 2438 2480 2445
|
|
3 2444 2451 2481
|
|
3 2439 2438 2445
|
|
3 2439 2445 2446
|
|
3 2440 2439 2446
|
|
3 2440 2446 2447
|
|
3 2441 2440 2447
|
|
3 2441 2447 2448
|
|
3 2442 2441 2448
|
|
3 2442 2448 2449
|
|
3 2443 2442 2449
|
|
3 2443 2449 2450
|
|
3 2444 2443 2450
|
|
3 2444 2450 2451
|
|
3 2445 2480 2452
|
|
3 2451 2458 2481
|
|
3 2446 2445 2452
|
|
3 2446 2452 2453
|
|
3 2447 2446 2453
|
|
3 2447 2453 2454
|
|
3 2448 2447 2454
|
|
3 2448 2454 2455
|
|
3 2449 2448 2455
|
|
3 2449 2455 2456
|
|
3 2450 2449 2456
|
|
3 2450 2456 2457
|
|
3 2451 2450 2457
|
|
3 2451 2457 2458
|
|
3 2452 2480 2459
|
|
3 2458 2465 2481
|
|
3 2453 2452 2459
|
|
3 2453 2459 2460
|
|
3 2454 2453 2460
|
|
3 2454 2460 2461
|
|
3 2455 2454 2461
|
|
3 2455 2461 2462
|
|
3 2456 2455 2462
|
|
3 2456 2462 2463
|
|
3 2457 2456 2463
|
|
3 2457 2463 2464
|
|
3 2458 2457 2464
|
|
3 2458 2464 2465
|
|
3 2459 2480 2466
|
|
3 2465 2472 2481
|
|
3 2460 2459 2466
|
|
3 2460 2466 2467
|
|
3 2461 2460 2467
|
|
3 2461 2467 2468
|
|
3 2462 2461 2468
|
|
3 2462 2468 2469
|
|
3 2463 2462 2469
|
|
3 2463 2469 2470
|
|
3 2464 2463 2470
|
|
3 2464 2470 2471
|
|
3 2465 2464 2471
|
|
3 2465 2471 2472
|
|
3 2466 2480 2473
|
|
3 2472 2479 2481
|
|
3 2467 2466 2473
|
|
3 2467 2473 2474
|
|
3 2468 2467 2474
|
|
3 2468 2474 2475
|
|
3 2469 2468 2475
|
|
3 2469 2475 2476
|
|
3 2470 2469 2476
|
|
3 2470 2476 2477
|
|
3 2471 2470 2477
|
|
3 2471 2477 2478
|
|
3 2472 2471 2478
|
|
3 2472 2478 2479
|
|
3 2473 2480 2424
|
|
3 2479 2430 2481
|
|
3 2474 2473 2424
|
|
3 2474 2424 2425
|
|
3 2475 2474 2425
|
|
3 2475 2425 2426
|
|
3 2476 2475 2426
|
|
3 2476 2426 2427
|
|
3 2477 2476 2427
|
|
3 2477 2427 2428
|
|
3 2478 2477 2428
|
|
3 2478 2428 2429
|
|
3 2479 2478 2429
|
|
3 2479 2429 2430
|
|
3 2482 2484 2483
|
|
3 2483 2484 2485
|
|
3 2484 2486 2485
|
|
3 2485 2486 2487
|
|
3 2486 2488 2487
|
|
3 2487 2488 2489
|
|
3 2488 2490 2489
|
|
3 2489 2490 2491
|
|
3 2490 2492 2491
|
|
3 2491 2492 2493
|
|
3 2492 2494 2493
|
|
3 2493 2494 2495
|
|
3 2494 2496 2495
|
|
3 2495 2496 2497
|
|
3 2496 2482 2497
|
|
3 2497 2482 2483
|
|
3 2498 2500 2499
|
|
3 2499 2500 2501
|
|
3 2500 2502 2501
|
|
3 2501 2502 2503
|
|
3 2502 2504 2503
|
|
3 2503 2504 2505
|
|
3 2504 2506 2505
|
|
3 2505 2506 2507
|
|
3 2506 2508 2507
|
|
3 2507 2508 2509
|
|
3 2508 2510 2509
|
|
3 2509 2510 2511
|
|
3 2510 2512 2511
|
|
3 2511 2512 2513
|
|
3 2512 2498 2513
|
|
3 2513 2498 2499
|
|
3 2514 2516 2515
|
|
3 2515 2516 2517
|
|
3 2516 2518 2517
|
|
3 2517 2518 2519
|
|
3 2518 2520 2519
|
|
3 2519 2520 2521
|
|
3 2520 2522 2521
|
|
3 2521 2522 2523
|
|
3 2522 2524 2523
|
|
3 2523 2524 2525
|
|
3 2524 2526 2525
|
|
3 2525 2526 2527
|
|
3 2526 2528 2527
|
|
3 2527 2528 2529
|
|
3 2528 2514 2529
|
|
3 2529 2514 2515
|
|
3 2530 2586 2537
|
|
3 2536 2543 2587
|
|
3 2531 2530 2537
|
|
3 2531 2537 2538
|
|
3 2532 2531 2538
|
|
3 2532 2538 2539
|
|
3 2533 2532 2539
|
|
3 2533 2539 2540
|
|
3 2534 2533 2540
|
|
3 2534 2540 2541
|
|
3 2535 2534 2541
|
|
3 2535 2541 2542
|
|
3 2536 2535 2542
|
|
3 2536 2542 2543
|
|
3 2537 2586 2544
|
|
3 2543 2550 2587
|
|
3 2538 2537 2544
|
|
3 2538 2544 2545
|
|
3 2539 2538 2545
|
|
3 2539 2545 2546
|
|
3 2540 2539 2546
|
|
3 2540 2546 2547
|
|
3 2541 2540 2547
|
|
3 2541 2547 2548
|
|
3 2542 2541 2548
|
|
3 2542 2548 2549
|
|
3 2543 2542 2549
|
|
3 2543 2549 2550
|
|
3 2544 2586 2551
|
|
3 2550 2557 2587
|
|
3 2545 2544 2551
|
|
3 2545 2551 2552
|
|
3 2546 2545 2552
|
|
3 2546 2552 2553
|
|
3 2547 2546 2553
|
|
3 2547 2553 2554
|
|
3 2548 2547 2554
|
|
3 2548 2554 2555
|
|
3 2549 2548 2555
|
|
3 2549 2555 2556
|
|
3 2550 2549 2556
|
|
3 2550 2556 2557
|
|
3 2551 2586 2558
|
|
3 2557 2564 2587
|
|
3 2552 2551 2558
|
|
3 2552 2558 2559
|
|
3 2553 2552 2559
|
|
3 2553 2559 2560
|
|
3 2554 2553 2560
|
|
3 2554 2560 2561
|
|
3 2555 2554 2561
|
|
3 2555 2561 2562
|
|
3 2556 2555 2562
|
|
3 2556 2562 2563
|
|
3 2557 2556 2563
|
|
3 2557 2563 2564
|
|
3 2558 2586 2565
|
|
3 2564 2571 2587
|
|
3 2559 2558 2565
|
|
3 2559 2565 2566
|
|
3 2560 2559 2566
|
|
3 2560 2566 2567
|
|
3 2561 2560 2567
|
|
3 2561 2567 2568
|
|
3 2562 2561 2568
|
|
3 2562 2568 2569
|
|
3 2563 2562 2569
|
|
3 2563 2569 2570
|
|
3 2564 2563 2570
|
|
3 2564 2570 2571
|
|
3 2565 2586 2572
|
|
3 2571 2578 2587
|
|
3 2566 2565 2572
|
|
3 2566 2572 2573
|
|
3 2567 2566 2573
|
|
3 2567 2573 2574
|
|
3 2568 2567 2574
|
|
3 2568 2574 2575
|
|
3 2569 2568 2575
|
|
3 2569 2575 2576
|
|
3 2570 2569 2576
|
|
3 2570 2576 2577
|
|
3 2571 2570 2577
|
|
3 2571 2577 2578
|
|
3 2572 2586 2579
|
|
3 2578 2585 2587
|
|
3 2573 2572 2579
|
|
3 2573 2579 2580
|
|
3 2574 2573 2580
|
|
3 2574 2580 2581
|
|
3 2575 2574 2581
|
|
3 2575 2581 2582
|
|
3 2576 2575 2582
|
|
3 2576 2582 2583
|
|
3 2577 2576 2583
|
|
3 2577 2583 2584
|
|
3 2578 2577 2584
|
|
3 2578 2584 2585
|
|
3 2579 2586 2530
|
|
3 2585 2536 2587
|
|
3 2580 2579 2530
|
|
3 2580 2530 2531
|
|
3 2581 2580 2531
|
|
3 2581 2531 2532
|
|
3 2582 2581 2532
|
|
3 2582 2532 2533
|
|
3 2583 2582 2533
|
|
3 2583 2533 2534
|
|
3 2584 2583 2534
|
|
3 2584 2534 2535
|
|
3 2585 2584 2535
|
|
3 2585 2535 2536
|
|
3 2588 2590 2589
|
|
3 2589 2590 2591
|
|
3 2590 2592 2591
|
|
3 2591 2592 2593
|
|
3 2592 2594 2593
|
|
3 2593 2594 2595
|
|
3 2594 2596 2595
|
|
3 2595 2596 2597
|
|
3 2596 2598 2597
|
|
3 2597 2598 2599
|
|
3 2598 2600 2599
|
|
3 2599 2600 2601
|
|
3 2600 2602 2601
|
|
3 2601 2602 2603
|
|
3 2602 2588 2603
|
|
3 2603 2588 2589
|
|
3 2604 2606 2605
|
|
3 2605 2606 2607
|
|
3 2606 2608 2607
|
|
3 2607 2608 2609
|
|
3 2608 2610 2609
|
|
3 2609 2610 2611
|
|
3 2610 2612 2611
|
|
3 2611 2612 2613
|
|
3 2612 2614 2613
|
|
3 2613 2614 2615
|
|
3 2614 2616 2615
|
|
3 2615 2616 2617
|
|
3 2616 2618 2617
|
|
3 2617 2618 2619
|
|
3 2618 2604 2619
|
|
3 2619 2604 2605
|
|
3 2620 2622 2621
|
|
3 2621 2622 2623
|
|
3 2622 2624 2623
|
|
3 2623 2624 2625
|
|
3 2624 2626 2625
|
|
3 2625 2626 2627
|
|
3 2626 2628 2627
|
|
3 2627 2628 2629
|
|
3 2628 2630 2629
|
|
3 2629 2630 2631
|
|
3 2630 2632 2631
|
|
3 2631 2632 2633
|
|
3 2632 2634 2633
|
|
3 2633 2634 2635
|
|
3 2634 2620 2635
|
|
3 2635 2620 2621
|
|
3 2636 2692 2643
|
|
3 2642 2649 2693
|
|
3 2637 2636 2643
|
|
3 2637 2643 2644
|
|
3 2638 2637 2644
|
|
3 2638 2644 2645
|
|
3 2639 2638 2645
|
|
3 2639 2645 2646
|
|
3 2640 2639 2646
|
|
3 2640 2646 2647
|
|
3 2641 2640 2647
|
|
3 2641 2647 2648
|
|
3 2642 2641 2648
|
|
3 2642 2648 2649
|
|
3 2643 2692 2650
|
|
3 2649 2656 2693
|
|
3 2644 2643 2650
|
|
3 2644 2650 2651
|
|
3 2645 2644 2651
|
|
3 2645 2651 2652
|
|
3 2646 2645 2652
|
|
3 2646 2652 2653
|
|
3 2647 2646 2653
|
|
3 2647 2653 2654
|
|
3 2648 2647 2654
|
|
3 2648 2654 2655
|
|
3 2649 2648 2655
|
|
3 2649 2655 2656
|
|
3 2650 2692 2657
|
|
3 2656 2663 2693
|
|
3 2651 2650 2657
|
|
3 2651 2657 2658
|
|
3 2652 2651 2658
|
|
3 2652 2658 2659
|
|
3 2653 2652 2659
|
|
3 2653 2659 2660
|
|
3 2654 2653 2660
|
|
3 2654 2660 2661
|
|
3 2655 2654 2661
|
|
3 2655 2661 2662
|
|
3 2656 2655 2662
|
|
3 2656 2662 2663
|
|
3 2657 2692 2664
|
|
3 2663 2670 2693
|
|
3 2658 2657 2664
|
|
3 2658 2664 2665
|
|
3 2659 2658 2665
|
|
3 2659 2665 2666
|
|
3 2660 2659 2666
|
|
3 2660 2666 2667
|
|
3 2661 2660 2667
|
|
3 2661 2667 2668
|
|
3 2662 2661 2668
|
|
3 2662 2668 2669
|
|
3 2663 2662 2669
|
|
3 2663 2669 2670
|
|
3 2664 2692 2671
|
|
3 2670 2677 2693
|
|
3 2665 2664 2671
|
|
3 2665 2671 2672
|
|
3 2666 2665 2672
|
|
3 2666 2672 2673
|
|
3 2667 2666 2673
|
|
3 2667 2673 2674
|
|
3 2668 2667 2674
|
|
3 2668 2674 2675
|
|
3 2669 2668 2675
|
|
3 2669 2675 2676
|
|
3 2670 2669 2676
|
|
3 2670 2676 2677
|
|
3 2671 2692 2678
|
|
3 2677 2684 2693
|
|
3 2672 2671 2678
|
|
3 2672 2678 2679
|
|
3 2673 2672 2679
|
|
3 2673 2679 2680
|
|
3 2674 2673 2680
|
|
3 2674 2680 2681
|
|
3 2675 2674 2681
|
|
3 2675 2681 2682
|
|
3 2676 2675 2682
|
|
3 2676 2682 2683
|
|
3 2677 2676 2683
|
|
3 2677 2683 2684
|
|
3 2678 2692 2685
|
|
3 2684 2691 2693
|
|
3 2679 2678 2685
|
|
3 2679 2685 2686
|
|
3 2680 2679 2686
|
|
3 2680 2686 2687
|
|
3 2681 2680 2687
|
|
3 2681 2687 2688
|
|
3 2682 2681 2688
|
|
3 2682 2688 2689
|
|
3 2683 2682 2689
|
|
3 2683 2689 2690
|
|
3 2684 2683 2690
|
|
3 2684 2690 2691
|
|
3 2685 2692 2636
|
|
3 2691 2642 2693
|
|
3 2686 2685 2636
|
|
3 2686 2636 2637
|
|
3 2687 2686 2637
|
|
3 2687 2637 2638
|
|
3 2688 2687 2638
|
|
3 2688 2638 2639
|
|
3 2689 2688 2639
|
|
3 2689 2639 2640
|
|
3 2690 2689 2640
|
|
3 2690 2640 2641
|
|
3 2691 2690 2641
|
|
3 2691 2641 2642
|
|
3 2694 2696 2695
|
|
3 2695 2696 2697
|
|
3 2696 2698 2697
|
|
3 2697 2698 2699
|
|
3 2698 2700 2699
|
|
3 2699 2700 2701
|
|
3 2700 2702 2701
|
|
3 2701 2702 2703
|
|
3 2702 2704 2703
|
|
3 2703 2704 2705
|
|
3 2704 2706 2705
|
|
3 2705 2706 2707
|
|
3 2706 2708 2707
|
|
3 2707 2708 2709
|
|
3 2708 2694 2709
|
|
3 2709 2694 2695
|
|
3 2710 2712 2711
|
|
3 2711 2712 2713
|
|
3 2712 2714 2713
|
|
3 2713 2714 2715
|
|
3 2714 2716 2715
|
|
3 2715 2716 2717
|
|
3 2716 2718 2717
|
|
3 2717 2718 2719
|
|
3 2718 2720 2719
|
|
3 2719 2720 2721
|
|
3 2720 2722 2721
|
|
3 2721 2722 2723
|
|
3 2722 2724 2723
|
|
3 2723 2724 2725
|
|
3 2724 2710 2725
|
|
3 2725 2710 2711
|
|
3 2726 2728 2727
|
|
3 2727 2728 2729
|
|
3 2728 2730 2729
|
|
3 2729 2730 2731
|
|
3 2730 2732 2731
|
|
3 2731 2732 2733
|
|
3 2732 2734 2733
|
|
3 2733 2734 2735
|
|
3 2734 2736 2735
|
|
3 2735 2736 2737
|
|
3 2736 2738 2737
|
|
3 2737 2738 2739
|
|
3 2738 2740 2739
|
|
3 2739 2740 2741
|
|
3 2740 2726 2741
|
|
3 2741 2726 2727
|
|
3 2742 2798 2749
|
|
3 2748 2755 2799
|
|
3 2743 2742 2749
|
|
3 2743 2749 2750
|
|
3 2744 2743 2750
|
|
3 2744 2750 2751
|
|
3 2745 2744 2751
|
|
3 2745 2751 2752
|
|
3 2746 2745 2752
|
|
3 2746 2752 2753
|
|
3 2747 2746 2753
|
|
3 2747 2753 2754
|
|
3 2748 2747 2754
|
|
3 2748 2754 2755
|
|
3 2749 2798 2756
|
|
3 2755 2762 2799
|
|
3 2750 2749 2756
|
|
3 2750 2756 2757
|
|
3 2751 2750 2757
|
|
3 2751 2757 2758
|
|
3 2752 2751 2758
|
|
3 2752 2758 2759
|
|
3 2753 2752 2759
|
|
3 2753 2759 2760
|
|
3 2754 2753 2760
|
|
3 2754 2760 2761
|
|
3 2755 2754 2761
|
|
3 2755 2761 2762
|
|
3 2756 2798 2763
|
|
3 2762 2769 2799
|
|
3 2757 2756 2763
|
|
3 2757 2763 2764
|
|
3 2758 2757 2764
|
|
3 2758 2764 2765
|
|
3 2759 2758 2765
|
|
3 2759 2765 2766
|
|
3 2760 2759 2766
|
|
3 2760 2766 2767
|
|
3 2761 2760 2767
|
|
3 2761 2767 2768
|
|
3 2762 2761 2768
|
|
3 2762 2768 2769
|
|
3 2763 2798 2770
|
|
3 2769 2776 2799
|
|
3 2764 2763 2770
|
|
3 2764 2770 2771
|
|
3 2765 2764 2771
|
|
3 2765 2771 2772
|
|
3 2766 2765 2772
|
|
3 2766 2772 2773
|
|
3 2767 2766 2773
|
|
3 2767 2773 2774
|
|
3 2768 2767 2774
|
|
3 2768 2774 2775
|
|
3 2769 2768 2775
|
|
3 2769 2775 2776
|
|
3 2770 2798 2777
|
|
3 2776 2783 2799
|
|
3 2771 2770 2777
|
|
3 2771 2777 2778
|
|
3 2772 2771 2778
|
|
3 2772 2778 2779
|
|
3 2773 2772 2779
|
|
3 2773 2779 2780
|
|
3 2774 2773 2780
|
|
3 2774 2780 2781
|
|
3 2775 2774 2781
|
|
3 2775 2781 2782
|
|
3 2776 2775 2782
|
|
3 2776 2782 2783
|
|
3 2777 2798 2784
|
|
3 2783 2790 2799
|
|
3 2778 2777 2784
|
|
3 2778 2784 2785
|
|
3 2779 2778 2785
|
|
3 2779 2785 2786
|
|
3 2780 2779 2786
|
|
3 2780 2786 2787
|
|
3 2781 2780 2787
|
|
3 2781 2787 2788
|
|
3 2782 2781 2788
|
|
3 2782 2788 2789
|
|
3 2783 2782 2789
|
|
3 2783 2789 2790
|
|
3 2784 2798 2791
|
|
3 2790 2797 2799
|
|
3 2785 2784 2791
|
|
3 2785 2791 2792
|
|
3 2786 2785 2792
|
|
3 2786 2792 2793
|
|
3 2787 2786 2793
|
|
3 2787 2793 2794
|
|
3 2788 2787 2794
|
|
3 2788 2794 2795
|
|
3 2789 2788 2795
|
|
3 2789 2795 2796
|
|
3 2790 2789 2796
|
|
3 2790 2796 2797
|
|
3 2791 2798 2742
|
|
3 2797 2748 2799
|
|
3 2792 2791 2742
|
|
3 2792 2742 2743
|
|
3 2793 2792 2743
|
|
3 2793 2743 2744
|
|
3 2794 2793 2744
|
|
3 2794 2744 2745
|
|
3 2795 2794 2745
|
|
3 2795 2745 2746
|
|
3 2796 2795 2746
|
|
3 2796 2746 2747
|
|
3 2797 2796 2747
|
|
3 2797 2747 2748
|
|
3 2800 2802 2801
|
|
3 2801 2802 2803
|
|
3 2802 2804 2803
|
|
3 2803 2804 2805
|
|
3 2804 2806 2805
|
|
3 2805 2806 2807
|
|
3 2806 2808 2807
|
|
3 2807 2808 2809
|
|
3 2808 2810 2809
|
|
3 2809 2810 2811
|
|
3 2810 2812 2811
|
|
3 2811 2812 2813
|
|
3 2812 2814 2813
|
|
3 2813 2814 2815
|
|
3 2814 2800 2815
|
|
3 2815 2800 2801
|
|
3 2816 2818 2817
|
|
3 2817 2818 2819
|
|
3 2818 2820 2819
|
|
3 2819 2820 2821
|
|
3 2820 2822 2821
|
|
3 2821 2822 2823
|
|
3 2822 2824 2823
|
|
3 2823 2824 2825
|
|
3 2824 2826 2825
|
|
3 2825 2826 2827
|
|
3 2826 2828 2827
|
|
3 2827 2828 2829
|
|
3 2828 2830 2829
|
|
3 2829 2830 2831
|
|
3 2830 2816 2831
|
|
3 2831 2816 2817
|
|
3 2832 2834 2833
|
|
3 2833 2834 2835
|
|
3 2834 2836 2835
|
|
3 2835 2836 2837
|
|
3 2836 2838 2837
|
|
3 2837 2838 2839
|
|
3 2838 2840 2839
|
|
3 2839 2840 2841
|
|
3 2840 2842 2841
|
|
3 2841 2842 2843
|
|
3 2842 2844 2843
|
|
3 2843 2844 2845
|
|
3 2844 2846 2845
|
|
3 2845 2846 2847
|
|
3 2846 2832 2847
|
|
3 2847 2832 2833
|
|
3 2848 2904 2855
|
|
3 2854 2861 2905
|
|
3 2849 2848 2855
|
|
3 2849 2855 2856
|
|
3 2850 2849 2856
|
|
3 2850 2856 2857
|
|
3 2851 2850 2857
|
|
3 2851 2857 2858
|
|
3 2852 2851 2858
|
|
3 2852 2858 2859
|
|
3 2853 2852 2859
|
|
3 2853 2859 2860
|
|
3 2854 2853 2860
|
|
3 2854 2860 2861
|
|
3 2855 2904 2862
|
|
3 2861 2868 2905
|
|
3 2856 2855 2862
|
|
3 2856 2862 2863
|
|
3 2857 2856 2863
|
|
3 2857 2863 2864
|
|
3 2858 2857 2864
|
|
3 2858 2864 2865
|
|
3 2859 2858 2865
|
|
3 2859 2865 2866
|
|
3 2860 2859 2866
|
|
3 2860 2866 2867
|
|
3 2861 2860 2867
|
|
3 2861 2867 2868
|
|
3 2862 2904 2869
|
|
3 2868 2875 2905
|
|
3 2863 2862 2869
|
|
3 2863 2869 2870
|
|
3 2864 2863 2870
|
|
3 2864 2870 2871
|
|
3 2865 2864 2871
|
|
3 2865 2871 2872
|
|
3 2866 2865 2872
|
|
3 2866 2872 2873
|
|
3 2867 2866 2873
|
|
3 2867 2873 2874
|
|
3 2868 2867 2874
|
|
3 2868 2874 2875
|
|
3 2869 2904 2876
|
|
3 2875 2882 2905
|
|
3 2870 2869 2876
|
|
3 2870 2876 2877
|
|
3 2871 2870 2877
|
|
3 2871 2877 2878
|
|
3 2872 2871 2878
|
|
3 2872 2878 2879
|
|
3 2873 2872 2879
|
|
3 2873 2879 2880
|
|
3 2874 2873 2880
|
|
3 2874 2880 2881
|
|
3 2875 2874 2881
|
|
3 2875 2881 2882
|
|
3 2876 2904 2883
|
|
3 2882 2889 2905
|
|
3 2877 2876 2883
|
|
3 2877 2883 2884
|
|
3 2878 2877 2884
|
|
3 2878 2884 2885
|
|
3 2879 2878 2885
|
|
3 2879 2885 2886
|
|
3 2880 2879 2886
|
|
3 2880 2886 2887
|
|
3 2881 2880 2887
|
|
3 2881 2887 2888
|
|
3 2882 2881 2888
|
|
3 2882 2888 2889
|
|
3 2883 2904 2890
|
|
3 2889 2896 2905
|
|
3 2884 2883 2890
|
|
3 2884 2890 2891
|
|
3 2885 2884 2891
|
|
3 2885 2891 2892
|
|
3 2886 2885 2892
|
|
3 2886 2892 2893
|
|
3 2887 2886 2893
|
|
3 2887 2893 2894
|
|
3 2888 2887 2894
|
|
3 2888 2894 2895
|
|
3 2889 2888 2895
|
|
3 2889 2895 2896
|
|
3 2890 2904 2897
|
|
3 2896 2903 2905
|
|
3 2891 2890 2897
|
|
3 2891 2897 2898
|
|
3 2892 2891 2898
|
|
3 2892 2898 2899
|
|
3 2893 2892 2899
|
|
3 2893 2899 2900
|
|
3 2894 2893 2900
|
|
3 2894 2900 2901
|
|
3 2895 2894 2901
|
|
3 2895 2901 2902
|
|
3 2896 2895 2902
|
|
3 2896 2902 2903
|
|
3 2897 2904 2848
|
|
3 2903 2854 2905
|
|
3 2898 2897 2848
|
|
3 2898 2848 2849
|
|
3 2899 2898 2849
|
|
3 2899 2849 2850
|
|
3 2900 2899 2850
|
|
3 2900 2850 2851
|
|
3 2901 2900 2851
|
|
3 2901 2851 2852
|
|
3 2902 2901 2852
|
|
3 2902 2852 2853
|
|
3 2903 2902 2853
|
|
3 2903 2853 2854
|
|
3 2906 2908 2907
|
|
3 2907 2908 2909
|
|
3 2908 2910 2909
|
|
3 2909 2910 2911
|
|
3 2910 2912 2911
|
|
3 2911 2912 2913
|
|
3 2912 2914 2913
|
|
3 2913 2914 2915
|
|
3 2914 2916 2915
|
|
3 2915 2916 2917
|
|
3 2916 2918 2917
|
|
3 2917 2918 2919
|
|
3 2918 2920 2919
|
|
3 2919 2920 2921
|
|
3 2920 2906 2921
|
|
3 2921 2906 2907
|
|
3 2922 2924 2923
|
|
3 2923 2924 2925
|
|
3 2924 2926 2925
|
|
3 2925 2926 2927
|
|
3 2926 2928 2927
|
|
3 2927 2928 2929
|
|
3 2928 2930 2929
|
|
3 2929 2930 2931
|
|
3 2930 2932 2931
|
|
3 2931 2932 2933
|
|
3 2932 2934 2933
|
|
3 2933 2934 2935
|
|
3 2934 2936 2935
|
|
3 2935 2936 2937
|
|
3 2936 2922 2937
|
|
3 2937 2922 2923
|
|
3 2938 2940 2939
|
|
3 2939 2940 2941
|
|
3 2940 2942 2941
|
|
3 2941 2942 2943
|
|
3 2942 2944 2943
|
|
3 2943 2944 2945
|
|
3 2944 2946 2945
|
|
3 2945 2946 2947
|
|
3 2946 2948 2947
|
|
3 2947 2948 2949
|
|
3 2948 2950 2949
|
|
3 2949 2950 2951
|
|
3 2950 2952 2951
|
|
3 2951 2952 2953
|
|
3 2952 2938 2953
|
|
3 2953 2938 2939
|
|
3 2954 3010 2961
|
|
3 2960 2967 3011
|
|
3 2955 2954 2961
|
|
3 2955 2961 2962
|
|
3 2956 2955 2962
|
|
3 2956 2962 2963
|
|
3 2957 2956 2963
|
|
3 2957 2963 2964
|
|
3 2958 2957 2964
|
|
3 2958 2964 2965
|
|
3 2959 2958 2965
|
|
3 2959 2965 2966
|
|
3 2960 2959 2966
|
|
3 2960 2966 2967
|
|
3 2961 3010 2968
|
|
3 2967 2974 3011
|
|
3 2962 2961 2968
|
|
3 2962 2968 2969
|
|
3 2963 2962 2969
|
|
3 2963 2969 2970
|
|
3 2964 2963 2970
|
|
3 2964 2970 2971
|
|
3 2965 2964 2971
|
|
3 2965 2971 2972
|
|
3 2966 2965 2972
|
|
3 2966 2972 2973
|
|
3 2967 2966 2973
|
|
3 2967 2973 2974
|
|
3 2968 3010 2975
|
|
3 2974 2981 3011
|
|
3 2969 2968 2975
|
|
3 2969 2975 2976
|
|
3 2970 2969 2976
|
|
3 2970 2976 2977
|
|
3 2971 2970 2977
|
|
3 2971 2977 2978
|
|
3 2972 2971 2978
|
|
3 2972 2978 2979
|
|
3 2973 2972 2979
|
|
3 2973 2979 2980
|
|
3 2974 2973 2980
|
|
3 2974 2980 2981
|
|
3 2975 3010 2982
|
|
3 2981 2988 3011
|
|
3 2976 2975 2982
|
|
3 2976 2982 2983
|
|
3 2977 2976 2983
|
|
3 2977 2983 2984
|
|
3 2978 2977 2984
|
|
3 2978 2984 2985
|
|
3 2979 2978 2985
|
|
3 2979 2985 2986
|
|
3 2980 2979 2986
|
|
3 2980 2986 2987
|
|
3 2981 2980 2987
|
|
3 2981 2987 2988
|
|
3 2982 3010 2989
|
|
3 2988 2995 3011
|
|
3 2983 2982 2989
|
|
3 2983 2989 2990
|
|
3 2984 2983 2990
|
|
3 2984 2990 2991
|
|
3 2985 2984 2991
|
|
3 2985 2991 2992
|
|
3 2986 2985 2992
|
|
3 2986 2992 2993
|
|
3 2987 2986 2993
|
|
3 2987 2993 2994
|
|
3 2988 2987 2994
|
|
3 2988 2994 2995
|
|
3 2989 3010 2996
|
|
3 2995 3002 3011
|
|
3 2990 2989 2996
|
|
3 2990 2996 2997
|
|
3 2991 2990 2997
|
|
3 2991 2997 2998
|
|
3 2992 2991 2998
|
|
3 2992 2998 2999
|
|
3 2993 2992 2999
|
|
3 2993 2999 3000
|
|
3 2994 2993 3000
|
|
3 2994 3000 3001
|
|
3 2995 2994 3001
|
|
3 2995 3001 3002
|
|
3 2996 3010 3003
|
|
3 3002 3009 3011
|
|
3 2997 2996 3003
|
|
3 2997 3003 3004
|
|
3 2998 2997 3004
|
|
3 2998 3004 3005
|
|
3 2999 2998 3005
|
|
3 2999 3005 3006
|
|
3 3000 2999 3006
|
|
3 3000 3006 3007
|
|
3 3001 3000 3007
|
|
3 3001 3007 3008
|
|
3 3002 3001 3008
|
|
3 3002 3008 3009
|
|
3 3003 3010 2954
|
|
3 3009 2960 3011
|
|
3 3004 3003 2954
|
|
3 3004 2954 2955
|
|
3 3005 3004 2955
|
|
3 3005 2955 2956
|
|
3 3006 3005 2956
|
|
3 3006 2956 2957
|
|
3 3007 3006 2957
|
|
3 3007 2957 2958
|
|
3 3008 3007 2958
|
|
3 3008 2958 2959
|
|
3 3009 3008 2959
|
|
3 3009 2959 2960
|
|
3 3012 3014 3013
|
|
3 3013 3014 3015
|
|
3 3014 3016 3015
|
|
3 3015 3016 3017
|
|
3 3016 3018 3017
|
|
3 3017 3018 3019
|
|
3 3018 3020 3019
|
|
3 3019 3020 3021
|
|
3 3020 3022 3021
|
|
3 3021 3022 3023
|
|
3 3022 3024 3023
|
|
3 3023 3024 3025
|
|
3 3024 3026 3025
|
|
3 3025 3026 3027
|
|
3 3026 3012 3027
|
|
3 3027 3012 3013
|
|
3 3028 3030 3029
|
|
3 3029 3030 3031
|
|
3 3030 3032 3031
|
|
3 3031 3032 3033
|
|
3 3032 3034 3033
|
|
3 3033 3034 3035
|
|
3 3034 3036 3035
|
|
3 3035 3036 3037
|
|
3 3036 3038 3037
|
|
3 3037 3038 3039
|
|
3 3038 3040 3039
|
|
3 3039 3040 3041
|
|
3 3040 3042 3041
|
|
3 3041 3042 3043
|
|
3 3042 3028 3043
|
|
3 3043 3028 3029
|
|
3 3044 3046 3045
|
|
3 3045 3046 3047
|
|
3 3046 3048 3047
|
|
3 3047 3048 3049
|
|
3 3048 3050 3049
|
|
3 3049 3050 3051
|
|
3 3050 3052 3051
|
|
3 3051 3052 3053
|
|
3 3052 3054 3053
|
|
3 3053 3054 3055
|
|
3 3054 3056 3055
|
|
3 3055 3056 3057
|
|
3 3056 3058 3057
|
|
3 3057 3058 3059
|
|
3 3058 3044 3059
|
|
3 3059 3044 3045
|
|
3 3060 3116 3067
|
|
3 3066 3073 3117
|
|
3 3061 3060 3067
|
|
3 3061 3067 3068
|
|
3 3062 3061 3068
|
|
3 3062 3068 3069
|
|
3 3063 3062 3069
|
|
3 3063 3069 3070
|
|
3 3064 3063 3070
|
|
3 3064 3070 3071
|
|
3 3065 3064 3071
|
|
3 3065 3071 3072
|
|
3 3066 3065 3072
|
|
3 3066 3072 3073
|
|
3 3067 3116 3074
|
|
3 3073 3080 3117
|
|
3 3068 3067 3074
|
|
3 3068 3074 3075
|
|
3 3069 3068 3075
|
|
3 3069 3075 3076
|
|
3 3070 3069 3076
|
|
3 3070 3076 3077
|
|
3 3071 3070 3077
|
|
3 3071 3077 3078
|
|
3 3072 3071 3078
|
|
3 3072 3078 3079
|
|
3 3073 3072 3079
|
|
3 3073 3079 3080
|
|
3 3074 3116 3081
|
|
3 3080 3087 3117
|
|
3 3075 3074 3081
|
|
3 3075 3081 3082
|
|
3 3076 3075 3082
|
|
3 3076 3082 3083
|
|
3 3077 3076 3083
|
|
3 3077 3083 3084
|
|
3 3078 3077 3084
|
|
3 3078 3084 3085
|
|
3 3079 3078 3085
|
|
3 3079 3085 3086
|
|
3 3080 3079 3086
|
|
3 3080 3086 3087
|
|
3 3081 3116 3088
|
|
3 3087 3094 3117
|
|
3 3082 3081 3088
|
|
3 3082 3088 3089
|
|
3 3083 3082 3089
|
|
3 3083 3089 3090
|
|
3 3084 3083 3090
|
|
3 3084 3090 3091
|
|
3 3085 3084 3091
|
|
3 3085 3091 3092
|
|
3 3086 3085 3092
|
|
3 3086 3092 3093
|
|
3 3087 3086 3093
|
|
3 3087 3093 3094
|
|
3 3088 3116 3095
|
|
3 3094 3101 3117
|
|
3 3089 3088 3095
|
|
3 3089 3095 3096
|
|
3 3090 3089 3096
|
|
3 3090 3096 3097
|
|
3 3091 3090 3097
|
|
3 3091 3097 3098
|
|
3 3092 3091 3098
|
|
3 3092 3098 3099
|
|
3 3093 3092 3099
|
|
3 3093 3099 3100
|
|
3 3094 3093 3100
|
|
3 3094 3100 3101
|
|
3 3095 3116 3102
|
|
3 3101 3108 3117
|
|
3 3096 3095 3102
|
|
3 3096 3102 3103
|
|
3 3097 3096 3103
|
|
3 3097 3103 3104
|
|
3 3098 3097 3104
|
|
3 3098 3104 3105
|
|
3 3099 3098 3105
|
|
3 3099 3105 3106
|
|
3 3100 3099 3106
|
|
3 3100 3106 3107
|
|
3 3101 3100 3107
|
|
3 3101 3107 3108
|
|
3 3102 3116 3109
|
|
3 3108 3115 3117
|
|
3 3103 3102 3109
|
|
3 3103 3109 3110
|
|
3 3104 3103 3110
|
|
3 3104 3110 3111
|
|
3 3105 3104 3111
|
|
3 3105 3111 3112
|
|
3 3106 3105 3112
|
|
3 3106 3112 3113
|
|
3 3107 3106 3113
|
|
3 3107 3113 3114
|
|
3 3108 3107 3114
|
|
3 3108 3114 3115
|
|
3 3109 3116 3060
|
|
3 3115 3066 3117
|
|
3 3110 3109 3060
|
|
3 3110 3060 3061
|
|
3 3111 3110 3061
|
|
3 3111 3061 3062
|
|
3 3112 3111 3062
|
|
3 3112 3062 3063
|
|
3 3113 3112 3063
|
|
3 3113 3063 3064
|
|
3 3114 3113 3064
|
|
3 3114 3064 3065
|
|
3 3115 3114 3065
|
|
3 3115 3065 3066
|
|
3 3118 3120 3119
|
|
3 3119 3120 3121
|
|
3 3120 3122 3121
|
|
3 3121 3122 3123
|
|
3 3122 3124 3123
|
|
3 3123 3124 3125
|
|
3 3124 3126 3125
|
|
3 3125 3126 3127
|
|
3 3126 3128 3127
|
|
3 3127 3128 3129
|
|
3 3128 3130 3129
|
|
3 3129 3130 3131
|
|
3 3130 3132 3131
|
|
3 3131 3132 3133
|
|
3 3132 3118 3133
|
|
3 3133 3118 3119
|
|
3 3134 3136 3135
|
|
3 3135 3136 3137
|
|
3 3136 3138 3137
|
|
3 3137 3138 3139
|
|
3 3138 3140 3139
|
|
3 3139 3140 3141
|
|
3 3140 3142 3141
|
|
3 3141 3142 3143
|
|
3 3142 3144 3143
|
|
3 3143 3144 3145
|
|
3 3144 3146 3145
|
|
3 3145 3146 3147
|
|
3 3146 3148 3147
|
|
3 3147 3148 3149
|
|
3 3148 3134 3149
|
|
3 3149 3134 3135
|
|
3 3150 3152 3151
|
|
3 3151 3152 3153
|
|
3 3152 3154 3153
|
|
3 3153 3154 3155
|
|
3 3154 3156 3155
|
|
3 3155 3156 3157
|
|
3 3156 3158 3157
|
|
3 3157 3158 3159
|
|
3 3158 3160 3159
|
|
3 3159 3160 3161
|
|
3 3160 3162 3161
|
|
3 3161 3162 3163
|
|
3 3162 3164 3163
|
|
3 3163 3164 3165
|
|
3 3164 3150 3165
|
|
3 3165 3150 3151
|
|
3 3166 3222 3173
|
|
3 3172 3179 3223
|
|
3 3167 3166 3173
|
|
3 3167 3173 3174
|
|
3 3168 3167 3174
|
|
3 3168 3174 3175
|
|
3 3169 3168 3175
|
|
3 3169 3175 3176
|
|
3 3170 3169 3176
|
|
3 3170 3176 3177
|
|
3 3171 3170 3177
|
|
3 3171 3177 3178
|
|
3 3172 3171 3178
|
|
3 3172 3178 3179
|
|
3 3173 3222 3180
|
|
3 3179 3186 3223
|
|
3 3174 3173 3180
|
|
3 3174 3180 3181
|
|
3 3175 3174 3181
|
|
3 3175 3181 3182
|
|
3 3176 3175 3182
|
|
3 3176 3182 3183
|
|
3 3177 3176 3183
|
|
3 3177 3183 3184
|
|
3 3178 3177 3184
|
|
3 3178 3184 3185
|
|
3 3179 3178 3185
|
|
3 3179 3185 3186
|
|
3 3180 3222 3187
|
|
3 3186 3193 3223
|
|
3 3181 3180 3187
|
|
3 3181 3187 3188
|
|
3 3182 3181 3188
|
|
3 3182 3188 3189
|
|
3 3183 3182 3189
|
|
3 3183 3189 3190
|
|
3 3184 3183 3190
|
|
3 3184 3190 3191
|
|
3 3185 3184 3191
|
|
3 3185 3191 3192
|
|
3 3186 3185 3192
|
|
3 3186 3192 3193
|
|
3 3187 3222 3194
|
|
3 3193 3200 3223
|
|
3 3188 3187 3194
|
|
3 3188 3194 3195
|
|
3 3189 3188 3195
|
|
3 3189 3195 3196
|
|
3 3190 3189 3196
|
|
3 3190 3196 3197
|
|
3 3191 3190 3197
|
|
3 3191 3197 3198
|
|
3 3192 3191 3198
|
|
3 3192 3198 3199
|
|
3 3193 3192 3199
|
|
3 3193 3199 3200
|
|
3 3194 3222 3201
|
|
3 3200 3207 3223
|
|
3 3195 3194 3201
|
|
3 3195 3201 3202
|
|
3 3196 3195 3202
|
|
3 3196 3202 3203
|
|
3 3197 3196 3203
|
|
3 3197 3203 3204
|
|
3 3198 3197 3204
|
|
3 3198 3204 3205
|
|
3 3199 3198 3205
|
|
3 3199 3205 3206
|
|
3 3200 3199 3206
|
|
3 3200 3206 3207
|
|
3 3201 3222 3208
|
|
3 3207 3214 3223
|
|
3 3202 3201 3208
|
|
3 3202 3208 3209
|
|
3 3203 3202 3209
|
|
3 3203 3209 3210
|
|
3 3204 3203 3210
|
|
3 3204 3210 3211
|
|
3 3205 3204 3211
|
|
3 3205 3211 3212
|
|
3 3206 3205 3212
|
|
3 3206 3212 3213
|
|
3 3207 3206 3213
|
|
3 3207 3213 3214
|
|
3 3208 3222 3215
|
|
3 3214 3221 3223
|
|
3 3209 3208 3215
|
|
3 3209 3215 3216
|
|
3 3210 3209 3216
|
|
3 3210 3216 3217
|
|
3 3211 3210 3217
|
|
3 3211 3217 3218
|
|
3 3212 3211 3218
|
|
3 3212 3218 3219
|
|
3 3213 3212 3219
|
|
3 3213 3219 3220
|
|
3 3214 3213 3220
|
|
3 3214 3220 3221
|
|
3 3215 3222 3166
|
|
3 3221 3172 3223
|
|
3 3216 3215 3166
|
|
3 3216 3166 3167
|
|
3 3217 3216 3167
|
|
3 3217 3167 3168
|
|
3 3218 3217 3168
|
|
3 3218 3168 3169
|
|
3 3219 3218 3169
|
|
3 3219 3169 3170
|
|
3 3220 3219 3170
|
|
3 3220 3170 3171
|
|
3 3221 3220 3171
|
|
3 3221 3171 3172
|
|
3 3224 3226 3225
|
|
3 3225 3226 3227
|
|
3 3226 3228 3227
|
|
3 3227 3228 3229
|
|
3 3228 3230 3229
|
|
3 3229 3230 3231
|
|
3 3230 3232 3231
|
|
3 3231 3232 3233
|
|
3 3232 3234 3233
|
|
3 3233 3234 3235
|
|
3 3234 3236 3235
|
|
3 3235 3236 3237
|
|
3 3236 3238 3237
|
|
3 3237 3238 3239
|
|
3 3238 3224 3239
|
|
3 3239 3224 3225
|
|
3 3240 3242 3241
|
|
3 3241 3242 3243
|
|
3 3242 3244 3243
|
|
3 3243 3244 3245
|
|
3 3244 3246 3245
|
|
3 3245 3246 3247
|
|
3 3246 3248 3247
|
|
3 3247 3248 3249
|
|
3 3248 3250 3249
|
|
3 3249 3250 3251
|
|
3 3250 3252 3251
|
|
3 3251 3252 3253
|
|
3 3252 3254 3253
|
|
3 3253 3254 3255
|
|
3 3254 3240 3255
|
|
3 3255 3240 3241
|
|
3 3256 3258 3257
|
|
3 3257 3258 3259
|
|
3 3258 3260 3259
|
|
3 3259 3260 3261
|
|
3 3260 3262 3261
|
|
3 3261 3262 3263
|
|
3 3262 3264 3263
|
|
3 3263 3264 3265
|
|
3 3264 3266 3265
|
|
3 3265 3266 3267
|
|
3 3266 3268 3267
|
|
3 3267 3268 3269
|
|
3 3268 3270 3269
|
|
3 3269 3270 3271
|
|
3 3270 3256 3271
|
|
3 3271 3256 3257
|
|
3 3272 3328 3279
|
|
3 3278 3285 3329
|
|
3 3273 3272 3279
|
|
3 3273 3279 3280
|
|
3 3274 3273 3280
|
|
3 3274 3280 3281
|
|
3 3275 3274 3281
|
|
3 3275 3281 3282
|
|
3 3276 3275 3282
|
|
3 3276 3282 3283
|
|
3 3277 3276 3283
|
|
3 3277 3283 3284
|
|
3 3278 3277 3284
|
|
3 3278 3284 3285
|
|
3 3279 3328 3286
|
|
3 3285 3292 3329
|
|
3 3280 3279 3286
|
|
3 3280 3286 3287
|
|
3 3281 3280 3287
|
|
3 3281 3287 3288
|
|
3 3282 3281 3288
|
|
3 3282 3288 3289
|
|
3 3283 3282 3289
|
|
3 3283 3289 3290
|
|
3 3284 3283 3290
|
|
3 3284 3290 3291
|
|
3 3285 3284 3291
|
|
3 3285 3291 3292
|
|
3 3286 3328 3293
|
|
3 3292 3299 3329
|
|
3 3287 3286 3293
|
|
3 3287 3293 3294
|
|
3 3288 3287 3294
|
|
3 3288 3294 3295
|
|
3 3289 3288 3295
|
|
3 3289 3295 3296
|
|
3 3290 3289 3296
|
|
3 3290 3296 3297
|
|
3 3291 3290 3297
|
|
3 3291 3297 3298
|
|
3 3292 3291 3298
|
|
3 3292 3298 3299
|
|
3 3293 3328 3300
|
|
3 3299 3306 3329
|
|
3 3294 3293 3300
|
|
3 3294 3300 3301
|
|
3 3295 3294 3301
|
|
3 3295 3301 3302
|
|
3 3296 3295 3302
|
|
3 3296 3302 3303
|
|
3 3297 3296 3303
|
|
3 3297 3303 3304
|
|
3 3298 3297 3304
|
|
3 3298 3304 3305
|
|
3 3299 3298 3305
|
|
3 3299 3305 3306
|
|
3 3300 3328 3307
|
|
3 3306 3313 3329
|
|
3 3301 3300 3307
|
|
3 3301 3307 3308
|
|
3 3302 3301 3308
|
|
3 3302 3308 3309
|
|
3 3303 3302 3309
|
|
3 3303 3309 3310
|
|
3 3304 3303 3310
|
|
3 3304 3310 3311
|
|
3 3305 3304 3311
|
|
3 3305 3311 3312
|
|
3 3306 3305 3312
|
|
3 3306 3312 3313
|
|
3 3307 3328 3314
|
|
3 3313 3320 3329
|
|
3 3308 3307 3314
|
|
3 3308 3314 3315
|
|
3 3309 3308 3315
|
|
3 3309 3315 3316
|
|
3 3310 3309 3316
|
|
3 3310 3316 3317
|
|
3 3311 3310 3317
|
|
3 3311 3317 3318
|
|
3 3312 3311 3318
|
|
3 3312 3318 3319
|
|
3 3313 3312 3319
|
|
3 3313 3319 3320
|
|
3 3314 3328 3321
|
|
3 3320 3327 3329
|
|
3 3315 3314 3321
|
|
3 3315 3321 3322
|
|
3 3316 3315 3322
|
|
3 3316 3322 3323
|
|
3 3317 3316 3323
|
|
3 3317 3323 3324
|
|
3 3318 3317 3324
|
|
3 3318 3324 3325
|
|
3 3319 3318 3325
|
|
3 3319 3325 3326
|
|
3 3320 3319 3326
|
|
3 3320 3326 3327
|
|
3 3321 3328 3272
|
|
3 3327 3278 3329
|
|
3 3322 3321 3272
|
|
3 3322 3272 3273
|
|
3 3323 3322 3273
|
|
3 3323 3273 3274
|
|
3 3324 3323 3274
|
|
3 3324 3274 3275
|
|
3 3325 3324 3275
|
|
3 3325 3275 3276
|
|
3 3326 3325 3276
|
|
3 3326 3276 3277
|
|
3 3327 3326 3277
|
|
3 3327 3277 3278
|
|
3 3330 3332 3331
|
|
3 3331 3332 3333
|
|
3 3332 3334 3333
|
|
3 3333 3334 3335
|
|
3 3334 3336 3335
|
|
3 3335 3336 3337
|
|
3 3336 3338 3337
|
|
3 3337 3338 3339
|
|
3 3338 3340 3339
|
|
3 3339 3340 3341
|
|
3 3340 3342 3341
|
|
3 3341 3342 3343
|
|
3 3342 3344 3343
|
|
3 3343 3344 3345
|
|
3 3344 3330 3345
|
|
3 3345 3330 3331
|
|
3 3346 3348 3347
|
|
3 3347 3348 3349
|
|
3 3348 3350 3349
|
|
3 3349 3350 3351
|
|
3 3350 3352 3351
|
|
3 3351 3352 3353
|
|
3 3352 3354 3353
|
|
3 3353 3354 3355
|
|
3 3354 3356 3355
|
|
3 3355 3356 3357
|
|
3 3356 3358 3357
|
|
3 3357 3358 3359
|
|
3 3358 3360 3359
|
|
3 3359 3360 3361
|
|
3 3360 3346 3361
|
|
3 3361 3346 3347
|
|
3 3362 3364 3363
|
|
3 3363 3364 3365
|
|
3 3364 3366 3365
|
|
3 3365 3366 3367
|
|
3 3366 3368 3367
|
|
3 3367 3368 3369
|
|
3 3368 3370 3369
|
|
3 3369 3370 3371
|
|
3 3370 3372 3371
|
|
3 3371 3372 3373
|
|
3 3372 3374 3373
|
|
3 3373 3374 3375
|
|
3 3374 3376 3375
|
|
3 3375 3376 3377
|
|
3 3376 3362 3377
|
|
3 3377 3362 3363
|
|
3 3378 3434 3385
|
|
3 3384 3391 3435
|
|
3 3379 3378 3385
|
|
3 3379 3385 3386
|
|
3 3380 3379 3386
|
|
3 3380 3386 3387
|
|
3 3381 3380 3387
|
|
3 3381 3387 3388
|
|
3 3382 3381 3388
|
|
3 3382 3388 3389
|
|
3 3383 3382 3389
|
|
3 3383 3389 3390
|
|
3 3384 3383 3390
|
|
3 3384 3390 3391
|
|
3 3385 3434 3392
|
|
3 3391 3398 3435
|
|
3 3386 3385 3392
|
|
3 3386 3392 3393
|
|
3 3387 3386 3393
|
|
3 3387 3393 3394
|
|
3 3388 3387 3394
|
|
3 3388 3394 3395
|
|
3 3389 3388 3395
|
|
3 3389 3395 3396
|
|
3 3390 3389 3396
|
|
3 3390 3396 3397
|
|
3 3391 3390 3397
|
|
3 3391 3397 3398
|
|
3 3392 3434 3399
|
|
3 3398 3405 3435
|
|
3 3393 3392 3399
|
|
3 3393 3399 3400
|
|
3 3394 3393 3400
|
|
3 3394 3400 3401
|
|
3 3395 3394 3401
|
|
3 3395 3401 3402
|
|
3 3396 3395 3402
|
|
3 3396 3402 3403
|
|
3 3397 3396 3403
|
|
3 3397 3403 3404
|
|
3 3398 3397 3404
|
|
3 3398 3404 3405
|
|
3 3399 3434 3406
|
|
3 3405 3412 3435
|
|
3 3400 3399 3406
|
|
3 3400 3406 3407
|
|
3 3401 3400 3407
|
|
3 3401 3407 3408
|
|
3 3402 3401 3408
|
|
3 3402 3408 3409
|
|
3 3403 3402 3409
|
|
3 3403 3409 3410
|
|
3 3404 3403 3410
|
|
3 3404 3410 3411
|
|
3 3405 3404 3411
|
|
3 3405 3411 3412
|
|
3 3406 3434 3413
|
|
3 3412 3419 3435
|
|
3 3407 3406 3413
|
|
3 3407 3413 3414
|
|
3 3408 3407 3414
|
|
3 3408 3414 3415
|
|
3 3409 3408 3415
|
|
3 3409 3415 3416
|
|
3 3410 3409 3416
|
|
3 3410 3416 3417
|
|
3 3411 3410 3417
|
|
3 3411 3417 3418
|
|
3 3412 3411 3418
|
|
3 3412 3418 3419
|
|
3 3413 3434 3420
|
|
3 3419 3426 3435
|
|
3 3414 3413 3420
|
|
3 3414 3420 3421
|
|
3 3415 3414 3421
|
|
3 3415 3421 3422
|
|
3 3416 3415 3422
|
|
3 3416 3422 3423
|
|
3 3417 3416 3423
|
|
3 3417 3423 3424
|
|
3 3418 3417 3424
|
|
3 3418 3424 3425
|
|
3 3419 3418 3425
|
|
3 3419 3425 3426
|
|
3 3420 3434 3427
|
|
3 3426 3433 3435
|
|
3 3421 3420 3427
|
|
3 3421 3427 3428
|
|
3 3422 3421 3428
|
|
3 3422 3428 3429
|
|
3 3423 3422 3429
|
|
3 3423 3429 3430
|
|
3 3424 3423 3430
|
|
3 3424 3430 3431
|
|
3 3425 3424 3431
|
|
3 3425 3431 3432
|
|
3 3426 3425 3432
|
|
3 3426 3432 3433
|
|
3 3427 3434 3378
|
|
3 3433 3384 3435
|
|
3 3428 3427 3378
|
|
3 3428 3378 3379
|
|
3 3429 3428 3379
|
|
3 3429 3379 3380
|
|
3 3430 3429 3380
|
|
3 3430 3380 3381
|
|
3 3431 3430 3381
|
|
3 3431 3381 3382
|
|
3 3432 3431 3382
|
|
3 3432 3382 3383
|
|
3 3433 3432 3383
|
|
3 3433 3383 3384
|
|
3 3436 3438 3437
|
|
3 3437 3438 3439
|
|
3 3438 3440 3439
|
|
3 3439 3440 3441
|
|
3 3440 3442 3441
|
|
3 3441 3442 3443
|
|
3 3442 3444 3443
|
|
3 3443 3444 3445
|
|
3 3444 3446 3445
|
|
3 3445 3446 3447
|
|
3 3446 3448 3447
|
|
3 3447 3448 3449
|
|
3 3448 3450 3449
|
|
3 3449 3450 3451
|
|
3 3450 3436 3451
|
|
3 3451 3436 3437
|
|
3 3452 3454 3453
|
|
3 3453 3454 3455
|
|
3 3454 3456 3455
|
|
3 3455 3456 3457
|
|
3 3456 3458 3457
|
|
3 3457 3458 3459
|
|
3 3458 3460 3459
|
|
3 3459 3460 3461
|
|
3 3460 3462 3461
|
|
3 3461 3462 3463
|
|
3 3462 3464 3463
|
|
3 3463 3464 3465
|
|
3 3464 3466 3465
|
|
3 3465 3466 3467
|
|
3 3466 3452 3467
|
|
3 3467 3452 3453
|
|
3 3468 3470 3469
|
|
3 3469 3470 3471
|
|
3 3470 3472 3471
|
|
3 3471 3472 3473
|
|
3 3472 3474 3473
|
|
3 3473 3474 3475
|
|
3 3474 3476 3475
|
|
3 3475 3476 3477
|
|
3 3476 3478 3477
|
|
3 3477 3478 3479
|
|
3 3478 3480 3479
|
|
3 3479 3480 3481
|
|
3 3480 3482 3481
|
|
3 3481 3482 3483
|
|
3 3482 3468 3483
|
|
3 3483 3468 3469
|
|
3 3484 3540 3491
|
|
3 3490 3497 3541
|
|
3 3485 3484 3491
|
|
3 3485 3491 3492
|
|
3 3486 3485 3492
|
|
3 3486 3492 3493
|
|
3 3487 3486 3493
|
|
3 3487 3493 3494
|
|
3 3488 3487 3494
|
|
3 3488 3494 3495
|
|
3 3489 3488 3495
|
|
3 3489 3495 3496
|
|
3 3490 3489 3496
|
|
3 3490 3496 3497
|
|
3 3491 3540 3498
|
|
3 3497 3504 3541
|
|
3 3492 3491 3498
|
|
3 3492 3498 3499
|
|
3 3493 3492 3499
|
|
3 3493 3499 3500
|
|
3 3494 3493 3500
|
|
3 3494 3500 3501
|
|
3 3495 3494 3501
|
|
3 3495 3501 3502
|
|
3 3496 3495 3502
|
|
3 3496 3502 3503
|
|
3 3497 3496 3503
|
|
3 3497 3503 3504
|
|
3 3498 3540 3505
|
|
3 3504 3511 3541
|
|
3 3499 3498 3505
|
|
3 3499 3505 3506
|
|
3 3500 3499 3506
|
|
3 3500 3506 3507
|
|
3 3501 3500 3507
|
|
3 3501 3507 3508
|
|
3 3502 3501 3508
|
|
3 3502 3508 3509
|
|
3 3503 3502 3509
|
|
3 3503 3509 3510
|
|
3 3504 3503 3510
|
|
3 3504 3510 3511
|
|
3 3505 3540 3512
|
|
3 3511 3518 3541
|
|
3 3506 3505 3512
|
|
3 3506 3512 3513
|
|
3 3507 3506 3513
|
|
3 3507 3513 3514
|
|
3 3508 3507 3514
|
|
3 3508 3514 3515
|
|
3 3509 3508 3515
|
|
3 3509 3515 3516
|
|
3 3510 3509 3516
|
|
3 3510 3516 3517
|
|
3 3511 3510 3517
|
|
3 3511 3517 3518
|
|
3 3512 3540 3519
|
|
3 3518 3525 3541
|
|
3 3513 3512 3519
|
|
3 3513 3519 3520
|
|
3 3514 3513 3520
|
|
3 3514 3520 3521
|
|
3 3515 3514 3521
|
|
3 3515 3521 3522
|
|
3 3516 3515 3522
|
|
3 3516 3522 3523
|
|
3 3517 3516 3523
|
|
3 3517 3523 3524
|
|
3 3518 3517 3524
|
|
3 3518 3524 3525
|
|
3 3519 3540 3526
|
|
3 3525 3532 3541
|
|
3 3520 3519 3526
|
|
3 3520 3526 3527
|
|
3 3521 3520 3527
|
|
3 3521 3527 3528
|
|
3 3522 3521 3528
|
|
3 3522 3528 3529
|
|
3 3523 3522 3529
|
|
3 3523 3529 3530
|
|
3 3524 3523 3530
|
|
3 3524 3530 3531
|
|
3 3525 3524 3531
|
|
3 3525 3531 3532
|
|
3 3526 3540 3533
|
|
3 3532 3539 3541
|
|
3 3527 3526 3533
|
|
3 3527 3533 3534
|
|
3 3528 3527 3534
|
|
3 3528 3534 3535
|
|
3 3529 3528 3535
|
|
3 3529 3535 3536
|
|
3 3530 3529 3536
|
|
3 3530 3536 3537
|
|
3 3531 3530 3537
|
|
3 3531 3537 3538
|
|
3 3532 3531 3538
|
|
3 3532 3538 3539
|
|
3 3533 3540 3484
|
|
3 3539 3490 3541
|
|
3 3534 3533 3484
|
|
3 3534 3484 3485
|
|
3 3535 3534 3485
|
|
3 3535 3485 3486
|
|
3 3536 3535 3486
|
|
3 3536 3486 3487
|
|
3 3537 3536 3487
|
|
3 3537 3487 3488
|
|
3 3538 3537 3488
|
|
3 3538 3488 3489
|
|
3 3539 3538 3489
|
|
3 3539 3489 3490
|
|
3 3542 3544 3543
|
|
3 3543 3544 3545
|
|
3 3544 3546 3545
|
|
3 3545 3546 3547
|
|
3 3546 3548 3547
|
|
3 3547 3548 3549
|
|
3 3548 3550 3549
|
|
3 3549 3550 3551
|
|
3 3550 3552 3551
|
|
3 3551 3552 3553
|
|
3 3552 3554 3553
|
|
3 3553 3554 3555
|
|
3 3554 3556 3555
|
|
3 3555 3556 3557
|
|
3 3556 3542 3557
|
|
3 3557 3542 3543
|
|
3 3558 3560 3559
|
|
3 3559 3560 3561
|
|
3 3560 3562 3561
|
|
3 3561 3562 3563
|
|
3 3562 3564 3563
|
|
3 3563 3564 3565
|
|
3 3564 3566 3565
|
|
3 3565 3566 3567
|
|
3 3566 3568 3567
|
|
3 3567 3568 3569
|
|
3 3568 3570 3569
|
|
3 3569 3570 3571
|
|
3 3570 3572 3571
|
|
3 3571 3572 3573
|
|
3 3572 3558 3573
|
|
3 3573 3558 3559
|
|
3 3574 3576 3575
|
|
3 3575 3576 3577
|
|
3 3576 3578 3577
|
|
3 3577 3578 3579
|
|
3 3578 3580 3579
|
|
3 3579 3580 3581
|
|
3 3580 3582 3581
|
|
3 3581 3582 3583
|
|
3 3582 3584 3583
|
|
3 3583 3584 3585
|
|
3 3584 3586 3585
|
|
3 3585 3586 3587
|
|
3 3586 3588 3587
|
|
3 3587 3588 3589
|
|
3 3588 3574 3589
|
|
3 3589 3574 3575
|
|
3 3590 3646 3597
|
|
3 3596 3603 3647
|
|
3 3591 3590 3597
|
|
3 3591 3597 3598
|
|
3 3592 3591 3598
|
|
3 3592 3598 3599
|
|
3 3593 3592 3599
|
|
3 3593 3599 3600
|
|
3 3594 3593 3600
|
|
3 3594 3600 3601
|
|
3 3595 3594 3601
|
|
3 3595 3601 3602
|
|
3 3596 3595 3602
|
|
3 3596 3602 3603
|
|
3 3597 3646 3604
|
|
3 3603 3610 3647
|
|
3 3598 3597 3604
|
|
3 3598 3604 3605
|
|
3 3599 3598 3605
|
|
3 3599 3605 3606
|
|
3 3600 3599 3606
|
|
3 3600 3606 3607
|
|
3 3601 3600 3607
|
|
3 3601 3607 3608
|
|
3 3602 3601 3608
|
|
3 3602 3608 3609
|
|
3 3603 3602 3609
|
|
3 3603 3609 3610
|
|
3 3604 3646 3611
|
|
3 3610 3617 3647
|
|
3 3605 3604 3611
|
|
3 3605 3611 3612
|
|
3 3606 3605 3612
|
|
3 3606 3612 3613
|
|
3 3607 3606 3613
|
|
3 3607 3613 3614
|
|
3 3608 3607 3614
|
|
3 3608 3614 3615
|
|
3 3609 3608 3615
|
|
3 3609 3615 3616
|
|
3 3610 3609 3616
|
|
3 3610 3616 3617
|
|
3 3611 3646 3618
|
|
3 3617 3624 3647
|
|
3 3612 3611 3618
|
|
3 3612 3618 3619
|
|
3 3613 3612 3619
|
|
3 3613 3619 3620
|
|
3 3614 3613 3620
|
|
3 3614 3620 3621
|
|
3 3615 3614 3621
|
|
3 3615 3621 3622
|
|
3 3616 3615 3622
|
|
3 3616 3622 3623
|
|
3 3617 3616 3623
|
|
3 3617 3623 3624
|
|
3 3618 3646 3625
|
|
3 3624 3631 3647
|
|
3 3619 3618 3625
|
|
3 3619 3625 3626
|
|
3 3620 3619 3626
|
|
3 3620 3626 3627
|
|
3 3621 3620 3627
|
|
3 3621 3627 3628
|
|
3 3622 3621 3628
|
|
3 3622 3628 3629
|
|
3 3623 3622 3629
|
|
3 3623 3629 3630
|
|
3 3624 3623 3630
|
|
3 3624 3630 3631
|
|
3 3625 3646 3632
|
|
3 3631 3638 3647
|
|
3 3626 3625 3632
|
|
3 3626 3632 3633
|
|
3 3627 3626 3633
|
|
3 3627 3633 3634
|
|
3 3628 3627 3634
|
|
3 3628 3634 3635
|
|
3 3629 3628 3635
|
|
3 3629 3635 3636
|
|
3 3630 3629 3636
|
|
3 3630 3636 3637
|
|
3 3631 3630 3637
|
|
3 3631 3637 3638
|
|
3 3632 3646 3639
|
|
3 3638 3645 3647
|
|
3 3633 3632 3639
|
|
3 3633 3639 3640
|
|
3 3634 3633 3640
|
|
3 3634 3640 3641
|
|
3 3635 3634 3641
|
|
3 3635 3641 3642
|
|
3 3636 3635 3642
|
|
3 3636 3642 3643
|
|
3 3637 3636 3643
|
|
3 3637 3643 3644
|
|
3 3638 3637 3644
|
|
3 3638 3644 3645
|
|
3 3639 3646 3590
|
|
3 3645 3596 3647
|
|
3 3640 3639 3590
|
|
3 3640 3590 3591
|
|
3 3641 3640 3591
|
|
3 3641 3591 3592
|
|
3 3642 3641 3592
|
|
3 3642 3592 3593
|
|
3 3643 3642 3593
|
|
3 3643 3593 3594
|
|
3 3644 3643 3594
|
|
3 3644 3594 3595
|
|
3 3645 3644 3595
|
|
3 3645 3595 3596
|
|
3 3648 3650 3649
|
|
3 3649 3650 3651
|
|
3 3650 3652 3651
|
|
3 3651 3652 3653
|
|
3 3652 3654 3653
|
|
3 3653 3654 3655
|
|
3 3654 3656 3655
|
|
3 3655 3656 3657
|
|
3 3656 3658 3657
|
|
3 3657 3658 3659
|
|
3 3658 3660 3659
|
|
3 3659 3660 3661
|
|
3 3660 3662 3661
|
|
3 3661 3662 3663
|
|
3 3662 3648 3663
|
|
3 3663 3648 3649
|
|
3 3664 3666 3665
|
|
3 3665 3666 3667
|
|
3 3666 3668 3667
|
|
3 3667 3668 3669
|
|
3 3668 3670 3669
|
|
3 3669 3670 3671
|
|
3 3670 3672 3671
|
|
3 3671 3672 3673
|
|
3 3672 3674 3673
|
|
3 3673 3674 3675
|
|
3 3674 3676 3675
|
|
3 3675 3676 3677
|
|
3 3676 3678 3677
|
|
3 3677 3678 3679
|
|
3 3678 3664 3679
|
|
3 3679 3664 3665
|
|
3 3680 3682 3681
|
|
3 3681 3682 3683
|
|
3 3682 3684 3683
|
|
3 3683 3684 3685
|
|
3 3684 3686 3685
|
|
3 3685 3686 3687
|
|
3 3686 3688 3687
|
|
3 3687 3688 3689
|
|
3 3688 3690 3689
|
|
3 3689 3690 3691
|
|
3 3690 3692 3691
|
|
3 3691 3692 3693
|
|
3 3692 3694 3693
|
|
3 3693 3694 3695
|
|
3 3694 3680 3695
|
|
3 3695 3680 3681
|
|
3 3696 3752 3703
|
|
3 3702 3709 3753
|
|
3 3697 3696 3703
|
|
3 3697 3703 3704
|
|
3 3698 3697 3704
|
|
3 3698 3704 3705
|
|
3 3699 3698 3705
|
|
3 3699 3705 3706
|
|
3 3700 3699 3706
|
|
3 3700 3706 3707
|
|
3 3701 3700 3707
|
|
3 3701 3707 3708
|
|
3 3702 3701 3708
|
|
3 3702 3708 3709
|
|
3 3703 3752 3710
|
|
3 3709 3716 3753
|
|
3 3704 3703 3710
|
|
3 3704 3710 3711
|
|
3 3705 3704 3711
|
|
3 3705 3711 3712
|
|
3 3706 3705 3712
|
|
3 3706 3712 3713
|
|
3 3707 3706 3713
|
|
3 3707 3713 3714
|
|
3 3708 3707 3714
|
|
3 3708 3714 3715
|
|
3 3709 3708 3715
|
|
3 3709 3715 3716
|
|
3 3710 3752 3717
|
|
3 3716 3723 3753
|
|
3 3711 3710 3717
|
|
3 3711 3717 3718
|
|
3 3712 3711 3718
|
|
3 3712 3718 3719
|
|
3 3713 3712 3719
|
|
3 3713 3719 3720
|
|
3 3714 3713 3720
|
|
3 3714 3720 3721
|
|
3 3715 3714 3721
|
|
3 3715 3721 3722
|
|
3 3716 3715 3722
|
|
3 3716 3722 3723
|
|
3 3717 3752 3724
|
|
3 3723 3730 3753
|
|
3 3718 3717 3724
|
|
3 3718 3724 3725
|
|
3 3719 3718 3725
|
|
3 3719 3725 3726
|
|
3 3720 3719 3726
|
|
3 3720 3726 3727
|
|
3 3721 3720 3727
|
|
3 3721 3727 3728
|
|
3 3722 3721 3728
|
|
3 3722 3728 3729
|
|
3 3723 3722 3729
|
|
3 3723 3729 3730
|
|
3 3724 3752 3731
|
|
3 3730 3737 3753
|
|
3 3725 3724 3731
|
|
3 3725 3731 3732
|
|
3 3726 3725 3732
|
|
3 3726 3732 3733
|
|
3 3727 3726 3733
|
|
3 3727 3733 3734
|
|
3 3728 3727 3734
|
|
3 3728 3734 3735
|
|
3 3729 3728 3735
|
|
3 3729 3735 3736
|
|
3 3730 3729 3736
|
|
3 3730 3736 3737
|
|
3 3731 3752 3738
|
|
3 3737 3744 3753
|
|
3 3732 3731 3738
|
|
3 3732 3738 3739
|
|
3 3733 3732 3739
|
|
3 3733 3739 3740
|
|
3 3734 3733 3740
|
|
3 3734 3740 3741
|
|
3 3735 3734 3741
|
|
3 3735 3741 3742
|
|
3 3736 3735 3742
|
|
3 3736 3742 3743
|
|
3 3737 3736 3743
|
|
3 3737 3743 3744
|
|
3 3738 3752 3745
|
|
3 3744 3751 3753
|
|
3 3739 3738 3745
|
|
3 3739 3745 3746
|
|
3 3740 3739 3746
|
|
3 3740 3746 3747
|
|
3 3741 3740 3747
|
|
3 3741 3747 3748
|
|
3 3742 3741 3748
|
|
3 3742 3748 3749
|
|
3 3743 3742 3749
|
|
3 3743 3749 3750
|
|
3 3744 3743 3750
|
|
3 3744 3750 3751
|
|
3 3745 3752 3696
|
|
3 3751 3702 3753
|
|
3 3746 3745 3696
|
|
3 3746 3696 3697
|
|
3 3747 3746 3697
|
|
3 3747 3697 3698
|
|
3 3748 3747 3698
|
|
3 3748 3698 3699
|
|
3 3749 3748 3699
|
|
3 3749 3699 3700
|
|
3 3750 3749 3700
|
|
3 3750 3700 3701
|
|
3 3751 3750 3701
|
|
3 3751 3701 3702
|
|
3 3754 3756 3755
|
|
3 3755 3756 3757
|
|
3 3756 3758 3757
|
|
3 3757 3758 3759
|
|
3 3758 3760 3759
|
|
3 3759 3760 3761
|
|
3 3760 3762 3761
|
|
3 3761 3762 3763
|
|
3 3762 3764 3763
|
|
3 3763 3764 3765
|
|
3 3764 3766 3765
|
|
3 3765 3766 3767
|
|
3 3766 3768 3767
|
|
3 3767 3768 3769
|
|
3 3768 3754 3769
|
|
3 3769 3754 3755
|
|
3 3770 3772 3771
|
|
3 3771 3772 3773
|
|
3 3772 3774 3773
|
|
3 3773 3774 3775
|
|
3 3774 3776 3775
|
|
3 3775 3776 3777
|
|
3 3776 3778 3777
|
|
3 3777 3778 3779
|
|
3 3778 3780 3779
|
|
3 3779 3780 3781
|
|
3 3780 3782 3781
|
|
3 3781 3782 3783
|
|
3 3782 3784 3783
|
|
3 3783 3784 3785
|
|
3 3784 3770 3785
|
|
3 3785 3770 3771
|
|
3 3786 3788 3787
|
|
3 3787 3788 3789
|
|
3 3788 3790 3789
|
|
3 3789 3790 3791
|
|
3 3790 3792 3791
|
|
3 3791 3792 3793
|
|
3 3792 3794 3793
|
|
3 3793 3794 3795
|
|
3 3794 3796 3795
|
|
3 3795 3796 3797
|
|
3 3796 3798 3797
|
|
3 3797 3798 3799
|
|
3 3798 3800 3799
|
|
3 3799 3800 3801
|
|
3 3800 3786 3801
|
|
3 3801 3786 3787
|
|
3 3802 3858 3809
|
|
3 3808 3815 3859
|
|
3 3803 3802 3809
|
|
3 3803 3809 3810
|
|
3 3804 3803 3810
|
|
3 3804 3810 3811
|
|
3 3805 3804 3811
|
|
3 3805 3811 3812
|
|
3 3806 3805 3812
|
|
3 3806 3812 3813
|
|
3 3807 3806 3813
|
|
3 3807 3813 3814
|
|
3 3808 3807 3814
|
|
3 3808 3814 3815
|
|
3 3809 3858 3816
|
|
3 3815 3822 3859
|
|
3 3810 3809 3816
|
|
3 3810 3816 3817
|
|
3 3811 3810 3817
|
|
3 3811 3817 3818
|
|
3 3812 3811 3818
|
|
3 3812 3818 3819
|
|
3 3813 3812 3819
|
|
3 3813 3819 3820
|
|
3 3814 3813 3820
|
|
3 3814 3820 3821
|
|
3 3815 3814 3821
|
|
3 3815 3821 3822
|
|
3 3816 3858 3823
|
|
3 3822 3829 3859
|
|
3 3817 3816 3823
|
|
3 3817 3823 3824
|
|
3 3818 3817 3824
|
|
3 3818 3824 3825
|
|
3 3819 3818 3825
|
|
3 3819 3825 3826
|
|
3 3820 3819 3826
|
|
3 3820 3826 3827
|
|
3 3821 3820 3827
|
|
3 3821 3827 3828
|
|
3 3822 3821 3828
|
|
3 3822 3828 3829
|
|
3 3823 3858 3830
|
|
3 3829 3836 3859
|
|
3 3824 3823 3830
|
|
3 3824 3830 3831
|
|
3 3825 3824 3831
|
|
3 3825 3831 3832
|
|
3 3826 3825 3832
|
|
3 3826 3832 3833
|
|
3 3827 3826 3833
|
|
3 3827 3833 3834
|
|
3 3828 3827 3834
|
|
3 3828 3834 3835
|
|
3 3829 3828 3835
|
|
3 3829 3835 3836
|
|
3 3830 3858 3837
|
|
3 3836 3843 3859
|
|
3 3831 3830 3837
|
|
3 3831 3837 3838
|
|
3 3832 3831 3838
|
|
3 3832 3838 3839
|
|
3 3833 3832 3839
|
|
3 3833 3839 3840
|
|
3 3834 3833 3840
|
|
3 3834 3840 3841
|
|
3 3835 3834 3841
|
|
3 3835 3841 3842
|
|
3 3836 3835 3842
|
|
3 3836 3842 3843
|
|
3 3837 3858 3844
|
|
3 3843 3850 3859
|
|
3 3838 3837 3844
|
|
3 3838 3844 3845
|
|
3 3839 3838 3845
|
|
3 3839 3845 3846
|
|
3 3840 3839 3846
|
|
3 3840 3846 3847
|
|
3 3841 3840 3847
|
|
3 3841 3847 3848
|
|
3 3842 3841 3848
|
|
3 3842 3848 3849
|
|
3 3843 3842 3849
|
|
3 3843 3849 3850
|
|
3 3844 3858 3851
|
|
3 3850 3857 3859
|
|
3 3845 3844 3851
|
|
3 3845 3851 3852
|
|
3 3846 3845 3852
|
|
3 3846 3852 3853
|
|
3 3847 3846 3853
|
|
3 3847 3853 3854
|
|
3 3848 3847 3854
|
|
3 3848 3854 3855
|
|
3 3849 3848 3855
|
|
3 3849 3855 3856
|
|
3 3850 3849 3856
|
|
3 3850 3856 3857
|
|
3 3851 3858 3802
|
|
3 3857 3808 3859
|
|
3 3852 3851 3802
|
|
3 3852 3802 3803
|
|
3 3853 3852 3803
|
|
3 3853 3803 3804
|
|
3 3854 3853 3804
|
|
3 3854 3804 3805
|
|
3 3855 3854 3805
|
|
3 3855 3805 3806
|
|
3 3856 3855 3806
|
|
3 3856 3806 3807
|
|
3 3857 3856 3807
|
|
3 3857 3807 3808
|
|
3 3860 3862 3861
|
|
3 3861 3862 3863
|
|
3 3862 3864 3863
|
|
3 3863 3864 3865
|
|
3 3864 3866 3865
|
|
3 3865 3866 3867
|
|
3 3866 3868 3867
|
|
3 3867 3868 3869
|
|
3 3868 3870 3869
|
|
3 3869 3870 3871
|
|
3 3870 3872 3871
|
|
3 3871 3872 3873
|
|
3 3872 3874 3873
|
|
3 3873 3874 3875
|
|
3 3874 3860 3875
|
|
3 3875 3860 3861
|
|
3 3876 3878 3877
|
|
3 3877 3878 3879
|
|
3 3878 3880 3879
|
|
3 3879 3880 3881
|
|
3 3880 3882 3881
|
|
3 3881 3882 3883
|
|
3 3882 3884 3883
|
|
3 3883 3884 3885
|
|
3 3884 3886 3885
|
|
3 3885 3886 3887
|
|
3 3886 3888 3887
|
|
3 3887 3888 3889
|
|
3 3888 3890 3889
|
|
3 3889 3890 3891
|
|
3 3890 3876 3891
|
|
3 3891 3876 3877
|
|
3 3892 3894 3893
|
|
3 3893 3894 3895
|
|
3 3894 3896 3895
|
|
3 3895 3896 3897
|
|
3 3896 3898 3897
|
|
3 3897 3898 3899
|
|
3 3898 3900 3899
|
|
3 3899 3900 3901
|
|
3 3900 3902 3901
|
|
3 3901 3902 3903
|
|
3 3902 3904 3903
|
|
3 3903 3904 3905
|
|
3 3904 3906 3905
|
|
3 3905 3906 3907
|
|
3 3906 3892 3907
|
|
3 3907 3892 3893
|
|
3 3908 3964 3915
|
|
3 3914 3921 3965
|
|
3 3909 3908 3915
|
|
3 3909 3915 3916
|
|
3 3910 3909 3916
|
|
3 3910 3916 3917
|
|
3 3911 3910 3917
|
|
3 3911 3917 3918
|
|
3 3912 3911 3918
|
|
3 3912 3918 3919
|
|
3 3913 3912 3919
|
|
3 3913 3919 3920
|
|
3 3914 3913 3920
|
|
3 3914 3920 3921
|
|
3 3915 3964 3922
|
|
3 3921 3928 3965
|
|
3 3916 3915 3922
|
|
3 3916 3922 3923
|
|
3 3917 3916 3923
|
|
3 3917 3923 3924
|
|
3 3918 3917 3924
|
|
3 3918 3924 3925
|
|
3 3919 3918 3925
|
|
3 3919 3925 3926
|
|
3 3920 3919 3926
|
|
3 3920 3926 3927
|
|
3 3921 3920 3927
|
|
3 3921 3927 3928
|
|
3 3922 3964 3929
|
|
3 3928 3935 3965
|
|
3 3923 3922 3929
|
|
3 3923 3929 3930
|
|
3 3924 3923 3930
|
|
3 3924 3930 3931
|
|
3 3925 3924 3931
|
|
3 3925 3931 3932
|
|
3 3926 3925 3932
|
|
3 3926 3932 3933
|
|
3 3927 3926 3933
|
|
3 3927 3933 3934
|
|
3 3928 3927 3934
|
|
3 3928 3934 3935
|
|
3 3929 3964 3936
|
|
3 3935 3942 3965
|
|
3 3930 3929 3936
|
|
3 3930 3936 3937
|
|
3 3931 3930 3937
|
|
3 3931 3937 3938
|
|
3 3932 3931 3938
|
|
3 3932 3938 3939
|
|
3 3933 3932 3939
|
|
3 3933 3939 3940
|
|
3 3934 3933 3940
|
|
3 3934 3940 3941
|
|
3 3935 3934 3941
|
|
3 3935 3941 3942
|
|
3 3936 3964 3943
|
|
3 3942 3949 3965
|
|
3 3937 3936 3943
|
|
3 3937 3943 3944
|
|
3 3938 3937 3944
|
|
3 3938 3944 3945
|
|
3 3939 3938 3945
|
|
3 3939 3945 3946
|
|
3 3940 3939 3946
|
|
3 3940 3946 3947
|
|
3 3941 3940 3947
|
|
3 3941 3947 3948
|
|
3 3942 3941 3948
|
|
3 3942 3948 3949
|
|
3 3943 3964 3950
|
|
3 3949 3956 3965
|
|
3 3944 3943 3950
|
|
3 3944 3950 3951
|
|
3 3945 3944 3951
|
|
3 3945 3951 3952
|
|
3 3946 3945 3952
|
|
3 3946 3952 3953
|
|
3 3947 3946 3953
|
|
3 3947 3953 3954
|
|
3 3948 3947 3954
|
|
3 3948 3954 3955
|
|
3 3949 3948 3955
|
|
3 3949 3955 3956
|
|
3 3950 3964 3957
|
|
3 3956 3963 3965
|
|
3 3951 3950 3957
|
|
3 3951 3957 3958
|
|
3 3952 3951 3958
|
|
3 3952 3958 3959
|
|
3 3953 3952 3959
|
|
3 3953 3959 3960
|
|
3 3954 3953 3960
|
|
3 3954 3960 3961
|
|
3 3955 3954 3961
|
|
3 3955 3961 3962
|
|
3 3956 3955 3962
|
|
3 3956 3962 3963
|
|
3 3957 3964 3908
|
|
3 3963 3914 3965
|
|
3 3958 3957 3908
|
|
3 3958 3908 3909
|
|
3 3959 3958 3909
|
|
3 3959 3909 3910
|
|
3 3960 3959 3910
|
|
3 3960 3910 3911
|
|
3 3961 3960 3911
|
|
3 3961 3911 3912
|
|
3 3962 3961 3912
|
|
3 3962 3912 3913
|
|
3 3963 3962 3913
|
|
3 3963 3913 3914
|
|
3 3966 3968 3967
|
|
3 3967 3968 3969
|
|
3 3968 3970 3969
|
|
3 3969 3970 3971
|
|
3 3970 3972 3971
|
|
3 3971 3972 3973
|
|
3 3972 3974 3973
|
|
3 3973 3974 3975
|
|
3 3974 3976 3975
|
|
3 3975 3976 3977
|
|
3 3976 3978 3977
|
|
3 3977 3978 3979
|
|
3 3978 3980 3979
|
|
3 3979 3980 3981
|
|
3 3980 3966 3981
|
|
3 3981 3966 3967
|
|
3 3982 3984 3983
|
|
3 3983 3984 3985
|
|
3 3984 3986 3985
|
|
3 3985 3986 3987
|
|
3 3986 3988 3987
|
|
3 3987 3988 3989
|
|
3 3988 3990 3989
|
|
3 3989 3990 3991
|
|
3 3990 3992 3991
|
|
3 3991 3992 3993
|
|
3 3992 3994 3993
|
|
3 3993 3994 3995
|
|
3 3994 3996 3995
|
|
3 3995 3996 3997
|
|
3 3996 3982 3997
|
|
3 3997 3982 3983
|
|
3 3998 4000 3999
|
|
3 3999 4000 4001
|
|
3 4000 4002 4001
|
|
3 4001 4002 4003
|
|
3 4002 4004 4003
|
|
3 4003 4004 4005
|
|
3 4004 4006 4005
|
|
3 4005 4006 4007
|
|
3 4006 4008 4007
|
|
3 4007 4008 4009
|
|
3 4008 4010 4009
|
|
3 4009 4010 4011
|
|
3 4010 4012 4011
|
|
3 4011 4012 4013
|
|
3 4012 3998 4013
|
|
3 4013 3998 3999
|
|
3 4014 4070 4021
|
|
3 4020 4027 4071
|
|
3 4015 4014 4021
|
|
3 4015 4021 4022
|
|
3 4016 4015 4022
|
|
3 4016 4022 4023
|
|
3 4017 4016 4023
|
|
3 4017 4023 4024
|
|
3 4018 4017 4024
|
|
3 4018 4024 4025
|
|
3 4019 4018 4025
|
|
3 4019 4025 4026
|
|
3 4020 4019 4026
|
|
3 4020 4026 4027
|
|
3 4021 4070 4028
|
|
3 4027 4034 4071
|
|
3 4022 4021 4028
|
|
3 4022 4028 4029
|
|
3 4023 4022 4029
|
|
3 4023 4029 4030
|
|
3 4024 4023 4030
|
|
3 4024 4030 4031
|
|
3 4025 4024 4031
|
|
3 4025 4031 4032
|
|
3 4026 4025 4032
|
|
3 4026 4032 4033
|
|
3 4027 4026 4033
|
|
3 4027 4033 4034
|
|
3 4028 4070 4035
|
|
3 4034 4041 4071
|
|
3 4029 4028 4035
|
|
3 4029 4035 4036
|
|
3 4030 4029 4036
|
|
3 4030 4036 4037
|
|
3 4031 4030 4037
|
|
3 4031 4037 4038
|
|
3 4032 4031 4038
|
|
3 4032 4038 4039
|
|
3 4033 4032 4039
|
|
3 4033 4039 4040
|
|
3 4034 4033 4040
|
|
3 4034 4040 4041
|
|
3 4035 4070 4042
|
|
3 4041 4048 4071
|
|
3 4036 4035 4042
|
|
3 4036 4042 4043
|
|
3 4037 4036 4043
|
|
3 4037 4043 4044
|
|
3 4038 4037 4044
|
|
3 4038 4044 4045
|
|
3 4039 4038 4045
|
|
3 4039 4045 4046
|
|
3 4040 4039 4046
|
|
3 4040 4046 4047
|
|
3 4041 4040 4047
|
|
3 4041 4047 4048
|
|
3 4042 4070 4049
|
|
3 4048 4055 4071
|
|
3 4043 4042 4049
|
|
3 4043 4049 4050
|
|
3 4044 4043 4050
|
|
3 4044 4050 4051
|
|
3 4045 4044 4051
|
|
3 4045 4051 4052
|
|
3 4046 4045 4052
|
|
3 4046 4052 4053
|
|
3 4047 4046 4053
|
|
3 4047 4053 4054
|
|
3 4048 4047 4054
|
|
3 4048 4054 4055
|
|
3 4049 4070 4056
|
|
3 4055 4062 4071
|
|
3 4050 4049 4056
|
|
3 4050 4056 4057
|
|
3 4051 4050 4057
|
|
3 4051 4057 4058
|
|
3 4052 4051 4058
|
|
3 4052 4058 4059
|
|
3 4053 4052 4059
|
|
3 4053 4059 4060
|
|
3 4054 4053 4060
|
|
3 4054 4060 4061
|
|
3 4055 4054 4061
|
|
3 4055 4061 4062
|
|
3 4056 4070 4063
|
|
3 4062 4069 4071
|
|
3 4057 4056 4063
|
|
3 4057 4063 4064
|
|
3 4058 4057 4064
|
|
3 4058 4064 4065
|
|
3 4059 4058 4065
|
|
3 4059 4065 4066
|
|
3 4060 4059 4066
|
|
3 4060 4066 4067
|
|
3 4061 4060 4067
|
|
3 4061 4067 4068
|
|
3 4062 4061 4068
|
|
3 4062 4068 4069
|
|
3 4063 4070 4014
|
|
3 4069 4020 4071
|
|
3 4064 4063 4014
|
|
3 4064 4014 4015
|
|
3 4065 4064 4015
|
|
3 4065 4015 4016
|
|
3 4066 4065 4016
|
|
3 4066 4016 4017
|
|
3 4067 4066 4017
|
|
3 4067 4017 4018
|
|
3 4068 4067 4018
|
|
3 4068 4018 4019
|
|
3 4069 4068 4019
|
|
3 4069 4019 4020
|
|
3 4072 4074 4073
|
|
3 4073 4074 4075
|
|
3 4074 4076 4075
|
|
3 4075 4076 4077
|
|
3 4076 4078 4077
|
|
3 4077 4078 4079
|
|
3 4078 4080 4079
|
|
3 4079 4080 4081
|
|
3 4080 4082 4081
|
|
3 4081 4082 4083
|
|
3 4082 4084 4083
|
|
3 4083 4084 4085
|
|
3 4084 4086 4085
|
|
3 4085 4086 4087
|
|
3 4086 4072 4087
|
|
3 4087 4072 4073
|
|
3 4088 4090 4089
|
|
3 4089 4090 4091
|
|
3 4090 4092 4091
|
|
3 4091 4092 4093
|
|
3 4092 4094 4093
|
|
3 4093 4094 4095
|
|
3 4094 4096 4095
|
|
3 4095 4096 4097
|
|
3 4096 4098 4097
|
|
3 4097 4098 4099
|
|
3 4098 4100 4099
|
|
3 4099 4100 4101
|
|
3 4100 4102 4101
|
|
3 4101 4102 4103
|
|
3 4102 4088 4103
|
|
3 4103 4088 4089
|
|
3 4104 4106 4105
|
|
3 4105 4106 4107
|
|
3 4106 4108 4107
|
|
3 4107 4108 4109
|
|
3 4108 4110 4109
|
|
3 4109 4110 4111
|
|
3 4110 4112 4111
|
|
3 4111 4112 4113
|
|
3 4112 4114 4113
|
|
3 4113 4114 4115
|
|
3 4114 4116 4115
|
|
3 4115 4116 4117
|
|
3 4116 4118 4117
|
|
3 4117 4118 4119
|
|
3 4118 4104 4119
|
|
3 4119 4104 4105
|
|
3 4120 4176 4127
|
|
3 4126 4133 4177
|
|
3 4121 4120 4127
|
|
3 4121 4127 4128
|
|
3 4122 4121 4128
|
|
3 4122 4128 4129
|
|
3 4123 4122 4129
|
|
3 4123 4129 4130
|
|
3 4124 4123 4130
|
|
3 4124 4130 4131
|
|
3 4125 4124 4131
|
|
3 4125 4131 4132
|
|
3 4126 4125 4132
|
|
3 4126 4132 4133
|
|
3 4127 4176 4134
|
|
3 4133 4140 4177
|
|
3 4128 4127 4134
|
|
3 4128 4134 4135
|
|
3 4129 4128 4135
|
|
3 4129 4135 4136
|
|
3 4130 4129 4136
|
|
3 4130 4136 4137
|
|
3 4131 4130 4137
|
|
3 4131 4137 4138
|
|
3 4132 4131 4138
|
|
3 4132 4138 4139
|
|
3 4133 4132 4139
|
|
3 4133 4139 4140
|
|
3 4134 4176 4141
|
|
3 4140 4147 4177
|
|
3 4135 4134 4141
|
|
3 4135 4141 4142
|
|
3 4136 4135 4142
|
|
3 4136 4142 4143
|
|
3 4137 4136 4143
|
|
3 4137 4143 4144
|
|
3 4138 4137 4144
|
|
3 4138 4144 4145
|
|
3 4139 4138 4145
|
|
3 4139 4145 4146
|
|
3 4140 4139 4146
|
|
3 4140 4146 4147
|
|
3 4141 4176 4148
|
|
3 4147 4154 4177
|
|
3 4142 4141 4148
|
|
3 4142 4148 4149
|
|
3 4143 4142 4149
|
|
3 4143 4149 4150
|
|
3 4144 4143 4150
|
|
3 4144 4150 4151
|
|
3 4145 4144 4151
|
|
3 4145 4151 4152
|
|
3 4146 4145 4152
|
|
3 4146 4152 4153
|
|
3 4147 4146 4153
|
|
3 4147 4153 4154
|
|
3 4148 4176 4155
|
|
3 4154 4161 4177
|
|
3 4149 4148 4155
|
|
3 4149 4155 4156
|
|
3 4150 4149 4156
|
|
3 4150 4156 4157
|
|
3 4151 4150 4157
|
|
3 4151 4157 4158
|
|
3 4152 4151 4158
|
|
3 4152 4158 4159
|
|
3 4153 4152 4159
|
|
3 4153 4159 4160
|
|
3 4154 4153 4160
|
|
3 4154 4160 4161
|
|
3 4155 4176 4162
|
|
3 4161 4168 4177
|
|
3 4156 4155 4162
|
|
3 4156 4162 4163
|
|
3 4157 4156 4163
|
|
3 4157 4163 4164
|
|
3 4158 4157 4164
|
|
3 4158 4164 4165
|
|
3 4159 4158 4165
|
|
3 4159 4165 4166
|
|
3 4160 4159 4166
|
|
3 4160 4166 4167
|
|
3 4161 4160 4167
|
|
3 4161 4167 4168
|
|
3 4162 4176 4169
|
|
3 4168 4175 4177
|
|
3 4163 4162 4169
|
|
3 4163 4169 4170
|
|
3 4164 4163 4170
|
|
3 4164 4170 4171
|
|
3 4165 4164 4171
|
|
3 4165 4171 4172
|
|
3 4166 4165 4172
|
|
3 4166 4172 4173
|
|
3 4167 4166 4173
|
|
3 4167 4173 4174
|
|
3 4168 4167 4174
|
|
3 4168 4174 4175
|
|
3 4169 4176 4120
|
|
3 4175 4126 4177
|
|
3 4170 4169 4120
|
|
3 4170 4120 4121
|
|
3 4171 4170 4121
|
|
3 4171 4121 4122
|
|
3 4172 4171 4122
|
|
3 4172 4122 4123
|
|
3 4173 4172 4123
|
|
3 4173 4123 4124
|
|
3 4174 4173 4124
|
|
3 4174 4124 4125
|
|
3 4175 4174 4125
|
|
3 4175 4125 4126
|
|
3 4178 4180 4179
|
|
3 4179 4180 4181
|
|
3 4180 4182 4181
|
|
3 4181 4182 4183
|
|
3 4182 4184 4183
|
|
3 4183 4184 4185
|
|
3 4184 4186 4185
|
|
3 4185 4186 4187
|
|
3 4186 4188 4187
|
|
3 4187 4188 4189
|
|
3 4188 4190 4189
|
|
3 4189 4190 4191
|
|
3 4190 4192 4191
|
|
3 4191 4192 4193
|
|
3 4192 4178 4193
|
|
3 4193 4178 4179
|
|
3 4194 4196 4195
|
|
3 4195 4196 4197
|
|
3 4196 4198 4197
|
|
3 4197 4198 4199
|
|
3 4198 4200 4199
|
|
3 4199 4200 4201
|
|
3 4200 4202 4201
|
|
3 4201 4202 4203
|
|
3 4202 4204 4203
|
|
3 4203 4204 4205
|
|
3 4204 4206 4205
|
|
3 4205 4206 4207
|
|
3 4206 4208 4207
|
|
3 4207 4208 4209
|
|
3 4208 4194 4209
|
|
3 4209 4194 4195
|
|
3 4210 4212 4211
|
|
3 4211 4212 4213
|
|
3 4212 4214 4213
|
|
3 4213 4214 4215
|
|
3 4214 4216 4215
|
|
3 4215 4216 4217
|
|
3 4216 4218 4217
|
|
3 4217 4218 4219
|
|
3 4218 4220 4219
|
|
3 4219 4220 4221
|
|
3 4220 4222 4221
|
|
3 4221 4222 4223
|
|
3 4222 4224 4223
|
|
3 4223 4224 4225
|
|
3 4224 4210 4225
|
|
3 4225 4210 4211
|
|
3 4226 4282 4233
|
|
3 4232 4239 4283
|
|
3 4227 4226 4233
|
|
3 4227 4233 4234
|
|
3 4228 4227 4234
|
|
3 4228 4234 4235
|
|
3 4229 4228 4235
|
|
3 4229 4235 4236
|
|
3 4230 4229 4236
|
|
3 4230 4236 4237
|
|
3 4231 4230 4237
|
|
3 4231 4237 4238
|
|
3 4232 4231 4238
|
|
3 4232 4238 4239
|
|
3 4233 4282 4240
|
|
3 4239 4246 4283
|
|
3 4234 4233 4240
|
|
3 4234 4240 4241
|
|
3 4235 4234 4241
|
|
3 4235 4241 4242
|
|
3 4236 4235 4242
|
|
3 4236 4242 4243
|
|
3 4237 4236 4243
|
|
3 4237 4243 4244
|
|
3 4238 4237 4244
|
|
3 4238 4244 4245
|
|
3 4239 4238 4245
|
|
3 4239 4245 4246
|
|
3 4240 4282 4247
|
|
3 4246 4253 4283
|
|
3 4241 4240 4247
|
|
3 4241 4247 4248
|
|
3 4242 4241 4248
|
|
3 4242 4248 4249
|
|
3 4243 4242 4249
|
|
3 4243 4249 4250
|
|
3 4244 4243 4250
|
|
3 4244 4250 4251
|
|
3 4245 4244 4251
|
|
3 4245 4251 4252
|
|
3 4246 4245 4252
|
|
3 4246 4252 4253
|
|
3 4247 4282 4254
|
|
3 4253 4260 4283
|
|
3 4248 4247 4254
|
|
3 4248 4254 4255
|
|
3 4249 4248 4255
|
|
3 4249 4255 4256
|
|
3 4250 4249 4256
|
|
3 4250 4256 4257
|
|
3 4251 4250 4257
|
|
3 4251 4257 4258
|
|
3 4252 4251 4258
|
|
3 4252 4258 4259
|
|
3 4253 4252 4259
|
|
3 4253 4259 4260
|
|
3 4254 4282 4261
|
|
3 4260 4267 4283
|
|
3 4255 4254 4261
|
|
3 4255 4261 4262
|
|
3 4256 4255 4262
|
|
3 4256 4262 4263
|
|
3 4257 4256 4263
|
|
3 4257 4263 4264
|
|
3 4258 4257 4264
|
|
3 4258 4264 4265
|
|
3 4259 4258 4265
|
|
3 4259 4265 4266
|
|
3 4260 4259 4266
|
|
3 4260 4266 4267
|
|
3 4261 4282 4268
|
|
3 4267 4274 4283
|
|
3 4262 4261 4268
|
|
3 4262 4268 4269
|
|
3 4263 4262 4269
|
|
3 4263 4269 4270
|
|
3 4264 4263 4270
|
|
3 4264 4270 4271
|
|
3 4265 4264 4271
|
|
3 4265 4271 4272
|
|
3 4266 4265 4272
|
|
3 4266 4272 4273
|
|
3 4267 4266 4273
|
|
3 4267 4273 4274
|
|
3 4268 4282 4275
|
|
3 4274 4281 4283
|
|
3 4269 4268 4275
|
|
3 4269 4275 4276
|
|
3 4270 4269 4276
|
|
3 4270 4276 4277
|
|
3 4271 4270 4277
|
|
3 4271 4277 4278
|
|
3 4272 4271 4278
|
|
3 4272 4278 4279
|
|
3 4273 4272 4279
|
|
3 4273 4279 4280
|
|
3 4274 4273 4280
|
|
3 4274 4280 4281
|
|
3 4275 4282 4226
|
|
3 4281 4232 4283
|
|
3 4276 4275 4226
|
|
3 4276 4226 4227
|
|
3 4277 4276 4227
|
|
3 4277 4227 4228
|
|
3 4278 4277 4228
|
|
3 4278 4228 4229
|
|
3 4279 4278 4229
|
|
3 4279 4229 4230
|
|
3 4280 4279 4230
|
|
3 4280 4230 4231
|
|
3 4281 4280 4231
|
|
3 4281 4231 4232
|
|
3 4284 4286 4285
|
|
3 4285 4286 4287
|
|
3 4286 4288 4287
|
|
3 4287 4288 4289
|
|
3 4288 4290 4289
|
|
3 4289 4290 4291
|
|
3 4290 4292 4291
|
|
3 4291 4292 4293
|
|
3 4292 4294 4293
|
|
3 4293 4294 4295
|
|
3 4294 4296 4295
|
|
3 4295 4296 4297
|
|
3 4296 4298 4297
|
|
3 4297 4298 4299
|
|
3 4298 4284 4299
|
|
3 4299 4284 4285
|
|
3 4300 4302 4301
|
|
3 4301 4302 4303
|
|
3 4302 4304 4303
|
|
3 4303 4304 4305
|
|
3 4304 4306 4305
|
|
3 4305 4306 4307
|
|
3 4306 4308 4307
|
|
3 4307 4308 4309
|
|
3 4308 4310 4309
|
|
3 4309 4310 4311
|
|
3 4310 4312 4311
|
|
3 4311 4312 4313
|
|
3 4312 4314 4313
|
|
3 4313 4314 4315
|
|
3 4314 4300 4315
|
|
3 4315 4300 4301
|
|
3 4316 4318 4317
|
|
3 4317 4318 4319
|
|
3 4318 4320 4319
|
|
3 4319 4320 4321
|
|
3 4320 4322 4321
|
|
3 4321 4322 4323
|
|
3 4322 4324 4323
|
|
3 4323 4324 4325
|
|
3 4324 4326 4325
|
|
3 4325 4326 4327
|
|
3 4326 4328 4327
|
|
3 4327 4328 4329
|
|
3 4328 4330 4329
|
|
3 4329 4330 4331
|
|
3 4330 4316 4331
|
|
3 4331 4316 4317
|
|
3 4332 4388 4339
|
|
3 4338 4345 4389
|
|
3 4333 4332 4339
|
|
3 4333 4339 4340
|
|
3 4334 4333 4340
|
|
3 4334 4340 4341
|
|
3 4335 4334 4341
|
|
3 4335 4341 4342
|
|
3 4336 4335 4342
|
|
3 4336 4342 4343
|
|
3 4337 4336 4343
|
|
3 4337 4343 4344
|
|
3 4338 4337 4344
|
|
3 4338 4344 4345
|
|
3 4339 4388 4346
|
|
3 4345 4352 4389
|
|
3 4340 4339 4346
|
|
3 4340 4346 4347
|
|
3 4341 4340 4347
|
|
3 4341 4347 4348
|
|
3 4342 4341 4348
|
|
3 4342 4348 4349
|
|
3 4343 4342 4349
|
|
3 4343 4349 4350
|
|
3 4344 4343 4350
|
|
3 4344 4350 4351
|
|
3 4345 4344 4351
|
|
3 4345 4351 4352
|
|
3 4346 4388 4353
|
|
3 4352 4359 4389
|
|
3 4347 4346 4353
|
|
3 4347 4353 4354
|
|
3 4348 4347 4354
|
|
3 4348 4354 4355
|
|
3 4349 4348 4355
|
|
3 4349 4355 4356
|
|
3 4350 4349 4356
|
|
3 4350 4356 4357
|
|
3 4351 4350 4357
|
|
3 4351 4357 4358
|
|
3 4352 4351 4358
|
|
3 4352 4358 4359
|
|
3 4353 4388 4360
|
|
3 4359 4366 4389
|
|
3 4354 4353 4360
|
|
3 4354 4360 4361
|
|
3 4355 4354 4361
|
|
3 4355 4361 4362
|
|
3 4356 4355 4362
|
|
3 4356 4362 4363
|
|
3 4357 4356 4363
|
|
3 4357 4363 4364
|
|
3 4358 4357 4364
|
|
3 4358 4364 4365
|
|
3 4359 4358 4365
|
|
3 4359 4365 4366
|
|
3 4360 4388 4367
|
|
3 4366 4373 4389
|
|
3 4361 4360 4367
|
|
3 4361 4367 4368
|
|
3 4362 4361 4368
|
|
3 4362 4368 4369
|
|
3 4363 4362 4369
|
|
3 4363 4369 4370
|
|
3 4364 4363 4370
|
|
3 4364 4370 4371
|
|
3 4365 4364 4371
|
|
3 4365 4371 4372
|
|
3 4366 4365 4372
|
|
3 4366 4372 4373
|
|
3 4367 4388 4374
|
|
3 4373 4380 4389
|
|
3 4368 4367 4374
|
|
3 4368 4374 4375
|
|
3 4369 4368 4375
|
|
3 4369 4375 4376
|
|
3 4370 4369 4376
|
|
3 4370 4376 4377
|
|
3 4371 4370 4377
|
|
3 4371 4377 4378
|
|
3 4372 4371 4378
|
|
3 4372 4378 4379
|
|
3 4373 4372 4379
|
|
3 4373 4379 4380
|
|
3 4374 4388 4381
|
|
3 4380 4387 4389
|
|
3 4375 4374 4381
|
|
3 4375 4381 4382
|
|
3 4376 4375 4382
|
|
3 4376 4382 4383
|
|
3 4377 4376 4383
|
|
3 4377 4383 4384
|
|
3 4378 4377 4384
|
|
3 4378 4384 4385
|
|
3 4379 4378 4385
|
|
3 4379 4385 4386
|
|
3 4380 4379 4386
|
|
3 4380 4386 4387
|
|
3 4381 4388 4332
|
|
3 4387 4338 4389
|
|
3 4382 4381 4332
|
|
3 4382 4332 4333
|
|
3 4383 4382 4333
|
|
3 4383 4333 4334
|
|
3 4384 4383 4334
|
|
3 4384 4334 4335
|
|
3 4385 4384 4335
|
|
3 4385 4335 4336
|
|
3 4386 4385 4336
|
|
3 4386 4336 4337
|
|
3 4387 4386 4337
|
|
3 4387 4337 4338
|
|
3 4390 4392 4391
|
|
3 4391 4392 4393
|
|
3 4392 4394 4393
|
|
3 4393 4394 4395
|
|
3 4394 4396 4395
|
|
3 4395 4396 4397
|
|
3 4396 4398 4397
|
|
3 4397 4398 4399
|
|
3 4398 4400 4399
|
|
3 4399 4400 4401
|
|
3 4400 4402 4401
|
|
3 4401 4402 4403
|
|
3 4402 4404 4403
|
|
3 4403 4404 4405
|
|
3 4404 4390 4405
|
|
3 4405 4390 4391
|
|
3 4406 4408 4407
|
|
3 4407 4408 4409
|
|
3 4408 4410 4409
|
|
3 4409 4410 4411
|
|
3 4410 4412 4411
|
|
3 4411 4412 4413
|
|
3 4412 4414 4413
|
|
3 4413 4414 4415
|
|
3 4414 4416 4415
|
|
3 4415 4416 4417
|
|
3 4416 4418 4417
|
|
3 4417 4418 4419
|
|
3 4418 4420 4419
|
|
3 4419 4420 4421
|
|
3 4420 4406 4421
|
|
3 4421 4406 4407
|
|
3 4422 4424 4423
|
|
3 4423 4424 4425
|
|
3 4424 4426 4425
|
|
3 4425 4426 4427
|
|
3 4426 4428 4427
|
|
3 4427 4428 4429
|
|
3 4428 4430 4429
|
|
3 4429 4430 4431
|
|
3 4430 4432 4431
|
|
3 4431 4432 4433
|
|
3 4432 4434 4433
|
|
3 4433 4434 4435
|
|
3 4434 4436 4435
|
|
3 4435 4436 4437
|
|
3 4436 4422 4437
|
|
3 4437 4422 4423
|
|
3 4438 4494 4445
|
|
3 4444 4451 4495
|
|
3 4439 4438 4445
|
|
3 4439 4445 4446
|
|
3 4440 4439 4446
|
|
3 4440 4446 4447
|
|
3 4441 4440 4447
|
|
3 4441 4447 4448
|
|
3 4442 4441 4448
|
|
3 4442 4448 4449
|
|
3 4443 4442 4449
|
|
3 4443 4449 4450
|
|
3 4444 4443 4450
|
|
3 4444 4450 4451
|
|
3 4445 4494 4452
|
|
3 4451 4458 4495
|
|
3 4446 4445 4452
|
|
3 4446 4452 4453
|
|
3 4447 4446 4453
|
|
3 4447 4453 4454
|
|
3 4448 4447 4454
|
|
3 4448 4454 4455
|
|
3 4449 4448 4455
|
|
3 4449 4455 4456
|
|
3 4450 4449 4456
|
|
3 4450 4456 4457
|
|
3 4451 4450 4457
|
|
3 4451 4457 4458
|
|
3 4452 4494 4459
|
|
3 4458 4465 4495
|
|
3 4453 4452 4459
|
|
3 4453 4459 4460
|
|
3 4454 4453 4460
|
|
3 4454 4460 4461
|
|
3 4455 4454 4461
|
|
3 4455 4461 4462
|
|
3 4456 4455 4462
|
|
3 4456 4462 4463
|
|
3 4457 4456 4463
|
|
3 4457 4463 4464
|
|
3 4458 4457 4464
|
|
3 4458 4464 4465
|
|
3 4459 4494 4466
|
|
3 4465 4472 4495
|
|
3 4460 4459 4466
|
|
3 4460 4466 4467
|
|
3 4461 4460 4467
|
|
3 4461 4467 4468
|
|
3 4462 4461 4468
|
|
3 4462 4468 4469
|
|
3 4463 4462 4469
|
|
3 4463 4469 4470
|
|
3 4464 4463 4470
|
|
3 4464 4470 4471
|
|
3 4465 4464 4471
|
|
3 4465 4471 4472
|
|
3 4466 4494 4473
|
|
3 4472 4479 4495
|
|
3 4467 4466 4473
|
|
3 4467 4473 4474
|
|
3 4468 4467 4474
|
|
3 4468 4474 4475
|
|
3 4469 4468 4475
|
|
3 4469 4475 4476
|
|
3 4470 4469 4476
|
|
3 4470 4476 4477
|
|
3 4471 4470 4477
|
|
3 4471 4477 4478
|
|
3 4472 4471 4478
|
|
3 4472 4478 4479
|
|
3 4473 4494 4480
|
|
3 4479 4486 4495
|
|
3 4474 4473 4480
|
|
3 4474 4480 4481
|
|
3 4475 4474 4481
|
|
3 4475 4481 4482
|
|
3 4476 4475 4482
|
|
3 4476 4482 4483
|
|
3 4477 4476 4483
|
|
3 4477 4483 4484
|
|
3 4478 4477 4484
|
|
3 4478 4484 4485
|
|
3 4479 4478 4485
|
|
3 4479 4485 4486
|
|
3 4480 4494 4487
|
|
3 4486 4493 4495
|
|
3 4481 4480 4487
|
|
3 4481 4487 4488
|
|
3 4482 4481 4488
|
|
3 4482 4488 4489
|
|
3 4483 4482 4489
|
|
3 4483 4489 4490
|
|
3 4484 4483 4490
|
|
3 4484 4490 4491
|
|
3 4485 4484 4491
|
|
3 4485 4491 4492
|
|
3 4486 4485 4492
|
|
3 4486 4492 4493
|
|
3 4487 4494 4438
|
|
3 4493 4444 4495
|
|
3 4488 4487 4438
|
|
3 4488 4438 4439
|
|
3 4489 4488 4439
|
|
3 4489 4439 4440
|
|
3 4490 4489 4440
|
|
3 4490 4440 4441
|
|
3 4491 4490 4441
|
|
3 4491 4441 4442
|
|
3 4492 4491 4442
|
|
3 4492 4442 4443
|
|
3 4493 4492 4443
|
|
3 4493 4443 4444
|
|
3 4496 4498 4497
|
|
3 4497 4498 4499
|
|
3 4498 4500 4499
|
|
3 4499 4500 4501
|
|
3 4500 4502 4501
|
|
3 4501 4502 4503
|
|
3 4502 4504 4503
|
|
3 4503 4504 4505
|
|
3 4504 4506 4505
|
|
3 4505 4506 4507
|
|
3 4506 4508 4507
|
|
3 4507 4508 4509
|
|
3 4508 4510 4509
|
|
3 4509 4510 4511
|
|
3 4510 4496 4511
|
|
3 4511 4496 4497
|
|
3 4512 4514 4513
|
|
3 4513 4514 4515
|
|
3 4514 4516 4515
|
|
3 4515 4516 4517
|
|
3 4516 4518 4517
|
|
3 4517 4518 4519
|
|
3 4518 4520 4519
|
|
3 4519 4520 4521
|
|
3 4520 4522 4521
|
|
3 4521 4522 4523
|
|
3 4522 4524 4523
|
|
3 4523 4524 4525
|
|
3 4524 4526 4525
|
|
3 4525 4526 4527
|
|
3 4526 4512 4527
|
|
3 4527 4512 4513
|
|
3 4528 4530 4529
|
|
3 4529 4530 4531
|
|
3 4530 4532 4531
|
|
3 4531 4532 4533
|
|
3 4532 4534 4533
|
|
3 4533 4534 4535
|
|
3 4534 4536 4535
|
|
3 4535 4536 4537
|
|
3 4536 4538 4537
|
|
3 4537 4538 4539
|
|
3 4538 4540 4539
|
|
3 4539 4540 4541
|
|
3 4540 4542 4541
|
|
3 4541 4542 4543
|
|
3 4542 4528 4543
|
|
3 4543 4528 4529
|
|
3 4544 4600 4551
|
|
3 4550 4557 4601
|
|
3 4545 4544 4551
|
|
3 4545 4551 4552
|
|
3 4546 4545 4552
|
|
3 4546 4552 4553
|
|
3 4547 4546 4553
|
|
3 4547 4553 4554
|
|
3 4548 4547 4554
|
|
3 4548 4554 4555
|
|
3 4549 4548 4555
|
|
3 4549 4555 4556
|
|
3 4550 4549 4556
|
|
3 4550 4556 4557
|
|
3 4551 4600 4558
|
|
3 4557 4564 4601
|
|
3 4552 4551 4558
|
|
3 4552 4558 4559
|
|
3 4553 4552 4559
|
|
3 4553 4559 4560
|
|
3 4554 4553 4560
|
|
3 4554 4560 4561
|
|
3 4555 4554 4561
|
|
3 4555 4561 4562
|
|
3 4556 4555 4562
|
|
3 4556 4562 4563
|
|
3 4557 4556 4563
|
|
3 4557 4563 4564
|
|
3 4558 4600 4565
|
|
3 4564 4571 4601
|
|
3 4559 4558 4565
|
|
3 4559 4565 4566
|
|
3 4560 4559 4566
|
|
3 4560 4566 4567
|
|
3 4561 4560 4567
|
|
3 4561 4567 4568
|
|
3 4562 4561 4568
|
|
3 4562 4568 4569
|
|
3 4563 4562 4569
|
|
3 4563 4569 4570
|
|
3 4564 4563 4570
|
|
3 4564 4570 4571
|
|
3 4565 4600 4572
|
|
3 4571 4578 4601
|
|
3 4566 4565 4572
|
|
3 4566 4572 4573
|
|
3 4567 4566 4573
|
|
3 4567 4573 4574
|
|
3 4568 4567 4574
|
|
3 4568 4574 4575
|
|
3 4569 4568 4575
|
|
3 4569 4575 4576
|
|
3 4570 4569 4576
|
|
3 4570 4576 4577
|
|
3 4571 4570 4577
|
|
3 4571 4577 4578
|
|
3 4572 4600 4579
|
|
3 4578 4585 4601
|
|
3 4573 4572 4579
|
|
3 4573 4579 4580
|
|
3 4574 4573 4580
|
|
3 4574 4580 4581
|
|
3 4575 4574 4581
|
|
3 4575 4581 4582
|
|
3 4576 4575 4582
|
|
3 4576 4582 4583
|
|
3 4577 4576 4583
|
|
3 4577 4583 4584
|
|
3 4578 4577 4584
|
|
3 4578 4584 4585
|
|
3 4579 4600 4586
|
|
3 4585 4592 4601
|
|
3 4580 4579 4586
|
|
3 4580 4586 4587
|
|
3 4581 4580 4587
|
|
3 4581 4587 4588
|
|
3 4582 4581 4588
|
|
3 4582 4588 4589
|
|
3 4583 4582 4589
|
|
3 4583 4589 4590
|
|
3 4584 4583 4590
|
|
3 4584 4590 4591
|
|
3 4585 4584 4591
|
|
3 4585 4591 4592
|
|
3 4586 4600 4593
|
|
3 4592 4599 4601
|
|
3 4587 4586 4593
|
|
3 4587 4593 4594
|
|
3 4588 4587 4594
|
|
3 4588 4594 4595
|
|
3 4589 4588 4595
|
|
3 4589 4595 4596
|
|
3 4590 4589 4596
|
|
3 4590 4596 4597
|
|
3 4591 4590 4597
|
|
3 4591 4597 4598
|
|
3 4592 4591 4598
|
|
3 4592 4598 4599
|
|
3 4593 4600 4544
|
|
3 4599 4550 4601
|
|
3 4594 4593 4544
|
|
3 4594 4544 4545
|
|
3 4595 4594 4545
|
|
3 4595 4545 4546
|
|
3 4596 4595 4546
|
|
3 4596 4546 4547
|
|
3 4597 4596 4547
|
|
3 4597 4547 4548
|
|
3 4598 4597 4548
|
|
3 4598 4548 4549
|
|
3 4599 4598 4549
|
|
3 4599 4549 4550
|
|
3 4602 4604 4603
|
|
3 4603 4604 4605
|
|
3 4604 4606 4605
|
|
3 4605 4606 4607
|
|
3 4606 4608 4607
|
|
3 4607 4608 4609
|
|
3 4608 4610 4609
|
|
3 4609 4610 4611
|
|
3 4610 4612 4611
|
|
3 4611 4612 4613
|
|
3 4612 4614 4613
|
|
3 4613 4614 4615
|
|
3 4614 4616 4615
|
|
3 4615 4616 4617
|
|
3 4616 4602 4617
|
|
3 4617 4602 4603
|
|
3 4618 4620 4619
|
|
3 4619 4620 4621
|
|
3 4620 4622 4621
|
|
3 4621 4622 4623
|
|
3 4622 4624 4623
|
|
3 4623 4624 4625
|
|
3 4624 4626 4625
|
|
3 4625 4626 4627
|
|
3 4626 4628 4627
|
|
3 4627 4628 4629
|
|
3 4628 4630 4629
|
|
3 4629 4630 4631
|
|
3 4630 4632 4631
|
|
3 4631 4632 4633
|
|
3 4632 4618 4633
|
|
3 4633 4618 4619
|
|
3 4634 4636 4635
|
|
3 4635 4636 4637
|
|
3 4636 4638 4637
|
|
3 4637 4638 4639
|
|
3 4638 4640 4639
|
|
3 4639 4640 4641
|
|
3 4640 4642 4641
|
|
3 4641 4642 4643
|
|
3 4642 4644 4643
|
|
3 4643 4644 4645
|
|
3 4644 4646 4645
|
|
3 4645 4646 4647
|
|
3 4646 4648 4647
|
|
3 4647 4648 4649
|
|
3 4648 4634 4649
|
|
3 4649 4634 4635
|
|
3 4650 4706 4657
|
|
3 4656 4663 4707
|
|
3 4651 4650 4657
|
|
3 4651 4657 4658
|
|
3 4652 4651 4658
|
|
3 4652 4658 4659
|
|
3 4653 4652 4659
|
|
3 4653 4659 4660
|
|
3 4654 4653 4660
|
|
3 4654 4660 4661
|
|
3 4655 4654 4661
|
|
3 4655 4661 4662
|
|
3 4656 4655 4662
|
|
3 4656 4662 4663
|
|
3 4657 4706 4664
|
|
3 4663 4670 4707
|
|
3 4658 4657 4664
|
|
3 4658 4664 4665
|
|
3 4659 4658 4665
|
|
3 4659 4665 4666
|
|
3 4660 4659 4666
|
|
3 4660 4666 4667
|
|
3 4661 4660 4667
|
|
3 4661 4667 4668
|
|
3 4662 4661 4668
|
|
3 4662 4668 4669
|
|
3 4663 4662 4669
|
|
3 4663 4669 4670
|
|
3 4664 4706 4671
|
|
3 4670 4677 4707
|
|
3 4665 4664 4671
|
|
3 4665 4671 4672
|
|
3 4666 4665 4672
|
|
3 4666 4672 4673
|
|
3 4667 4666 4673
|
|
3 4667 4673 4674
|
|
3 4668 4667 4674
|
|
3 4668 4674 4675
|
|
3 4669 4668 4675
|
|
3 4669 4675 4676
|
|
3 4670 4669 4676
|
|
3 4670 4676 4677
|
|
3 4671 4706 4678
|
|
3 4677 4684 4707
|
|
3 4672 4671 4678
|
|
3 4672 4678 4679
|
|
3 4673 4672 4679
|
|
3 4673 4679 4680
|
|
3 4674 4673 4680
|
|
3 4674 4680 4681
|
|
3 4675 4674 4681
|
|
3 4675 4681 4682
|
|
3 4676 4675 4682
|
|
3 4676 4682 4683
|
|
3 4677 4676 4683
|
|
3 4677 4683 4684
|
|
3 4678 4706 4685
|
|
3 4684 4691 4707
|
|
3 4679 4678 4685
|
|
3 4679 4685 4686
|
|
3 4680 4679 4686
|
|
3 4680 4686 4687
|
|
3 4681 4680 4687
|
|
3 4681 4687 4688
|
|
3 4682 4681 4688
|
|
3 4682 4688 4689
|
|
3 4683 4682 4689
|
|
3 4683 4689 4690
|
|
3 4684 4683 4690
|
|
3 4684 4690 4691
|
|
3 4685 4706 4692
|
|
3 4691 4698 4707
|
|
3 4686 4685 4692
|
|
3 4686 4692 4693
|
|
3 4687 4686 4693
|
|
3 4687 4693 4694
|
|
3 4688 4687 4694
|
|
3 4688 4694 4695
|
|
3 4689 4688 4695
|
|
3 4689 4695 4696
|
|
3 4690 4689 4696
|
|
3 4690 4696 4697
|
|
3 4691 4690 4697
|
|
3 4691 4697 4698
|
|
3 4692 4706 4699
|
|
3 4698 4705 4707
|
|
3 4693 4692 4699
|
|
3 4693 4699 4700
|
|
3 4694 4693 4700
|
|
3 4694 4700 4701
|
|
3 4695 4694 4701
|
|
3 4695 4701 4702
|
|
3 4696 4695 4702
|
|
3 4696 4702 4703
|
|
3 4697 4696 4703
|
|
3 4697 4703 4704
|
|
3 4698 4697 4704
|
|
3 4698 4704 4705
|
|
3 4699 4706 4650
|
|
3 4705 4656 4707
|
|
3 4700 4699 4650
|
|
3 4700 4650 4651
|
|
3 4701 4700 4651
|
|
3 4701 4651 4652
|
|
3 4702 4701 4652
|
|
3 4702 4652 4653
|
|
3 4703 4702 4653
|
|
3 4703 4653 4654
|
|
3 4704 4703 4654
|
|
3 4704 4654 4655
|
|
3 4705 4704 4655
|
|
3 4705 4655 4656
|
|
3 4708 4710 4709
|
|
3 4709 4710 4711
|
|
3 4710 4712 4711
|
|
3 4711 4712 4713
|
|
3 4712 4714 4713
|
|
3 4713 4714 4715
|
|
3 4714 4716 4715
|
|
3 4715 4716 4717
|
|
3 4716 4718 4717
|
|
3 4717 4718 4719
|
|
3 4718 4720 4719
|
|
3 4719 4720 4721
|
|
3 4720 4722 4721
|
|
3 4721 4722 4723
|
|
3 4722 4708 4723
|
|
3 4723 4708 4709
|
|
3 4724 4726 4725
|
|
3 4725 4726 4727
|
|
3 4726 4728 4727
|
|
3 4727 4728 4729
|
|
3 4728 4730 4729
|
|
3 4729 4730 4731
|
|
3 4730 4732 4731
|
|
3 4731 4732 4733
|
|
3 4732 4734 4733
|
|
3 4733 4734 4735
|
|
3 4734 4736 4735
|
|
3 4735 4736 4737
|
|
3 4736 4738 4737
|
|
3 4737 4738 4739
|
|
3 4738 4724 4739
|
|
3 4739 4724 4725
|
|
3 4740 4742 4741
|
|
3 4741 4742 4743
|
|
3 4742 4744 4743
|
|
3 4743 4744 4745
|
|
3 4744 4746 4745
|
|
3 4745 4746 4747
|
|
3 4746 4748 4747
|
|
3 4747 4748 4749
|
|
3 4748 4750 4749
|
|
3 4749 4750 4751
|
|
3 4750 4752 4751
|
|
3 4751 4752 4753
|
|
3 4752 4754 4753
|
|
3 4753 4754 4755
|
|
3 4754 4740 4755
|
|
3 4755 4740 4741
|
|
3 4756 4812 4763
|
|
3 4762 4769 4813
|
|
3 4757 4756 4763
|
|
3 4757 4763 4764
|
|
3 4758 4757 4764
|
|
3 4758 4764 4765
|
|
3 4759 4758 4765
|
|
3 4759 4765 4766
|
|
3 4760 4759 4766
|
|
3 4760 4766 4767
|
|
3 4761 4760 4767
|
|
3 4761 4767 4768
|
|
3 4762 4761 4768
|
|
3 4762 4768 4769
|
|
3 4763 4812 4770
|
|
3 4769 4776 4813
|
|
3 4764 4763 4770
|
|
3 4764 4770 4771
|
|
3 4765 4764 4771
|
|
3 4765 4771 4772
|
|
3 4766 4765 4772
|
|
3 4766 4772 4773
|
|
3 4767 4766 4773
|
|
3 4767 4773 4774
|
|
3 4768 4767 4774
|
|
3 4768 4774 4775
|
|
3 4769 4768 4775
|
|
3 4769 4775 4776
|
|
3 4770 4812 4777
|
|
3 4776 4783 4813
|
|
3 4771 4770 4777
|
|
3 4771 4777 4778
|
|
3 4772 4771 4778
|
|
3 4772 4778 4779
|
|
3 4773 4772 4779
|
|
3 4773 4779 4780
|
|
3 4774 4773 4780
|
|
3 4774 4780 4781
|
|
3 4775 4774 4781
|
|
3 4775 4781 4782
|
|
3 4776 4775 4782
|
|
3 4776 4782 4783
|
|
3 4777 4812 4784
|
|
3 4783 4790 4813
|
|
3 4778 4777 4784
|
|
3 4778 4784 4785
|
|
3 4779 4778 4785
|
|
3 4779 4785 4786
|
|
3 4780 4779 4786
|
|
3 4780 4786 4787
|
|
3 4781 4780 4787
|
|
3 4781 4787 4788
|
|
3 4782 4781 4788
|
|
3 4782 4788 4789
|
|
3 4783 4782 4789
|
|
3 4783 4789 4790
|
|
3 4784 4812 4791
|
|
3 4790 4797 4813
|
|
3 4785 4784 4791
|
|
3 4785 4791 4792
|
|
3 4786 4785 4792
|
|
3 4786 4792 4793
|
|
3 4787 4786 4793
|
|
3 4787 4793 4794
|
|
3 4788 4787 4794
|
|
3 4788 4794 4795
|
|
3 4789 4788 4795
|
|
3 4789 4795 4796
|
|
3 4790 4789 4796
|
|
3 4790 4796 4797
|
|
3 4791 4812 4798
|
|
3 4797 4804 4813
|
|
3 4792 4791 4798
|
|
3 4792 4798 4799
|
|
3 4793 4792 4799
|
|
3 4793 4799 4800
|
|
3 4794 4793 4800
|
|
3 4794 4800 4801
|
|
3 4795 4794 4801
|
|
3 4795 4801 4802
|
|
3 4796 4795 4802
|
|
3 4796 4802 4803
|
|
3 4797 4796 4803
|
|
3 4797 4803 4804
|
|
3 4798 4812 4805
|
|
3 4804 4811 4813
|
|
3 4799 4798 4805
|
|
3 4799 4805 4806
|
|
3 4800 4799 4806
|
|
3 4800 4806 4807
|
|
3 4801 4800 4807
|
|
3 4801 4807 4808
|
|
3 4802 4801 4808
|
|
3 4802 4808 4809
|
|
3 4803 4802 4809
|
|
3 4803 4809 4810
|
|
3 4804 4803 4810
|
|
3 4804 4810 4811
|
|
3 4805 4812 4756
|
|
3 4811 4762 4813
|
|
3 4806 4805 4756
|
|
3 4806 4756 4757
|
|
3 4807 4806 4757
|
|
3 4807 4757 4758
|
|
3 4808 4807 4758
|
|
3 4808 4758 4759
|
|
3 4809 4808 4759
|
|
3 4809 4759 4760
|
|
3 4810 4809 4760
|
|
3 4810 4760 4761
|
|
3 4811 4810 4761
|
|
3 4811 4761 4762
|
|
3 4814 4816 4815
|
|
3 4815 4816 4817
|
|
3 4816 4818 4817
|
|
3 4817 4818 4819
|
|
3 4818 4820 4819
|
|
3 4819 4820 4821
|
|
3 4820 4822 4821
|
|
3 4821 4822 4823
|
|
3 4822 4824 4823
|
|
3 4823 4824 4825
|
|
3 4824 4826 4825
|
|
3 4825 4826 4827
|
|
3 4826 4828 4827
|
|
3 4827 4828 4829
|
|
3 4828 4814 4829
|
|
3 4829 4814 4815
|
|
3 4830 4832 4831
|
|
3 4831 4832 4833
|
|
3 4832 4834 4833
|
|
3 4833 4834 4835
|
|
3 4834 4836 4835
|
|
3 4835 4836 4837
|
|
3 4836 4838 4837
|
|
3 4837 4838 4839
|
|
3 4838 4840 4839
|
|
3 4839 4840 4841
|
|
3 4840 4842 4841
|
|
3 4841 4842 4843
|
|
3 4842 4844 4843
|
|
3 4843 4844 4845
|
|
3 4844 4830 4845
|
|
3 4845 4830 4831
|
|
3 4846 4848 4847
|
|
3 4847 4848 4849
|
|
3 4848 4850 4849
|
|
3 4849 4850 4851
|
|
3 4850 4852 4851
|
|
3 4851 4852 4853
|
|
3 4852 4854 4853
|
|
3 4853 4854 4855
|
|
3 4854 4856 4855
|
|
3 4855 4856 4857
|
|
3 4856 4858 4857
|
|
3 4857 4858 4859
|
|
3 4858 4860 4859
|
|
3 4859 4860 4861
|
|
3 4860 4846 4861
|
|
3 4861 4846 4847
|
|
3 4862 4863 4864
|
|
3 4862 4864 4865
|
|
3 4862 4865 4866
|
|
3 4862 4866 4867
|
|
3 4868 4869 4870
|
|
3 4868 4870 4871
|
|
3 4868 4871 4872
|
|
3 4868 4872 4873
|
|
3 4874 4875 4876
|
|
3 4874 4876 4877
|
|
3 4874 4877 4878
|
|
3 4874 4878 4879
|
|
3 4880 4881 4882
|
|
3 4880 4882 4883
|
|
3 4880 4883 4884
|
|
3 4880 4884 4885
|
|
3 4886 4887 4888
|
|
3 4886 4888 4889
|
|
3 4886 4889 4890
|
|
3 4886 4890 4891
|
|
3 4892 4948 4899
|
|
3 4898 4905 4949
|
|
3 4893 4892 4899
|
|
3 4893 4899 4900
|
|
3 4894 4893 4900
|
|
3 4894 4900 4901
|
|
3 4895 4894 4901
|
|
3 4895 4901 4902
|
|
3 4896 4895 4902
|
|
3 4896 4902 4903
|
|
3 4897 4896 4903
|
|
3 4897 4903 4904
|
|
3 4898 4897 4904
|
|
3 4898 4904 4905
|
|
3 4899 4948 4906
|
|
3 4905 4912 4949
|
|
3 4900 4899 4906
|
|
3 4900 4906 4907
|
|
3 4901 4900 4907
|
|
3 4901 4907 4908
|
|
3 4902 4901 4908
|
|
3 4902 4908 4909
|
|
3 4903 4902 4909
|
|
3 4903 4909 4910
|
|
3 4904 4903 4910
|
|
3 4904 4910 4911
|
|
3 4905 4904 4911
|
|
3 4905 4911 4912
|
|
3 4906 4948 4913
|
|
3 4912 4919 4949
|
|
3 4907 4906 4913
|
|
3 4907 4913 4914
|
|
3 4908 4907 4914
|
|
3 4908 4914 4915
|
|
3 4909 4908 4915
|
|
3 4909 4915 4916
|
|
3 4910 4909 4916
|
|
3 4910 4916 4917
|
|
3 4911 4910 4917
|
|
3 4911 4917 4918
|
|
3 4912 4911 4918
|
|
3 4912 4918 4919
|
|
3 4913 4948 4920
|
|
3 4919 4926 4949
|
|
3 4914 4913 4920
|
|
3 4914 4920 4921
|
|
3 4915 4914 4921
|
|
3 4915 4921 4922
|
|
3 4916 4915 4922
|
|
3 4916 4922 4923
|
|
3 4917 4916 4923
|
|
3 4917 4923 4924
|
|
3 4918 4917 4924
|
|
3 4918 4924 4925
|
|
3 4919 4918 4925
|
|
3 4919 4925 4926
|
|
3 4920 4948 4927
|
|
3 4926 4933 4949
|
|
3 4921 4920 4927
|
|
3 4921 4927 4928
|
|
3 4922 4921 4928
|
|
3 4922 4928 4929
|
|
3 4923 4922 4929
|
|
3 4923 4929 4930
|
|
3 4924 4923 4930
|
|
3 4924 4930 4931
|
|
3 4925 4924 4931
|
|
3 4925 4931 4932
|
|
3 4926 4925 4932
|
|
3 4926 4932 4933
|
|
3 4927 4948 4934
|
|
3 4933 4940 4949
|
|
3 4928 4927 4934
|
|
3 4928 4934 4935
|
|
3 4929 4928 4935
|
|
3 4929 4935 4936
|
|
3 4930 4929 4936
|
|
3 4930 4936 4937
|
|
3 4931 4930 4937
|
|
3 4931 4937 4938
|
|
3 4932 4931 4938
|
|
3 4932 4938 4939
|
|
3 4933 4932 4939
|
|
3 4933 4939 4940
|
|
3 4934 4948 4941
|
|
3 4940 4947 4949
|
|
3 4935 4934 4941
|
|
3 4935 4941 4942
|
|
3 4936 4935 4942
|
|
3 4936 4942 4943
|
|
3 4937 4936 4943
|
|
3 4937 4943 4944
|
|
3 4938 4937 4944
|
|
3 4938 4944 4945
|
|
3 4939 4938 4945
|
|
3 4939 4945 4946
|
|
3 4940 4939 4946
|
|
3 4940 4946 4947
|
|
3 4941 4948 4892
|
|
3 4947 4898 4949
|
|
3 4942 4941 4892
|
|
3 4942 4892 4893
|
|
3 4943 4942 4893
|
|
3 4943 4893 4894
|
|
3 4944 4943 4894
|
|
3 4944 4894 4895
|
|
3 4945 4944 4895
|
|
3 4945 4895 4896
|
|
3 4946 4945 4896
|
|
3 4946 4896 4897
|
|
3 4947 4946 4897
|
|
3 4947 4897 4898
|
|
3 4950 4952 4951
|
|
3 4951 4952 4953
|
|
3 4952 4954 4953
|
|
3 4953 4954 4955
|
|
3 4954 4956 4955
|
|
3 4955 4956 4957
|
|
3 4956 4958 4957
|
|
3 4957 4958 4959
|
|
3 4958 4960 4959
|
|
3 4959 4960 4961
|
|
3 4960 4962 4961
|
|
3 4961 4962 4963
|
|
3 4962 4964 4963
|
|
3 4963 4964 4965
|
|
3 4964 4950 4965
|
|
3 4965 4950 4951
|
|
3 4966 4968 4967
|
|
3 4967 4968 4969
|
|
3 4968 4970 4969
|
|
3 4969 4970 4971
|
|
3 4970 4972 4971
|
|
3 4971 4972 4973
|
|
3 4972 4974 4973
|
|
3 4973 4974 4975
|
|
3 4974 4976 4975
|
|
3 4975 4976 4977
|
|
3 4976 4978 4977
|
|
3 4977 4978 4979
|
|
3 4978 4980 4979
|
|
3 4979 4980 4981
|
|
3 4980 4966 4981
|
|
3 4981 4966 4967
|
|
3 4982 4984 4983
|
|
3 4983 4984 4985
|
|
3 4984 4986 4985
|
|
3 4985 4986 4987
|
|
3 4986 4988 4987
|
|
3 4987 4988 4989
|
|
3 4988 4990 4989
|
|
3 4989 4990 4991
|
|
3 4990 4992 4991
|
|
3 4991 4992 4993
|
|
3 4992 4994 4993
|
|
3 4993 4994 4995
|
|
3 4994 4996 4995
|
|
3 4995 4996 4997
|
|
3 4996 4982 4997
|
|
3 4997 4982 4983
|
|
3 4998 4999 5000
|
|
3 4998 5000 5001
|
|
3 4998 5001 5002
|
|
3 4998 5002 5003
|
|
3 5004 5005 5006
|
|
3 5004 5006 5007
|
|
3 5004 5007 5008
|
|
3 5004 5008 5009
|
|
3 5010 5011 5012
|
|
3 5010 5012 5013
|
|
3 5010 5013 5014
|
|
3 5010 5014 5015
|
|
3 5016 5017 5018
|
|
3 5016 5018 5019
|
|
3 5016 5019 5020
|
|
3 5016 5020 5021
|
|
3 5022 5023 5024
|
|
3 5022 5024 5025
|
|
3 5022 5025 5026
|
|
3 5022 5026 5027
|
|
3 5028 5084 5035
|
|
3 5034 5041 5085
|
|
3 5029 5028 5035
|
|
3 5029 5035 5036
|
|
3 5030 5029 5036
|
|
3 5030 5036 5037
|
|
3 5031 5030 5037
|
|
3 5031 5037 5038
|
|
3 5032 5031 5038
|
|
3 5032 5038 5039
|
|
3 5033 5032 5039
|
|
3 5033 5039 5040
|
|
3 5034 5033 5040
|
|
3 5034 5040 5041
|
|
3 5035 5084 5042
|
|
3 5041 5048 5085
|
|
3 5036 5035 5042
|
|
3 5036 5042 5043
|
|
3 5037 5036 5043
|
|
3 5037 5043 5044
|
|
3 5038 5037 5044
|
|
3 5038 5044 5045
|
|
3 5039 5038 5045
|
|
3 5039 5045 5046
|
|
3 5040 5039 5046
|
|
3 5040 5046 5047
|
|
3 5041 5040 5047
|
|
3 5041 5047 5048
|
|
3 5042 5084 5049
|
|
3 5048 5055 5085
|
|
3 5043 5042 5049
|
|
3 5043 5049 5050
|
|
3 5044 5043 5050
|
|
3 5044 5050 5051
|
|
3 5045 5044 5051
|
|
3 5045 5051 5052
|
|
3 5046 5045 5052
|
|
3 5046 5052 5053
|
|
3 5047 5046 5053
|
|
3 5047 5053 5054
|
|
3 5048 5047 5054
|
|
3 5048 5054 5055
|
|
3 5049 5084 5056
|
|
3 5055 5062 5085
|
|
3 5050 5049 5056
|
|
3 5050 5056 5057
|
|
3 5051 5050 5057
|
|
3 5051 5057 5058
|
|
3 5052 5051 5058
|
|
3 5052 5058 5059
|
|
3 5053 5052 5059
|
|
3 5053 5059 5060
|
|
3 5054 5053 5060
|
|
3 5054 5060 5061
|
|
3 5055 5054 5061
|
|
3 5055 5061 5062
|
|
3 5056 5084 5063
|
|
3 5062 5069 5085
|
|
3 5057 5056 5063
|
|
3 5057 5063 5064
|
|
3 5058 5057 5064
|
|
3 5058 5064 5065
|
|
3 5059 5058 5065
|
|
3 5059 5065 5066
|
|
3 5060 5059 5066
|
|
3 5060 5066 5067
|
|
3 5061 5060 5067
|
|
3 5061 5067 5068
|
|
3 5062 5061 5068
|
|
3 5062 5068 5069
|
|
3 5063 5084 5070
|
|
3 5069 5076 5085
|
|
3 5064 5063 5070
|
|
3 5064 5070 5071
|
|
3 5065 5064 5071
|
|
3 5065 5071 5072
|
|
3 5066 5065 5072
|
|
3 5066 5072 5073
|
|
3 5067 5066 5073
|
|
3 5067 5073 5074
|
|
3 5068 5067 5074
|
|
3 5068 5074 5075
|
|
3 5069 5068 5075
|
|
3 5069 5075 5076
|
|
3 5070 5084 5077
|
|
3 5076 5083 5085
|
|
3 5071 5070 5077
|
|
3 5071 5077 5078
|
|
3 5072 5071 5078
|
|
3 5072 5078 5079
|
|
3 5073 5072 5079
|
|
3 5073 5079 5080
|
|
3 5074 5073 5080
|
|
3 5074 5080 5081
|
|
3 5075 5074 5081
|
|
3 5075 5081 5082
|
|
3 5076 5075 5082
|
|
3 5076 5082 5083
|
|
3 5077 5084 5028
|
|
3 5083 5034 5085
|
|
3 5078 5077 5028
|
|
3 5078 5028 5029
|
|
3 5079 5078 5029
|
|
3 5079 5029 5030
|
|
3 5080 5079 5030
|
|
3 5080 5030 5031
|
|
3 5081 5080 5031
|
|
3 5081 5031 5032
|
|
3 5082 5081 5032
|
|
3 5082 5032 5033
|
|
3 5083 5082 5033
|
|
3 5083 5033 5034
|
|
3 5086 5088 5087
|
|
3 5087 5088 5089
|
|
3 5088 5090 5089
|
|
3 5089 5090 5091
|
|
3 5090 5092 5091
|
|
3 5091 5092 5093
|
|
3 5092 5094 5093
|
|
3 5093 5094 5095
|
|
3 5094 5096 5095
|
|
3 5095 5096 5097
|
|
3 5096 5098 5097
|
|
3 5097 5098 5099
|
|
3 5098 5100 5099
|
|
3 5099 5100 5101
|
|
3 5100 5086 5101
|
|
3 5101 5086 5087
|
|
3 5102 5104 5103
|
|
3 5103 5104 5105
|
|
3 5104 5106 5105
|
|
3 5105 5106 5107
|
|
3 5106 5108 5107
|
|
3 5107 5108 5109
|
|
3 5108 5110 5109
|
|
3 5109 5110 5111
|
|
3 5110 5112 5111
|
|
3 5111 5112 5113
|
|
3 5112 5114 5113
|
|
3 5113 5114 5115
|
|
3 5114 5116 5115
|
|
3 5115 5116 5117
|
|
3 5116 5102 5117
|
|
3 5117 5102 5103
|
|
3 5118 5120 5119
|
|
3 5119 5120 5121
|
|
3 5120 5122 5121
|
|
3 5121 5122 5123
|
|
3 5122 5124 5123
|
|
3 5123 5124 5125
|
|
3 5124 5126 5125
|
|
3 5125 5126 5127
|
|
3 5126 5128 5127
|
|
3 5127 5128 5129
|
|
3 5128 5130 5129
|
|
3 5129 5130 5131
|
|
3 5130 5132 5131
|
|
3 5131 5132 5133
|
|
3 5132 5118 5133
|
|
3 5133 5118 5119
|
|
3 5134 5135 5136
|
|
3 5134 5136 5137
|
|
3 5134 5137 5138
|
|
3 5134 5138 5139
|
|
3 5140 5141 5142
|
|
3 5140 5142 5143
|
|
3 5140 5143 5144
|
|
3 5140 5144 5145
|
|
3 5146 5147 5148
|
|
3 5146 5148 5149
|
|
3 5146 5149 5150
|
|
3 5146 5150 5151
|
|
3 5152 5153 5154
|
|
3 5152 5154 5155
|
|
3 5152 5155 5156
|
|
3 5152 5156 5157
|
|
3 5158 5159 5160
|
|
3 5158 5160 5161
|
|
3 5158 5161 5162
|
|
3 5158 5162 5163
|
|
3 5164 5220 5171
|
|
3 5170 5177 5221
|
|
3 5165 5164 5171
|
|
3 5165 5171 5172
|
|
3 5166 5165 5172
|
|
3 5166 5172 5173
|
|
3 5167 5166 5173
|
|
3 5167 5173 5174
|
|
3 5168 5167 5174
|
|
3 5168 5174 5175
|
|
3 5169 5168 5175
|
|
3 5169 5175 5176
|
|
3 5170 5169 5176
|
|
3 5170 5176 5177
|
|
3 5171 5220 5178
|
|
3 5177 5184 5221
|
|
3 5172 5171 5178
|
|
3 5172 5178 5179
|
|
3 5173 5172 5179
|
|
3 5173 5179 5180
|
|
3 5174 5173 5180
|
|
3 5174 5180 5181
|
|
3 5175 5174 5181
|
|
3 5175 5181 5182
|
|
3 5176 5175 5182
|
|
3 5176 5182 5183
|
|
3 5177 5176 5183
|
|
3 5177 5183 5184
|
|
3 5178 5220 5185
|
|
3 5184 5191 5221
|
|
3 5179 5178 5185
|
|
3 5179 5185 5186
|
|
3 5180 5179 5186
|
|
3 5180 5186 5187
|
|
3 5181 5180 5187
|
|
3 5181 5187 5188
|
|
3 5182 5181 5188
|
|
3 5182 5188 5189
|
|
3 5183 5182 5189
|
|
3 5183 5189 5190
|
|
3 5184 5183 5190
|
|
3 5184 5190 5191
|
|
3 5185 5220 5192
|
|
3 5191 5198 5221
|
|
3 5186 5185 5192
|
|
3 5186 5192 5193
|
|
3 5187 5186 5193
|
|
3 5187 5193 5194
|
|
3 5188 5187 5194
|
|
3 5188 5194 5195
|
|
3 5189 5188 5195
|
|
3 5189 5195 5196
|
|
3 5190 5189 5196
|
|
3 5190 5196 5197
|
|
3 5191 5190 5197
|
|
3 5191 5197 5198
|
|
3 5192 5220 5199
|
|
3 5198 5205 5221
|
|
3 5193 5192 5199
|
|
3 5193 5199 5200
|
|
3 5194 5193 5200
|
|
3 5194 5200 5201
|
|
3 5195 5194 5201
|
|
3 5195 5201 5202
|
|
3 5196 5195 5202
|
|
3 5196 5202 5203
|
|
3 5197 5196 5203
|
|
3 5197 5203 5204
|
|
3 5198 5197 5204
|
|
3 5198 5204 5205
|
|
3 5199 5220 5206
|
|
3 5205 5212 5221
|
|
3 5200 5199 5206
|
|
3 5200 5206 5207
|
|
3 5201 5200 5207
|
|
3 5201 5207 5208
|
|
3 5202 5201 5208
|
|
3 5202 5208 5209
|
|
3 5203 5202 5209
|
|
3 5203 5209 5210
|
|
3 5204 5203 5210
|
|
3 5204 5210 5211
|
|
3 5205 5204 5211
|
|
3 5205 5211 5212
|
|
3 5206 5220 5213
|
|
3 5212 5219 5221
|
|
3 5207 5206 5213
|
|
3 5207 5213 5214
|
|
3 5208 5207 5214
|
|
3 5208 5214 5215
|
|
3 5209 5208 5215
|
|
3 5209 5215 5216
|
|
3 5210 5209 5216
|
|
3 5210 5216 5217
|
|
3 5211 5210 5217
|
|
3 5211 5217 5218
|
|
3 5212 5211 5218
|
|
3 5212 5218 5219
|
|
3 5213 5220 5164
|
|
3 5219 5170 5221
|
|
3 5214 5213 5164
|
|
3 5214 5164 5165
|
|
3 5215 5214 5165
|
|
3 5215 5165 5166
|
|
3 5216 5215 5166
|
|
3 5216 5166 5167
|
|
3 5217 5216 5167
|
|
3 5217 5167 5168
|
|
3 5218 5217 5168
|
|
3 5218 5168 5169
|
|
3 5219 5218 5169
|
|
3 5219 5169 5170
|
|
3 5222 5224 5223
|
|
3 5223 5224 5225
|
|
3 5224 5226 5225
|
|
3 5225 5226 5227
|
|
3 5226 5228 5227
|
|
3 5227 5228 5229
|
|
3 5228 5230 5229
|
|
3 5229 5230 5231
|
|
3 5230 5232 5231
|
|
3 5231 5232 5233
|
|
3 5232 5234 5233
|
|
3 5233 5234 5235
|
|
3 5234 5236 5235
|
|
3 5235 5236 5237
|
|
3 5236 5222 5237
|
|
3 5237 5222 5223
|
|
3 5238 5240 5239
|
|
3 5239 5240 5241
|
|
3 5240 5242 5241
|
|
3 5241 5242 5243
|
|
3 5242 5244 5243
|
|
3 5243 5244 5245
|
|
3 5244 5246 5245
|
|
3 5245 5246 5247
|
|
3 5246 5248 5247
|
|
3 5247 5248 5249
|
|
3 5248 5250 5249
|
|
3 5249 5250 5251
|
|
3 5250 5252 5251
|
|
3 5251 5252 5253
|
|
3 5252 5238 5253
|
|
3 5253 5238 5239
|
|
3 5254 5256 5255
|
|
3 5255 5256 5257
|
|
3 5256 5258 5257
|
|
3 5257 5258 5259
|
|
3 5258 5260 5259
|
|
3 5259 5260 5261
|
|
3 5260 5262 5261
|
|
3 5261 5262 5263
|
|
3 5262 5264 5263
|
|
3 5263 5264 5265
|
|
3 5264 5266 5265
|
|
3 5265 5266 5267
|
|
3 5266 5268 5267
|
|
3 5267 5268 5269
|
|
3 5268 5254 5269
|
|
3 5269 5254 5255
|
|
3 5270 5271 5272
|
|
3 5270 5272 5273
|
|
3 5270 5273 5274
|
|
3 5270 5274 5275
|
|
3 5276 5277 5278
|
|
3 5276 5278 5279
|
|
3 5276 5279 5280
|
|
3 5276 5280 5281
|
|
3 5282 5283 5284
|
|
3 5282 5284 5285
|
|
3 5282 5285 5286
|
|
3 5282 5286 5287
|
|
3 5288 5289 5290
|
|
3 5288 5290 5291
|
|
3 5288 5291 5292
|
|
3 5288 5292 5293
|
|
3 5294 5295 5296
|
|
3 5294 5296 5297
|
|
3 5294 5297 5298
|
|
3 5294 5298 5299
|
|
3 5300 5356 5307
|
|
3 5306 5313 5357
|
|
3 5301 5300 5307
|
|
3 5301 5307 5308
|
|
3 5302 5301 5308
|
|
3 5302 5308 5309
|
|
3 5303 5302 5309
|
|
3 5303 5309 5310
|
|
3 5304 5303 5310
|
|
3 5304 5310 5311
|
|
3 5305 5304 5311
|
|
3 5305 5311 5312
|
|
3 5306 5305 5312
|
|
3 5306 5312 5313
|
|
3 5307 5356 5314
|
|
3 5313 5320 5357
|
|
3 5308 5307 5314
|
|
3 5308 5314 5315
|
|
3 5309 5308 5315
|
|
3 5309 5315 5316
|
|
3 5310 5309 5316
|
|
3 5310 5316 5317
|
|
3 5311 5310 5317
|
|
3 5311 5317 5318
|
|
3 5312 5311 5318
|
|
3 5312 5318 5319
|
|
3 5313 5312 5319
|
|
3 5313 5319 5320
|
|
3 5314 5356 5321
|
|
3 5320 5327 5357
|
|
3 5315 5314 5321
|
|
3 5315 5321 5322
|
|
3 5316 5315 5322
|
|
3 5316 5322 5323
|
|
3 5317 5316 5323
|
|
3 5317 5323 5324
|
|
3 5318 5317 5324
|
|
3 5318 5324 5325
|
|
3 5319 5318 5325
|
|
3 5319 5325 5326
|
|
3 5320 5319 5326
|
|
3 5320 5326 5327
|
|
3 5321 5356 5328
|
|
3 5327 5334 5357
|
|
3 5322 5321 5328
|
|
3 5322 5328 5329
|
|
3 5323 5322 5329
|
|
3 5323 5329 5330
|
|
3 5324 5323 5330
|
|
3 5324 5330 5331
|
|
3 5325 5324 5331
|
|
3 5325 5331 5332
|
|
3 5326 5325 5332
|
|
3 5326 5332 5333
|
|
3 5327 5326 5333
|
|
3 5327 5333 5334
|
|
3 5328 5356 5335
|
|
3 5334 5341 5357
|
|
3 5329 5328 5335
|
|
3 5329 5335 5336
|
|
3 5330 5329 5336
|
|
3 5330 5336 5337
|
|
3 5331 5330 5337
|
|
3 5331 5337 5338
|
|
3 5332 5331 5338
|
|
3 5332 5338 5339
|
|
3 5333 5332 5339
|
|
3 5333 5339 5340
|
|
3 5334 5333 5340
|
|
3 5334 5340 5341
|
|
3 5335 5356 5342
|
|
3 5341 5348 5357
|
|
3 5336 5335 5342
|
|
3 5336 5342 5343
|
|
3 5337 5336 5343
|
|
3 5337 5343 5344
|
|
3 5338 5337 5344
|
|
3 5338 5344 5345
|
|
3 5339 5338 5345
|
|
3 5339 5345 5346
|
|
3 5340 5339 5346
|
|
3 5340 5346 5347
|
|
3 5341 5340 5347
|
|
3 5341 5347 5348
|
|
3 5342 5356 5349
|
|
3 5348 5355 5357
|
|
3 5343 5342 5349
|
|
3 5343 5349 5350
|
|
3 5344 5343 5350
|
|
3 5344 5350 5351
|
|
3 5345 5344 5351
|
|
3 5345 5351 5352
|
|
3 5346 5345 5352
|
|
3 5346 5352 5353
|
|
3 5347 5346 5353
|
|
3 5347 5353 5354
|
|
3 5348 5347 5354
|
|
3 5348 5354 5355
|
|
3 5349 5356 5300
|
|
3 5355 5306 5357
|
|
3 5350 5349 5300
|
|
3 5350 5300 5301
|
|
3 5351 5350 5301
|
|
3 5351 5301 5302
|
|
3 5352 5351 5302
|
|
3 5352 5302 5303
|
|
3 5353 5352 5303
|
|
3 5353 5303 5304
|
|
3 5354 5353 5304
|
|
3 5354 5304 5305
|
|
3 5355 5354 5305
|
|
3 5355 5305 5306
|
|
3 5358 5360 5359
|
|
3 5359 5360 5361
|
|
3 5360 5362 5361
|
|
3 5361 5362 5363
|
|
3 5362 5364 5363
|
|
3 5363 5364 5365
|
|
3 5364 5366 5365
|
|
3 5365 5366 5367
|
|
3 5366 5368 5367
|
|
3 5367 5368 5369
|
|
3 5368 5370 5369
|
|
3 5369 5370 5371
|
|
3 5370 5372 5371
|
|
3 5371 5372 5373
|
|
3 5372 5358 5373
|
|
3 5373 5358 5359
|
|
3 5374 5376 5375
|
|
3 5375 5376 5377
|
|
3 5376 5378 5377
|
|
3 5377 5378 5379
|
|
3 5378 5380 5379
|
|
3 5379 5380 5381
|
|
3 5380 5382 5381
|
|
3 5381 5382 5383
|
|
3 5382 5384 5383
|
|
3 5383 5384 5385
|
|
3 5384 5386 5385
|
|
3 5385 5386 5387
|
|
3 5386 5388 5387
|
|
3 5387 5388 5389
|
|
3 5388 5374 5389
|
|
3 5389 5374 5375
|
|
3 5390 5392 5391
|
|
3 5391 5392 5393
|
|
3 5392 5394 5393
|
|
3 5393 5394 5395
|
|
3 5394 5396 5395
|
|
3 5395 5396 5397
|
|
3 5396 5398 5397
|
|
3 5397 5398 5399
|
|
3 5398 5400 5399
|
|
3 5399 5400 5401
|
|
3 5400 5402 5401
|
|
3 5401 5402 5403
|
|
3 5402 5404 5403
|
|
3 5403 5404 5405
|
|
3 5404 5390 5405
|
|
3 5405 5390 5391
|
|
3 5406 5407 5408
|
|
3 5406 5408 5409
|
|
3 5406 5409 5410
|
|
3 5406 5410 5411
|
|
3 5412 5413 5414
|
|
3 5412 5414 5415
|
|
3 5412 5415 5416
|
|
3 5412 5416 5417
|
|
3 5418 5419 5420
|
|
3 5418 5420 5421
|
|
3 5418 5421 5422
|
|
3 5418 5422 5423
|
|
3 5424 5425 5426
|
|
3 5424 5426 5427
|
|
3 5424 5427 5428
|
|
3 5424 5428 5429
|
|
3 5430 5431 5432
|
|
3 5430 5432 5433
|
|
3 5430 5433 5434
|
|
3 5430 5434 5435
|
|
3 5436 5492 5443
|
|
3 5442 5449 5493
|
|
3 5437 5436 5443
|
|
3 5437 5443 5444
|
|
3 5438 5437 5444
|
|
3 5438 5444 5445
|
|
3 5439 5438 5445
|
|
3 5439 5445 5446
|
|
3 5440 5439 5446
|
|
3 5440 5446 5447
|
|
3 5441 5440 5447
|
|
3 5441 5447 5448
|
|
3 5442 5441 5448
|
|
3 5442 5448 5449
|
|
3 5443 5492 5450
|
|
3 5449 5456 5493
|
|
3 5444 5443 5450
|
|
3 5444 5450 5451
|
|
3 5445 5444 5451
|
|
3 5445 5451 5452
|
|
3 5446 5445 5452
|
|
3 5446 5452 5453
|
|
3 5447 5446 5453
|
|
3 5447 5453 5454
|
|
3 5448 5447 5454
|
|
3 5448 5454 5455
|
|
3 5449 5448 5455
|
|
3 5449 5455 5456
|
|
3 5450 5492 5457
|
|
3 5456 5463 5493
|
|
3 5451 5450 5457
|
|
3 5451 5457 5458
|
|
3 5452 5451 5458
|
|
3 5452 5458 5459
|
|
3 5453 5452 5459
|
|
3 5453 5459 5460
|
|
3 5454 5453 5460
|
|
3 5454 5460 5461
|
|
3 5455 5454 5461
|
|
3 5455 5461 5462
|
|
3 5456 5455 5462
|
|
3 5456 5462 5463
|
|
3 5457 5492 5464
|
|
3 5463 5470 5493
|
|
3 5458 5457 5464
|
|
3 5458 5464 5465
|
|
3 5459 5458 5465
|
|
3 5459 5465 5466
|
|
3 5460 5459 5466
|
|
3 5460 5466 5467
|
|
3 5461 5460 5467
|
|
3 5461 5467 5468
|
|
3 5462 5461 5468
|
|
3 5462 5468 5469
|
|
3 5463 5462 5469
|
|
3 5463 5469 5470
|
|
3 5464 5492 5471
|
|
3 5470 5477 5493
|
|
3 5465 5464 5471
|
|
3 5465 5471 5472
|
|
3 5466 5465 5472
|
|
3 5466 5472 5473
|
|
3 5467 5466 5473
|
|
3 5467 5473 5474
|
|
3 5468 5467 5474
|
|
3 5468 5474 5475
|
|
3 5469 5468 5475
|
|
3 5469 5475 5476
|
|
3 5470 5469 5476
|
|
3 5470 5476 5477
|
|
3 5471 5492 5478
|
|
3 5477 5484 5493
|
|
3 5472 5471 5478
|
|
3 5472 5478 5479
|
|
3 5473 5472 5479
|
|
3 5473 5479 5480
|
|
3 5474 5473 5480
|
|
3 5474 5480 5481
|
|
3 5475 5474 5481
|
|
3 5475 5481 5482
|
|
3 5476 5475 5482
|
|
3 5476 5482 5483
|
|
3 5477 5476 5483
|
|
3 5477 5483 5484
|
|
3 5478 5492 5485
|
|
3 5484 5491 5493
|
|
3 5479 5478 5485
|
|
3 5479 5485 5486
|
|
3 5480 5479 5486
|
|
3 5480 5486 5487
|
|
3 5481 5480 5487
|
|
3 5481 5487 5488
|
|
3 5482 5481 5488
|
|
3 5482 5488 5489
|
|
3 5483 5482 5489
|
|
3 5483 5489 5490
|
|
3 5484 5483 5490
|
|
3 5484 5490 5491
|
|
3 5485 5492 5436
|
|
3 5491 5442 5493
|
|
3 5486 5485 5436
|
|
3 5486 5436 5437
|
|
3 5487 5486 5437
|
|
3 5487 5437 5438
|
|
3 5488 5487 5438
|
|
3 5488 5438 5439
|
|
3 5489 5488 5439
|
|
3 5489 5439 5440
|
|
3 5490 5489 5440
|
|
3 5490 5440 5441
|
|
3 5491 5490 5441
|
|
3 5491 5441 5442
|
|
3 5494 5496 5495
|
|
3 5495 5496 5497
|
|
3 5496 5498 5497
|
|
3 5497 5498 5499
|
|
3 5498 5500 5499
|
|
3 5499 5500 5501
|
|
3 5500 5502 5501
|
|
3 5501 5502 5503
|
|
3 5502 5504 5503
|
|
3 5503 5504 5505
|
|
3 5504 5506 5505
|
|
3 5505 5506 5507
|
|
3 5506 5508 5507
|
|
3 5507 5508 5509
|
|
3 5508 5494 5509
|
|
3 5509 5494 5495
|
|
3 5510 5512 5511
|
|
3 5511 5512 5513
|
|
3 5512 5514 5513
|
|
3 5513 5514 5515
|
|
3 5514 5516 5515
|
|
3 5515 5516 5517
|
|
3 5516 5518 5517
|
|
3 5517 5518 5519
|
|
3 5518 5520 5519
|
|
3 5519 5520 5521
|
|
3 5520 5522 5521
|
|
3 5521 5522 5523
|
|
3 5522 5524 5523
|
|
3 5523 5524 5525
|
|
3 5524 5510 5525
|
|
3 5525 5510 5511
|
|
3 5526 5528 5527
|
|
3 5527 5528 5529
|
|
3 5528 5530 5529
|
|
3 5529 5530 5531
|
|
3 5530 5532 5531
|
|
3 5531 5532 5533
|
|
3 5532 5534 5533
|
|
3 5533 5534 5535
|
|
3 5534 5536 5535
|
|
3 5535 5536 5537
|
|
3 5536 5538 5537
|
|
3 5537 5538 5539
|
|
3 5538 5540 5539
|
|
3 5539 5540 5541
|
|
3 5540 5526 5541
|
|
3 5541 5526 5527
|
|
3 5542 5543 5544
|
|
3 5542 5544 5545
|
|
3 5542 5545 5546
|
|
3 5542 5546 5547
|
|
3 5548 5549 5550
|
|
3 5548 5550 5551
|
|
3 5548 5551 5552
|
|
3 5548 5552 5553
|
|
3 5554 5555 5556
|
|
3 5554 5556 5557
|
|
3 5554 5557 5558
|
|
3 5554 5558 5559
|
|
3 5560 5561 5562
|
|
3 5560 5562 5563
|
|
3 5560 5563 5564
|
|
3 5560 5564 5565
|
|
3 5566 5567 5568
|
|
3 5566 5568 5569
|
|
3 5566 5569 5570
|
|
3 5566 5570 5571
|
|
3 5572 5628 5579
|
|
3 5578 5585 5629
|
|
3 5573 5572 5579
|
|
3 5573 5579 5580
|
|
3 5574 5573 5580
|
|
3 5574 5580 5581
|
|
3 5575 5574 5581
|
|
3 5575 5581 5582
|
|
3 5576 5575 5582
|
|
3 5576 5582 5583
|
|
3 5577 5576 5583
|
|
3 5577 5583 5584
|
|
3 5578 5577 5584
|
|
3 5578 5584 5585
|
|
3 5579 5628 5586
|
|
3 5585 5592 5629
|
|
3 5580 5579 5586
|
|
3 5580 5586 5587
|
|
3 5581 5580 5587
|
|
3 5581 5587 5588
|
|
3 5582 5581 5588
|
|
3 5582 5588 5589
|
|
3 5583 5582 5589
|
|
3 5583 5589 5590
|
|
3 5584 5583 5590
|
|
3 5584 5590 5591
|
|
3 5585 5584 5591
|
|
3 5585 5591 5592
|
|
3 5586 5628 5593
|
|
3 5592 5599 5629
|
|
3 5587 5586 5593
|
|
3 5587 5593 5594
|
|
3 5588 5587 5594
|
|
3 5588 5594 5595
|
|
3 5589 5588 5595
|
|
3 5589 5595 5596
|
|
3 5590 5589 5596
|
|
3 5590 5596 5597
|
|
3 5591 5590 5597
|
|
3 5591 5597 5598
|
|
3 5592 5591 5598
|
|
3 5592 5598 5599
|
|
3 5593 5628 5600
|
|
3 5599 5606 5629
|
|
3 5594 5593 5600
|
|
3 5594 5600 5601
|
|
3 5595 5594 5601
|
|
3 5595 5601 5602
|
|
3 5596 5595 5602
|
|
3 5596 5602 5603
|
|
3 5597 5596 5603
|
|
3 5597 5603 5604
|
|
3 5598 5597 5604
|
|
3 5598 5604 5605
|
|
3 5599 5598 5605
|
|
3 5599 5605 5606
|
|
3 5600 5628 5607
|
|
3 5606 5613 5629
|
|
3 5601 5600 5607
|
|
3 5601 5607 5608
|
|
3 5602 5601 5608
|
|
3 5602 5608 5609
|
|
3 5603 5602 5609
|
|
3 5603 5609 5610
|
|
3 5604 5603 5610
|
|
3 5604 5610 5611
|
|
3 5605 5604 5611
|
|
3 5605 5611 5612
|
|
3 5606 5605 5612
|
|
3 5606 5612 5613
|
|
3 5607 5628 5614
|
|
3 5613 5620 5629
|
|
3 5608 5607 5614
|
|
3 5608 5614 5615
|
|
3 5609 5608 5615
|
|
3 5609 5615 5616
|
|
3 5610 5609 5616
|
|
3 5610 5616 5617
|
|
3 5611 5610 5617
|
|
3 5611 5617 5618
|
|
3 5612 5611 5618
|
|
3 5612 5618 5619
|
|
3 5613 5612 5619
|
|
3 5613 5619 5620
|
|
3 5614 5628 5621
|
|
3 5620 5627 5629
|
|
3 5615 5614 5621
|
|
3 5615 5621 5622
|
|
3 5616 5615 5622
|
|
3 5616 5622 5623
|
|
3 5617 5616 5623
|
|
3 5617 5623 5624
|
|
3 5618 5617 5624
|
|
3 5618 5624 5625
|
|
3 5619 5618 5625
|
|
3 5619 5625 5626
|
|
3 5620 5619 5626
|
|
3 5620 5626 5627
|
|
3 5621 5628 5572
|
|
3 5627 5578 5629
|
|
3 5622 5621 5572
|
|
3 5622 5572 5573
|
|
3 5623 5622 5573
|
|
3 5623 5573 5574
|
|
3 5624 5623 5574
|
|
3 5624 5574 5575
|
|
3 5625 5624 5575
|
|
3 5625 5575 5576
|
|
3 5626 5625 5576
|
|
3 5626 5576 5577
|
|
3 5627 5626 5577
|
|
3 5627 5577 5578
|
|
3 5630 5632 5631
|
|
3 5631 5632 5633
|
|
3 5632 5634 5633
|
|
3 5633 5634 5635
|
|
3 5634 5636 5635
|
|
3 5635 5636 5637
|
|
3 5636 5638 5637
|
|
3 5637 5638 5639
|
|
3 5638 5640 5639
|
|
3 5639 5640 5641
|
|
3 5640 5642 5641
|
|
3 5641 5642 5643
|
|
3 5642 5644 5643
|
|
3 5643 5644 5645
|
|
3 5644 5630 5645
|
|
3 5645 5630 5631
|
|
3 5646 5648 5647
|
|
3 5647 5648 5649
|
|
3 5648 5650 5649
|
|
3 5649 5650 5651
|
|
3 5650 5652 5651
|
|
3 5651 5652 5653
|
|
3 5652 5654 5653
|
|
3 5653 5654 5655
|
|
3 5654 5656 5655
|
|
3 5655 5656 5657
|
|
3 5656 5658 5657
|
|
3 5657 5658 5659
|
|
3 5658 5660 5659
|
|
3 5659 5660 5661
|
|
3 5660 5646 5661
|
|
3 5661 5646 5647
|
|
3 5662 5664 5663
|
|
3 5663 5664 5665
|
|
3 5664 5666 5665
|
|
3 5665 5666 5667
|
|
3 5666 5668 5667
|
|
3 5667 5668 5669
|
|
3 5668 5670 5669
|
|
3 5669 5670 5671
|
|
3 5670 5672 5671
|
|
3 5671 5672 5673
|
|
3 5672 5674 5673
|
|
3 5673 5674 5675
|
|
3 5674 5676 5675
|
|
3 5675 5676 5677
|
|
3 5676 5662 5677
|
|
3 5677 5662 5663
|
|
3 5678 5679 5680
|
|
3 5678 5680 5681
|
|
3 5678 5681 5682
|
|
3 5678 5682 5683
|
|
3 5684 5685 5686
|
|
3 5684 5686 5687
|
|
3 5684 5687 5688
|
|
3 5684 5688 5689
|
|
3 5690 5691 5692
|
|
3 5690 5692 5693
|
|
3 5690 5693 5694
|
|
3 5690 5694 5695
|
|
3 5696 5697 5698
|
|
3 5696 5698 5699
|
|
3 5696 5699 5700
|
|
3 5696 5700 5701
|
|
3 5702 5703 5704
|
|
3 5702 5704 5705
|
|
3 5702 5705 5706
|
|
3 5702 5706 5707
|
|
3 5708 5764 5715
|
|
3 5714 5721 5765
|
|
3 5709 5708 5715
|
|
3 5709 5715 5716
|
|
3 5710 5709 5716
|
|
3 5710 5716 5717
|
|
3 5711 5710 5717
|
|
3 5711 5717 5718
|
|
3 5712 5711 5718
|
|
3 5712 5718 5719
|
|
3 5713 5712 5719
|
|
3 5713 5719 5720
|
|
3 5714 5713 5720
|
|
3 5714 5720 5721
|
|
3 5715 5764 5722
|
|
3 5721 5728 5765
|
|
3 5716 5715 5722
|
|
3 5716 5722 5723
|
|
3 5717 5716 5723
|
|
3 5717 5723 5724
|
|
3 5718 5717 5724
|
|
3 5718 5724 5725
|
|
3 5719 5718 5725
|
|
3 5719 5725 5726
|
|
3 5720 5719 5726
|
|
3 5720 5726 5727
|
|
3 5721 5720 5727
|
|
3 5721 5727 5728
|
|
3 5722 5764 5729
|
|
3 5728 5735 5765
|
|
3 5723 5722 5729
|
|
3 5723 5729 5730
|
|
3 5724 5723 5730
|
|
3 5724 5730 5731
|
|
3 5725 5724 5731
|
|
3 5725 5731 5732
|
|
3 5726 5725 5732
|
|
3 5726 5732 5733
|
|
3 5727 5726 5733
|
|
3 5727 5733 5734
|
|
3 5728 5727 5734
|
|
3 5728 5734 5735
|
|
3 5729 5764 5736
|
|
3 5735 5742 5765
|
|
3 5730 5729 5736
|
|
3 5730 5736 5737
|
|
3 5731 5730 5737
|
|
3 5731 5737 5738
|
|
3 5732 5731 5738
|
|
3 5732 5738 5739
|
|
3 5733 5732 5739
|
|
3 5733 5739 5740
|
|
3 5734 5733 5740
|
|
3 5734 5740 5741
|
|
3 5735 5734 5741
|
|
3 5735 5741 5742
|
|
3 5736 5764 5743
|
|
3 5742 5749 5765
|
|
3 5737 5736 5743
|
|
3 5737 5743 5744
|
|
3 5738 5737 5744
|
|
3 5738 5744 5745
|
|
3 5739 5738 5745
|
|
3 5739 5745 5746
|
|
3 5740 5739 5746
|
|
3 5740 5746 5747
|
|
3 5741 5740 5747
|
|
3 5741 5747 5748
|
|
3 5742 5741 5748
|
|
3 5742 5748 5749
|
|
3 5743 5764 5750
|
|
3 5749 5756 5765
|
|
3 5744 5743 5750
|
|
3 5744 5750 5751
|
|
3 5745 5744 5751
|
|
3 5745 5751 5752
|
|
3 5746 5745 5752
|
|
3 5746 5752 5753
|
|
3 5747 5746 5753
|
|
3 5747 5753 5754
|
|
3 5748 5747 5754
|
|
3 5748 5754 5755
|
|
3 5749 5748 5755
|
|
3 5749 5755 5756
|
|
3 5750 5764 5757
|
|
3 5756 5763 5765
|
|
3 5751 5750 5757
|
|
3 5751 5757 5758
|
|
3 5752 5751 5758
|
|
3 5752 5758 5759
|
|
3 5753 5752 5759
|
|
3 5753 5759 5760
|
|
3 5754 5753 5760
|
|
3 5754 5760 5761
|
|
3 5755 5754 5761
|
|
3 5755 5761 5762
|
|
3 5756 5755 5762
|
|
3 5756 5762 5763
|
|
3 5757 5764 5708
|
|
3 5763 5714 5765
|
|
3 5758 5757 5708
|
|
3 5758 5708 5709
|
|
3 5759 5758 5709
|
|
3 5759 5709 5710
|
|
3 5760 5759 5710
|
|
3 5760 5710 5711
|
|
3 5761 5760 5711
|
|
3 5761 5711 5712
|
|
3 5762 5761 5712
|
|
3 5762 5712 5713
|
|
3 5763 5762 5713
|
|
3 5763 5713 5714
|
|
3 5766 5768 5767
|
|
3 5767 5768 5769
|
|
3 5768 5770 5769
|
|
3 5769 5770 5771
|
|
3 5770 5772 5771
|
|
3 5771 5772 5773
|
|
3 5772 5774 5773
|
|
3 5773 5774 5775
|
|
3 5774 5776 5775
|
|
3 5775 5776 5777
|
|
3 5776 5778 5777
|
|
3 5777 5778 5779
|
|
3 5778 5780 5779
|
|
3 5779 5780 5781
|
|
3 5780 5766 5781
|
|
3 5781 5766 5767
|
|
3 5782 5784 5783
|
|
3 5783 5784 5785
|
|
3 5784 5786 5785
|
|
3 5785 5786 5787
|
|
3 5786 5788 5787
|
|
3 5787 5788 5789
|
|
3 5788 5790 5789
|
|
3 5789 5790 5791
|
|
3 5790 5792 5791
|
|
3 5791 5792 5793
|
|
3 5792 5794 5793
|
|
3 5793 5794 5795
|
|
3 5794 5796 5795
|
|
3 5795 5796 5797
|
|
3 5796 5782 5797
|
|
3 5797 5782 5783
|
|
3 5798 5800 5799
|
|
3 5799 5800 5801
|
|
3 5800 5802 5801
|
|
3 5801 5802 5803
|
|
3 5802 5804 5803
|
|
3 5803 5804 5805
|
|
3 5804 5806 5805
|
|
3 5805 5806 5807
|
|
3 5806 5808 5807
|
|
3 5807 5808 5809
|
|
3 5808 5810 5809
|
|
3 5809 5810 5811
|
|
3 5810 5812 5811
|
|
3 5811 5812 5813
|
|
3 5812 5798 5813
|
|
3 5813 5798 5799
|
|
3 5814 5815 5816
|
|
3 5814 5816 5817
|
|
3 5814 5817 5818
|
|
3 5814 5818 5819
|
|
3 5820 5821 5822
|
|
3 5820 5822 5823
|
|
3 5820 5823 5824
|
|
3 5820 5824 5825
|
|
3 5826 5827 5828
|
|
3 5826 5828 5829
|
|
3 5826 5829 5830
|
|
3 5826 5830 5831
|
|
3 5832 5833 5834
|
|
3 5832 5834 5835
|
|
3 5832 5835 5836
|
|
3 5832 5836 5837
|
|
3 5838 5839 5840
|
|
3 5838 5840 5841
|
|
3 5838 5841 5842
|
|
3 5838 5842 5843
|
|
3 5844 5900 5851
|
|
3 5850 5857 5901
|
|
3 5845 5844 5851
|
|
3 5845 5851 5852
|
|
3 5846 5845 5852
|
|
3 5846 5852 5853
|
|
3 5847 5846 5853
|
|
3 5847 5853 5854
|
|
3 5848 5847 5854
|
|
3 5848 5854 5855
|
|
3 5849 5848 5855
|
|
3 5849 5855 5856
|
|
3 5850 5849 5856
|
|
3 5850 5856 5857
|
|
3 5851 5900 5858
|
|
3 5857 5864 5901
|
|
3 5852 5851 5858
|
|
3 5852 5858 5859
|
|
3 5853 5852 5859
|
|
3 5853 5859 5860
|
|
3 5854 5853 5860
|
|
3 5854 5860 5861
|
|
3 5855 5854 5861
|
|
3 5855 5861 5862
|
|
3 5856 5855 5862
|
|
3 5856 5862 5863
|
|
3 5857 5856 5863
|
|
3 5857 5863 5864
|
|
3 5858 5900 5865
|
|
3 5864 5871 5901
|
|
3 5859 5858 5865
|
|
3 5859 5865 5866
|
|
3 5860 5859 5866
|
|
3 5860 5866 5867
|
|
3 5861 5860 5867
|
|
3 5861 5867 5868
|
|
3 5862 5861 5868
|
|
3 5862 5868 5869
|
|
3 5863 5862 5869
|
|
3 5863 5869 5870
|
|
3 5864 5863 5870
|
|
3 5864 5870 5871
|
|
3 5865 5900 5872
|
|
3 5871 5878 5901
|
|
3 5866 5865 5872
|
|
3 5866 5872 5873
|
|
3 5867 5866 5873
|
|
3 5867 5873 5874
|
|
3 5868 5867 5874
|
|
3 5868 5874 5875
|
|
3 5869 5868 5875
|
|
3 5869 5875 5876
|
|
3 5870 5869 5876
|
|
3 5870 5876 5877
|
|
3 5871 5870 5877
|
|
3 5871 5877 5878
|
|
3 5872 5900 5879
|
|
3 5878 5885 5901
|
|
3 5873 5872 5879
|
|
3 5873 5879 5880
|
|
3 5874 5873 5880
|
|
3 5874 5880 5881
|
|
3 5875 5874 5881
|
|
3 5875 5881 5882
|
|
3 5876 5875 5882
|
|
3 5876 5882 5883
|
|
3 5877 5876 5883
|
|
3 5877 5883 5884
|
|
3 5878 5877 5884
|
|
3 5878 5884 5885
|
|
3 5879 5900 5886
|
|
3 5885 5892 5901
|
|
3 5880 5879 5886
|
|
3 5880 5886 5887
|
|
3 5881 5880 5887
|
|
3 5881 5887 5888
|
|
3 5882 5881 5888
|
|
3 5882 5888 5889
|
|
3 5883 5882 5889
|
|
3 5883 5889 5890
|
|
3 5884 5883 5890
|
|
3 5884 5890 5891
|
|
3 5885 5884 5891
|
|
3 5885 5891 5892
|
|
3 5886 5900 5893
|
|
3 5892 5899 5901
|
|
3 5887 5886 5893
|
|
3 5887 5893 5894
|
|
3 5888 5887 5894
|
|
3 5888 5894 5895
|
|
3 5889 5888 5895
|
|
3 5889 5895 5896
|
|
3 5890 5889 5896
|
|
3 5890 5896 5897
|
|
3 5891 5890 5897
|
|
3 5891 5897 5898
|
|
3 5892 5891 5898
|
|
3 5892 5898 5899
|
|
3 5893 5900 5844
|
|
3 5899 5850 5901
|
|
3 5894 5893 5844
|
|
3 5894 5844 5845
|
|
3 5895 5894 5845
|
|
3 5895 5845 5846
|
|
3 5896 5895 5846
|
|
3 5896 5846 5847
|
|
3 5897 5896 5847
|
|
3 5897 5847 5848
|
|
3 5898 5897 5848
|
|
3 5898 5848 5849
|
|
3 5899 5898 5849
|
|
3 5899 5849 5850
|
|
3 5902 5904 5903
|
|
3 5903 5904 5905
|
|
3 5904 5906 5905
|
|
3 5905 5906 5907
|
|
3 5906 5908 5907
|
|
3 5907 5908 5909
|
|
3 5908 5910 5909
|
|
3 5909 5910 5911
|
|
3 5910 5912 5911
|
|
3 5911 5912 5913
|
|
3 5912 5914 5913
|
|
3 5913 5914 5915
|
|
3 5914 5916 5915
|
|
3 5915 5916 5917
|
|
3 5916 5902 5917
|
|
3 5917 5902 5903
|
|
3 5918 5920 5919
|
|
3 5919 5920 5921
|
|
3 5920 5922 5921
|
|
3 5921 5922 5923
|
|
3 5922 5924 5923
|
|
3 5923 5924 5925
|
|
3 5924 5926 5925
|
|
3 5925 5926 5927
|
|
3 5926 5928 5927
|
|
3 5927 5928 5929
|
|
3 5928 5930 5929
|
|
3 5929 5930 5931
|
|
3 5930 5932 5931
|
|
3 5931 5932 5933
|
|
3 5932 5918 5933
|
|
3 5933 5918 5919
|
|
3 5934 5936 5935
|
|
3 5935 5936 5937
|
|
3 5936 5938 5937
|
|
3 5937 5938 5939
|
|
3 5938 5940 5939
|
|
3 5939 5940 5941
|
|
3 5940 5942 5941
|
|
3 5941 5942 5943
|
|
3 5942 5944 5943
|
|
3 5943 5944 5945
|
|
3 5944 5946 5945
|
|
3 5945 5946 5947
|
|
3 5946 5948 5947
|
|
3 5947 5948 5949
|
|
3 5948 5934 5949
|
|
3 5949 5934 5935
|
|
3 5950 5951 5952
|
|
3 5950 5952 5953
|
|
3 5950 5953 5954
|
|
3 5950 5954 5955
|
|
3 5956 5957 5958
|
|
3 5956 5958 5959
|
|
3 5956 5959 5960
|
|
3 5956 5960 5961
|
|
3 5962 5963 5964
|
|
3 5962 5964 5965
|
|
3 5962 5965 5966
|
|
3 5962 5966 5967
|
|
3 5968 5969 5970
|
|
3 5968 5970 5971
|
|
3 5968 5971 5972
|
|
3 5968 5972 5973
|
|
3 5974 5975 5976
|
|
3 5974 5976 5977
|
|
3 5974 5977 5978
|
|
3 5974 5978 5979
|
|
3 5980 6036 5987
|
|
3 5986 5993 6037
|
|
3 5981 5980 5987
|
|
3 5981 5987 5988
|
|
3 5982 5981 5988
|
|
3 5982 5988 5989
|
|
3 5983 5982 5989
|
|
3 5983 5989 5990
|
|
3 5984 5983 5990
|
|
3 5984 5990 5991
|
|
3 5985 5984 5991
|
|
3 5985 5991 5992
|
|
3 5986 5985 5992
|
|
3 5986 5992 5993
|
|
3 5987 6036 5994
|
|
3 5993 6000 6037
|
|
3 5988 5987 5994
|
|
3 5988 5994 5995
|
|
3 5989 5988 5995
|
|
3 5989 5995 5996
|
|
3 5990 5989 5996
|
|
3 5990 5996 5997
|
|
3 5991 5990 5997
|
|
3 5991 5997 5998
|
|
3 5992 5991 5998
|
|
3 5992 5998 5999
|
|
3 5993 5992 5999
|
|
3 5993 5999 6000
|
|
3 5994 6036 6001
|
|
3 6000 6007 6037
|
|
3 5995 5994 6001
|
|
3 5995 6001 6002
|
|
3 5996 5995 6002
|
|
3 5996 6002 6003
|
|
3 5997 5996 6003
|
|
3 5997 6003 6004
|
|
3 5998 5997 6004
|
|
3 5998 6004 6005
|
|
3 5999 5998 6005
|
|
3 5999 6005 6006
|
|
3 6000 5999 6006
|
|
3 6000 6006 6007
|
|
3 6001 6036 6008
|
|
3 6007 6014 6037
|
|
3 6002 6001 6008
|
|
3 6002 6008 6009
|
|
3 6003 6002 6009
|
|
3 6003 6009 6010
|
|
3 6004 6003 6010
|
|
3 6004 6010 6011
|
|
3 6005 6004 6011
|
|
3 6005 6011 6012
|
|
3 6006 6005 6012
|
|
3 6006 6012 6013
|
|
3 6007 6006 6013
|
|
3 6007 6013 6014
|
|
3 6008 6036 6015
|
|
3 6014 6021 6037
|
|
3 6009 6008 6015
|
|
3 6009 6015 6016
|
|
3 6010 6009 6016
|
|
3 6010 6016 6017
|
|
3 6011 6010 6017
|
|
3 6011 6017 6018
|
|
3 6012 6011 6018
|
|
3 6012 6018 6019
|
|
3 6013 6012 6019
|
|
3 6013 6019 6020
|
|
3 6014 6013 6020
|
|
3 6014 6020 6021
|
|
3 6015 6036 6022
|
|
3 6021 6028 6037
|
|
3 6016 6015 6022
|
|
3 6016 6022 6023
|
|
3 6017 6016 6023
|
|
3 6017 6023 6024
|
|
3 6018 6017 6024
|
|
3 6018 6024 6025
|
|
3 6019 6018 6025
|
|
3 6019 6025 6026
|
|
3 6020 6019 6026
|
|
3 6020 6026 6027
|
|
3 6021 6020 6027
|
|
3 6021 6027 6028
|
|
3 6022 6036 6029
|
|
3 6028 6035 6037
|
|
3 6023 6022 6029
|
|
3 6023 6029 6030
|
|
3 6024 6023 6030
|
|
3 6024 6030 6031
|
|
3 6025 6024 6031
|
|
3 6025 6031 6032
|
|
3 6026 6025 6032
|
|
3 6026 6032 6033
|
|
3 6027 6026 6033
|
|
3 6027 6033 6034
|
|
3 6028 6027 6034
|
|
3 6028 6034 6035
|
|
3 6029 6036 5980
|
|
3 6035 5986 6037
|
|
3 6030 6029 5980
|
|
3 6030 5980 5981
|
|
3 6031 6030 5981
|
|
3 6031 5981 5982
|
|
3 6032 6031 5982
|
|
3 6032 5982 5983
|
|
3 6033 6032 5983
|
|
3 6033 5983 5984
|
|
3 6034 6033 5984
|
|
3 6034 5984 5985
|
|
3 6035 6034 5985
|
|
3 6035 5985 5986
|
|
3 6038 6040 6039
|
|
3 6039 6040 6041
|
|
3 6040 6042 6041
|
|
3 6041 6042 6043
|
|
3 6042 6044 6043
|
|
3 6043 6044 6045
|
|
3 6044 6046 6045
|
|
3 6045 6046 6047
|
|
3 6046 6048 6047
|
|
3 6047 6048 6049
|
|
3 6048 6050 6049
|
|
3 6049 6050 6051
|
|
3 6050 6052 6051
|
|
3 6051 6052 6053
|
|
3 6052 6038 6053
|
|
3 6053 6038 6039
|
|
3 6054 6056 6055
|
|
3 6055 6056 6057
|
|
3 6056 6058 6057
|
|
3 6057 6058 6059
|
|
3 6058 6060 6059
|
|
3 6059 6060 6061
|
|
3 6060 6062 6061
|
|
3 6061 6062 6063
|
|
3 6062 6064 6063
|
|
3 6063 6064 6065
|
|
3 6064 6066 6065
|
|
3 6065 6066 6067
|
|
3 6066 6068 6067
|
|
3 6067 6068 6069
|
|
3 6068 6054 6069
|
|
3 6069 6054 6055
|
|
3 6070 6072 6071
|
|
3 6071 6072 6073
|
|
3 6072 6074 6073
|
|
3 6073 6074 6075
|
|
3 6074 6076 6075
|
|
3 6075 6076 6077
|
|
3 6076 6078 6077
|
|
3 6077 6078 6079
|
|
3 6078 6080 6079
|
|
3 6079 6080 6081
|
|
3 6080 6082 6081
|
|
3 6081 6082 6083
|
|
3 6082 6084 6083
|
|
3 6083 6084 6085
|
|
3 6084 6070 6085
|
|
3 6085 6070 6071
|
|
3 6086 6087 6088
|
|
3 6086 6088 6089
|
|
3 6086 6089 6090
|
|
3 6086 6090 6091
|
|
3 6092 6093 6094
|
|
3 6092 6094 6095
|
|
3 6092 6095 6096
|
|
3 6092 6096 6097
|
|
3 6098 6099 6100
|
|
3 6098 6100 6101
|
|
3 6098 6101 6102
|
|
3 6098 6102 6103
|
|
3 6104 6105 6106
|
|
3 6104 6106 6107
|
|
3 6104 6107 6108
|
|
3 6104 6108 6109
|
|
3 6110 6111 6112
|
|
3 6110 6112 6113
|
|
3 6110 6113 6114
|
|
3 6110 6114 6115
|
|
3 6116 6172 6123
|
|
3 6122 6129 6173
|
|
3 6117 6116 6123
|
|
3 6117 6123 6124
|
|
3 6118 6117 6124
|
|
3 6118 6124 6125
|
|
3 6119 6118 6125
|
|
3 6119 6125 6126
|
|
3 6120 6119 6126
|
|
3 6120 6126 6127
|
|
3 6121 6120 6127
|
|
3 6121 6127 6128
|
|
3 6122 6121 6128
|
|
3 6122 6128 6129
|
|
3 6123 6172 6130
|
|
3 6129 6136 6173
|
|
3 6124 6123 6130
|
|
3 6124 6130 6131
|
|
3 6125 6124 6131
|
|
3 6125 6131 6132
|
|
3 6126 6125 6132
|
|
3 6126 6132 6133
|
|
3 6127 6126 6133
|
|
3 6127 6133 6134
|
|
3 6128 6127 6134
|
|
3 6128 6134 6135
|
|
3 6129 6128 6135
|
|
3 6129 6135 6136
|
|
3 6130 6172 6137
|
|
3 6136 6143 6173
|
|
3 6131 6130 6137
|
|
3 6131 6137 6138
|
|
3 6132 6131 6138
|
|
3 6132 6138 6139
|
|
3 6133 6132 6139
|
|
3 6133 6139 6140
|
|
3 6134 6133 6140
|
|
3 6134 6140 6141
|
|
3 6135 6134 6141
|
|
3 6135 6141 6142
|
|
3 6136 6135 6142
|
|
3 6136 6142 6143
|
|
3 6137 6172 6144
|
|
3 6143 6150 6173
|
|
3 6138 6137 6144
|
|
3 6138 6144 6145
|
|
3 6139 6138 6145
|
|
3 6139 6145 6146
|
|
3 6140 6139 6146
|
|
3 6140 6146 6147
|
|
3 6141 6140 6147
|
|
3 6141 6147 6148
|
|
3 6142 6141 6148
|
|
3 6142 6148 6149
|
|
3 6143 6142 6149
|
|
3 6143 6149 6150
|
|
3 6144 6172 6151
|
|
3 6150 6157 6173
|
|
3 6145 6144 6151
|
|
3 6145 6151 6152
|
|
3 6146 6145 6152
|
|
3 6146 6152 6153
|
|
3 6147 6146 6153
|
|
3 6147 6153 6154
|
|
3 6148 6147 6154
|
|
3 6148 6154 6155
|
|
3 6149 6148 6155
|
|
3 6149 6155 6156
|
|
3 6150 6149 6156
|
|
3 6150 6156 6157
|
|
3 6151 6172 6158
|
|
3 6157 6164 6173
|
|
3 6152 6151 6158
|
|
3 6152 6158 6159
|
|
3 6153 6152 6159
|
|
3 6153 6159 6160
|
|
3 6154 6153 6160
|
|
3 6154 6160 6161
|
|
3 6155 6154 6161
|
|
3 6155 6161 6162
|
|
3 6156 6155 6162
|
|
3 6156 6162 6163
|
|
3 6157 6156 6163
|
|
3 6157 6163 6164
|
|
3 6158 6172 6165
|
|
3 6164 6171 6173
|
|
3 6159 6158 6165
|
|
3 6159 6165 6166
|
|
3 6160 6159 6166
|
|
3 6160 6166 6167
|
|
3 6161 6160 6167
|
|
3 6161 6167 6168
|
|
3 6162 6161 6168
|
|
3 6162 6168 6169
|
|
3 6163 6162 6169
|
|
3 6163 6169 6170
|
|
3 6164 6163 6170
|
|
3 6164 6170 6171
|
|
3 6165 6172 6116
|
|
3 6171 6122 6173
|
|
3 6166 6165 6116
|
|
3 6166 6116 6117
|
|
3 6167 6166 6117
|
|
3 6167 6117 6118
|
|
3 6168 6167 6118
|
|
3 6168 6118 6119
|
|
3 6169 6168 6119
|
|
3 6169 6119 6120
|
|
3 6170 6169 6120
|
|
3 6170 6120 6121
|
|
3 6171 6170 6121
|
|
3 6171 6121 6122
|
|
3 6174 6176 6175
|
|
3 6175 6176 6177
|
|
3 6176 6178 6177
|
|
3 6177 6178 6179
|
|
3 6178 6180 6179
|
|
3 6179 6180 6181
|
|
3 6180 6182 6181
|
|
3 6181 6182 6183
|
|
3 6182 6184 6183
|
|
3 6183 6184 6185
|
|
3 6184 6186 6185
|
|
3 6185 6186 6187
|
|
3 6186 6188 6187
|
|
3 6187 6188 6189
|
|
3 6188 6174 6189
|
|
3 6189 6174 6175
|
|
3 6190 6192 6191
|
|
3 6191 6192 6193
|
|
3 6192 6194 6193
|
|
3 6193 6194 6195
|
|
3 6194 6196 6195
|
|
3 6195 6196 6197
|
|
3 6196 6198 6197
|
|
3 6197 6198 6199
|
|
3 6198 6200 6199
|
|
3 6199 6200 6201
|
|
3 6200 6202 6201
|
|
3 6201 6202 6203
|
|
3 6202 6204 6203
|
|
3 6203 6204 6205
|
|
3 6204 6190 6205
|
|
3 6205 6190 6191
|
|
3 6206 6208 6207
|
|
3 6207 6208 6209
|
|
3 6208 6210 6209
|
|
3 6209 6210 6211
|
|
3 6210 6212 6211
|
|
3 6211 6212 6213
|
|
3 6212 6214 6213
|
|
3 6213 6214 6215
|
|
3 6214 6216 6215
|
|
3 6215 6216 6217
|
|
3 6216 6218 6217
|
|
3 6217 6218 6219
|
|
3 6218 6220 6219
|
|
3 6219 6220 6221
|
|
3 6220 6206 6221
|
|
3 6221 6206 6207
|
|
3 6222 6223 6224
|
|
3 6222 6224 6225
|
|
3 6222 6225 6226
|
|
3 6222 6226 6227
|
|
3 6228 6229 6230
|
|
3 6228 6230 6231
|
|
3 6228 6231 6232
|
|
3 6228 6232 6233
|
|
3 6234 6235 6236
|
|
3 6234 6236 6237
|
|
3 6234 6237 6238
|
|
3 6234 6238 6239
|
|
3 6240 6241 6242
|
|
3 6240 6242 6243
|
|
3 6240 6243 6244
|
|
3 6240 6244 6245
|
|
3 6246 6247 6248
|
|
3 6246 6248 6249
|
|
3 6246 6249 6250
|
|
3 6246 6250 6251
|
|
3 6252 6308 6259
|
|
3 6258 6265 6309
|
|
3 6253 6252 6259
|
|
3 6253 6259 6260
|
|
3 6254 6253 6260
|
|
3 6254 6260 6261
|
|
3 6255 6254 6261
|
|
3 6255 6261 6262
|
|
3 6256 6255 6262
|
|
3 6256 6262 6263
|
|
3 6257 6256 6263
|
|
3 6257 6263 6264
|
|
3 6258 6257 6264
|
|
3 6258 6264 6265
|
|
3 6259 6308 6266
|
|
3 6265 6272 6309
|
|
3 6260 6259 6266
|
|
3 6260 6266 6267
|
|
3 6261 6260 6267
|
|
3 6261 6267 6268
|
|
3 6262 6261 6268
|
|
3 6262 6268 6269
|
|
3 6263 6262 6269
|
|
3 6263 6269 6270
|
|
3 6264 6263 6270
|
|
3 6264 6270 6271
|
|
3 6265 6264 6271
|
|
3 6265 6271 6272
|
|
3 6266 6308 6273
|
|
3 6272 6279 6309
|
|
3 6267 6266 6273
|
|
3 6267 6273 6274
|
|
3 6268 6267 6274
|
|
3 6268 6274 6275
|
|
3 6269 6268 6275
|
|
3 6269 6275 6276
|
|
3 6270 6269 6276
|
|
3 6270 6276 6277
|
|
3 6271 6270 6277
|
|
3 6271 6277 6278
|
|
3 6272 6271 6278
|
|
3 6272 6278 6279
|
|
3 6273 6308 6280
|
|
3 6279 6286 6309
|
|
3 6274 6273 6280
|
|
3 6274 6280 6281
|
|
3 6275 6274 6281
|
|
3 6275 6281 6282
|
|
3 6276 6275 6282
|
|
3 6276 6282 6283
|
|
3 6277 6276 6283
|
|
3 6277 6283 6284
|
|
3 6278 6277 6284
|
|
3 6278 6284 6285
|
|
3 6279 6278 6285
|
|
3 6279 6285 6286
|
|
3 6280 6308 6287
|
|
3 6286 6293 6309
|
|
3 6281 6280 6287
|
|
3 6281 6287 6288
|
|
3 6282 6281 6288
|
|
3 6282 6288 6289
|
|
3 6283 6282 6289
|
|
3 6283 6289 6290
|
|
3 6284 6283 6290
|
|
3 6284 6290 6291
|
|
3 6285 6284 6291
|
|
3 6285 6291 6292
|
|
3 6286 6285 6292
|
|
3 6286 6292 6293
|
|
3 6287 6308 6294
|
|
3 6293 6300 6309
|
|
3 6288 6287 6294
|
|
3 6288 6294 6295
|
|
3 6289 6288 6295
|
|
3 6289 6295 6296
|
|
3 6290 6289 6296
|
|
3 6290 6296 6297
|
|
3 6291 6290 6297
|
|
3 6291 6297 6298
|
|
3 6292 6291 6298
|
|
3 6292 6298 6299
|
|
3 6293 6292 6299
|
|
3 6293 6299 6300
|
|
3 6294 6308 6301
|
|
3 6300 6307 6309
|
|
3 6295 6294 6301
|
|
3 6295 6301 6302
|
|
3 6296 6295 6302
|
|
3 6296 6302 6303
|
|
3 6297 6296 6303
|
|
3 6297 6303 6304
|
|
3 6298 6297 6304
|
|
3 6298 6304 6305
|
|
3 6299 6298 6305
|
|
3 6299 6305 6306
|
|
3 6300 6299 6306
|
|
3 6300 6306 6307
|
|
3 6301 6308 6252
|
|
3 6307 6258 6309
|
|
3 6302 6301 6252
|
|
3 6302 6252 6253
|
|
3 6303 6302 6253
|
|
3 6303 6253 6254
|
|
3 6304 6303 6254
|
|
3 6304 6254 6255
|
|
3 6305 6304 6255
|
|
3 6305 6255 6256
|
|
3 6306 6305 6256
|
|
3 6306 6256 6257
|
|
3 6307 6306 6257
|
|
3 6307 6257 6258
|
|
3 6310 6312 6311
|
|
3 6311 6312 6313
|
|
3 6312 6314 6313
|
|
3 6313 6314 6315
|
|
3 6314 6316 6315
|
|
3 6315 6316 6317
|
|
3 6316 6318 6317
|
|
3 6317 6318 6319
|
|
3 6318 6320 6319
|
|
3 6319 6320 6321
|
|
3 6320 6322 6321
|
|
3 6321 6322 6323
|
|
3 6322 6324 6323
|
|
3 6323 6324 6325
|
|
3 6324 6310 6325
|
|
3 6325 6310 6311
|
|
3 6326 6328 6327
|
|
3 6327 6328 6329
|
|
3 6328 6330 6329
|
|
3 6329 6330 6331
|
|
3 6330 6332 6331
|
|
3 6331 6332 6333
|
|
3 6332 6334 6333
|
|
3 6333 6334 6335
|
|
3 6334 6336 6335
|
|
3 6335 6336 6337
|
|
3 6336 6338 6337
|
|
3 6337 6338 6339
|
|
3 6338 6340 6339
|
|
3 6339 6340 6341
|
|
3 6340 6326 6341
|
|
3 6341 6326 6327
|
|
3 6342 6344 6343
|
|
3 6343 6344 6345
|
|
3 6344 6346 6345
|
|
3 6345 6346 6347
|
|
3 6346 6348 6347
|
|
3 6347 6348 6349
|
|
3 6348 6350 6349
|
|
3 6349 6350 6351
|
|
3 6350 6352 6351
|
|
3 6351 6352 6353
|
|
3 6352 6354 6353
|
|
3 6353 6354 6355
|
|
3 6354 6356 6355
|
|
3 6355 6356 6357
|
|
3 6356 6342 6357
|
|
3 6357 6342 6343
|
|
3 6358 6359 6360
|
|
3 6358 6360 6361
|
|
3 6358 6361 6362
|
|
3 6358 6362 6363
|
|
3 6364 6365 6366
|
|
3 6364 6366 6367
|
|
3 6364 6367 6368
|
|
3 6364 6368 6369
|
|
3 6370 6371 6372
|
|
3 6370 6372 6373
|
|
3 6370 6373 6374
|
|
3 6370 6374 6375
|
|
3 6376 6377 6378
|
|
3 6376 6378 6379
|
|
3 6376 6379 6380
|
|
3 6376 6380 6381
|
|
3 6382 6383 6384
|
|
3 6382 6384 6385
|
|
3 6382 6385 6386
|
|
3 6382 6386 6387
|
|
3 6388 6444 6395
|
|
3 6394 6401 6445
|
|
3 6389 6388 6395
|
|
3 6389 6395 6396
|
|
3 6390 6389 6396
|
|
3 6390 6396 6397
|
|
3 6391 6390 6397
|
|
3 6391 6397 6398
|
|
3 6392 6391 6398
|
|
3 6392 6398 6399
|
|
3 6393 6392 6399
|
|
3 6393 6399 6400
|
|
3 6394 6393 6400
|
|
3 6394 6400 6401
|
|
3 6395 6444 6402
|
|
3 6401 6408 6445
|
|
3 6396 6395 6402
|
|
3 6396 6402 6403
|
|
3 6397 6396 6403
|
|
3 6397 6403 6404
|
|
3 6398 6397 6404
|
|
3 6398 6404 6405
|
|
3 6399 6398 6405
|
|
3 6399 6405 6406
|
|
3 6400 6399 6406
|
|
3 6400 6406 6407
|
|
3 6401 6400 6407
|
|
3 6401 6407 6408
|
|
3 6402 6444 6409
|
|
3 6408 6415 6445
|
|
3 6403 6402 6409
|
|
3 6403 6409 6410
|
|
3 6404 6403 6410
|
|
3 6404 6410 6411
|
|
3 6405 6404 6411
|
|
3 6405 6411 6412
|
|
3 6406 6405 6412
|
|
3 6406 6412 6413
|
|
3 6407 6406 6413
|
|
3 6407 6413 6414
|
|
3 6408 6407 6414
|
|
3 6408 6414 6415
|
|
3 6409 6444 6416
|
|
3 6415 6422 6445
|
|
3 6410 6409 6416
|
|
3 6410 6416 6417
|
|
3 6411 6410 6417
|
|
3 6411 6417 6418
|
|
3 6412 6411 6418
|
|
3 6412 6418 6419
|
|
3 6413 6412 6419
|
|
3 6413 6419 6420
|
|
3 6414 6413 6420
|
|
3 6414 6420 6421
|
|
3 6415 6414 6421
|
|
3 6415 6421 6422
|
|
3 6416 6444 6423
|
|
3 6422 6429 6445
|
|
3 6417 6416 6423
|
|
3 6417 6423 6424
|
|
3 6418 6417 6424
|
|
3 6418 6424 6425
|
|
3 6419 6418 6425
|
|
3 6419 6425 6426
|
|
3 6420 6419 6426
|
|
3 6420 6426 6427
|
|
3 6421 6420 6427
|
|
3 6421 6427 6428
|
|
3 6422 6421 6428
|
|
3 6422 6428 6429
|
|
3 6423 6444 6430
|
|
3 6429 6436 6445
|
|
3 6424 6423 6430
|
|
3 6424 6430 6431
|
|
3 6425 6424 6431
|
|
3 6425 6431 6432
|
|
3 6426 6425 6432
|
|
3 6426 6432 6433
|
|
3 6427 6426 6433
|
|
3 6427 6433 6434
|
|
3 6428 6427 6434
|
|
3 6428 6434 6435
|
|
3 6429 6428 6435
|
|
3 6429 6435 6436
|
|
3 6430 6444 6437
|
|
3 6436 6443 6445
|
|
3 6431 6430 6437
|
|
3 6431 6437 6438
|
|
3 6432 6431 6438
|
|
3 6432 6438 6439
|
|
3 6433 6432 6439
|
|
3 6433 6439 6440
|
|
3 6434 6433 6440
|
|
3 6434 6440 6441
|
|
3 6435 6434 6441
|
|
3 6435 6441 6442
|
|
3 6436 6435 6442
|
|
3 6436 6442 6443
|
|
3 6437 6444 6388
|
|
3 6443 6394 6445
|
|
3 6438 6437 6388
|
|
3 6438 6388 6389
|
|
3 6439 6438 6389
|
|
3 6439 6389 6390
|
|
3 6440 6439 6390
|
|
3 6440 6390 6391
|
|
3 6441 6440 6391
|
|
3 6441 6391 6392
|
|
3 6442 6441 6392
|
|
3 6442 6392 6393
|
|
3 6443 6442 6393
|
|
3 6443 6393 6394
|
|
3 6446 6448 6447
|
|
3 6447 6448 6449
|
|
3 6448 6450 6449
|
|
3 6449 6450 6451
|
|
3 6450 6452 6451
|
|
3 6451 6452 6453
|
|
3 6452 6454 6453
|
|
3 6453 6454 6455
|
|
3 6454 6456 6455
|
|
3 6455 6456 6457
|
|
3 6456 6458 6457
|
|
3 6457 6458 6459
|
|
3 6458 6460 6459
|
|
3 6459 6460 6461
|
|
3 6460 6446 6461
|
|
3 6461 6446 6447
|
|
3 6462 6464 6463
|
|
3 6463 6464 6465
|
|
3 6464 6466 6465
|
|
3 6465 6466 6467
|
|
3 6466 6468 6467
|
|
3 6467 6468 6469
|
|
3 6468 6470 6469
|
|
3 6469 6470 6471
|
|
3 6470 6472 6471
|
|
3 6471 6472 6473
|
|
3 6472 6474 6473
|
|
3 6473 6474 6475
|
|
3 6474 6476 6475
|
|
3 6475 6476 6477
|
|
3 6476 6462 6477
|
|
3 6477 6462 6463
|
|
3 6478 6480 6479
|
|
3 6479 6480 6481
|
|
3 6480 6482 6481
|
|
3 6481 6482 6483
|
|
3 6482 6484 6483
|
|
3 6483 6484 6485
|
|
3 6484 6486 6485
|
|
3 6485 6486 6487
|
|
3 6486 6488 6487
|
|
3 6487 6488 6489
|
|
3 6488 6490 6489
|
|
3 6489 6490 6491
|
|
3 6490 6492 6491
|
|
3 6491 6492 6493
|
|
3 6492 6478 6493
|
|
3 6493 6478 6479
|
|
3 6494 6495 6496
|
|
3 6494 6496 6497
|
|
3 6494 6497 6498
|
|
3 6494 6498 6499
|
|
3 6500 6501 6502
|
|
3 6500 6502 6503
|
|
3 6500 6503 6504
|
|
3 6500 6504 6505
|
|
3 6506 6507 6508
|
|
3 6506 6508 6509
|
|
3 6506 6509 6510
|
|
3 6506 6510 6511
|
|
3 6512 6513 6514
|
|
3 6512 6514 6515
|
|
3 6512 6515 6516
|
|
3 6512 6516 6517
|
|
3 6518 6519 6520
|
|
3 6518 6520 6521
|
|
3 6518 6521 6522
|
|
3 6518 6522 6523
|
|
3 6524 6580 6531
|
|
3 6530 6537 6581
|
|
3 6525 6524 6531
|
|
3 6525 6531 6532
|
|
3 6526 6525 6532
|
|
3 6526 6532 6533
|
|
3 6527 6526 6533
|
|
3 6527 6533 6534
|
|
3 6528 6527 6534
|
|
3 6528 6534 6535
|
|
3 6529 6528 6535
|
|
3 6529 6535 6536
|
|
3 6530 6529 6536
|
|
3 6530 6536 6537
|
|
3 6531 6580 6538
|
|
3 6537 6544 6581
|
|
3 6532 6531 6538
|
|
3 6532 6538 6539
|
|
3 6533 6532 6539
|
|
3 6533 6539 6540
|
|
3 6534 6533 6540
|
|
3 6534 6540 6541
|
|
3 6535 6534 6541
|
|
3 6535 6541 6542
|
|
3 6536 6535 6542
|
|
3 6536 6542 6543
|
|
3 6537 6536 6543
|
|
3 6537 6543 6544
|
|
3 6538 6580 6545
|
|
3 6544 6551 6581
|
|
3 6539 6538 6545
|
|
3 6539 6545 6546
|
|
3 6540 6539 6546
|
|
3 6540 6546 6547
|
|
3 6541 6540 6547
|
|
3 6541 6547 6548
|
|
3 6542 6541 6548
|
|
3 6542 6548 6549
|
|
3 6543 6542 6549
|
|
3 6543 6549 6550
|
|
3 6544 6543 6550
|
|
3 6544 6550 6551
|
|
3 6545 6580 6552
|
|
3 6551 6558 6581
|
|
3 6546 6545 6552
|
|
3 6546 6552 6553
|
|
3 6547 6546 6553
|
|
3 6547 6553 6554
|
|
3 6548 6547 6554
|
|
3 6548 6554 6555
|
|
3 6549 6548 6555
|
|
3 6549 6555 6556
|
|
3 6550 6549 6556
|
|
3 6550 6556 6557
|
|
3 6551 6550 6557
|
|
3 6551 6557 6558
|
|
3 6552 6580 6559
|
|
3 6558 6565 6581
|
|
3 6553 6552 6559
|
|
3 6553 6559 6560
|
|
3 6554 6553 6560
|
|
3 6554 6560 6561
|
|
3 6555 6554 6561
|
|
3 6555 6561 6562
|
|
3 6556 6555 6562
|
|
3 6556 6562 6563
|
|
3 6557 6556 6563
|
|
3 6557 6563 6564
|
|
3 6558 6557 6564
|
|
3 6558 6564 6565
|
|
3 6559 6580 6566
|
|
3 6565 6572 6581
|
|
3 6560 6559 6566
|
|
3 6560 6566 6567
|
|
3 6561 6560 6567
|
|
3 6561 6567 6568
|
|
3 6562 6561 6568
|
|
3 6562 6568 6569
|
|
3 6563 6562 6569
|
|
3 6563 6569 6570
|
|
3 6564 6563 6570
|
|
3 6564 6570 6571
|
|
3 6565 6564 6571
|
|
3 6565 6571 6572
|
|
3 6566 6580 6573
|
|
3 6572 6579 6581
|
|
3 6567 6566 6573
|
|
3 6567 6573 6574
|
|
3 6568 6567 6574
|
|
3 6568 6574 6575
|
|
3 6569 6568 6575
|
|
3 6569 6575 6576
|
|
3 6570 6569 6576
|
|
3 6570 6576 6577
|
|
3 6571 6570 6577
|
|
3 6571 6577 6578
|
|
3 6572 6571 6578
|
|
3 6572 6578 6579
|
|
3 6573 6580 6524
|
|
3 6579 6530 6581
|
|
3 6574 6573 6524
|
|
3 6574 6524 6525
|
|
3 6575 6574 6525
|
|
3 6575 6525 6526
|
|
3 6576 6575 6526
|
|
3 6576 6526 6527
|
|
3 6577 6576 6527
|
|
3 6577 6527 6528
|
|
3 6578 6577 6528
|
|
3 6578 6528 6529
|
|
3 6579 6578 6529
|
|
3 6579 6529 6530
|
|
3 6582 6584 6583
|
|
3 6583 6584 6585
|
|
3 6584 6586 6585
|
|
3 6585 6586 6587
|
|
3 6586 6588 6587
|
|
3 6587 6588 6589
|
|
3 6588 6590 6589
|
|
3 6589 6590 6591
|
|
3 6590 6592 6591
|
|
3 6591 6592 6593
|
|
3 6592 6594 6593
|
|
3 6593 6594 6595
|
|
3 6594 6596 6595
|
|
3 6595 6596 6597
|
|
3 6596 6582 6597
|
|
3 6597 6582 6583
|
|
3 6598 6600 6599
|
|
3 6599 6600 6601
|
|
3 6600 6602 6601
|
|
3 6601 6602 6603
|
|
3 6602 6604 6603
|
|
3 6603 6604 6605
|
|
3 6604 6606 6605
|
|
3 6605 6606 6607
|
|
3 6606 6608 6607
|
|
3 6607 6608 6609
|
|
3 6608 6610 6609
|
|
3 6609 6610 6611
|
|
3 6610 6612 6611
|
|
3 6611 6612 6613
|
|
3 6612 6598 6613
|
|
3 6613 6598 6599
|
|
3 6614 6616 6615
|
|
3 6615 6616 6617
|
|
3 6616 6618 6617
|
|
3 6617 6618 6619
|
|
3 6618 6620 6619
|
|
3 6619 6620 6621
|
|
3 6620 6622 6621
|
|
3 6621 6622 6623
|
|
3 6622 6624 6623
|
|
3 6623 6624 6625
|
|
3 6624 6626 6625
|
|
3 6625 6626 6627
|
|
3 6626 6628 6627
|
|
3 6627 6628 6629
|
|
3 6628 6614 6629
|
|
3 6629 6614 6615
|
|
3 6630 6631 6632
|
|
3 6630 6632 6633
|
|
3 6630 6633 6634
|
|
3 6630 6634 6635
|
|
3 6636 6637 6638
|
|
3 6636 6638 6639
|
|
3 6636 6639 6640
|
|
3 6636 6640 6641
|
|
3 6642 6643 6644
|
|
3 6642 6644 6645
|
|
3 6642 6645 6646
|
|
3 6642 6646 6647
|
|
3 6648 6649 6650
|
|
3 6648 6650 6651
|
|
3 6648 6651 6652
|
|
3 6648 6652 6653
|
|
3 6654 6655 6656
|
|
3 6654 6656 6657
|
|
3 6654 6657 6658
|
|
3 6654 6658 6659
|
|
3 6660 6716 6667
|
|
3 6666 6673 6717
|
|
3 6661 6660 6667
|
|
3 6661 6667 6668
|
|
3 6662 6661 6668
|
|
3 6662 6668 6669
|
|
3 6663 6662 6669
|
|
3 6663 6669 6670
|
|
3 6664 6663 6670
|
|
3 6664 6670 6671
|
|
3 6665 6664 6671
|
|
3 6665 6671 6672
|
|
3 6666 6665 6672
|
|
3 6666 6672 6673
|
|
3 6667 6716 6674
|
|
3 6673 6680 6717
|
|
3 6668 6667 6674
|
|
3 6668 6674 6675
|
|
3 6669 6668 6675
|
|
3 6669 6675 6676
|
|
3 6670 6669 6676
|
|
3 6670 6676 6677
|
|
3 6671 6670 6677
|
|
3 6671 6677 6678
|
|
3 6672 6671 6678
|
|
3 6672 6678 6679
|
|
3 6673 6672 6679
|
|
3 6673 6679 6680
|
|
3 6674 6716 6681
|
|
3 6680 6687 6717
|
|
3 6675 6674 6681
|
|
3 6675 6681 6682
|
|
3 6676 6675 6682
|
|
3 6676 6682 6683
|
|
3 6677 6676 6683
|
|
3 6677 6683 6684
|
|
3 6678 6677 6684
|
|
3 6678 6684 6685
|
|
3 6679 6678 6685
|
|
3 6679 6685 6686
|
|
3 6680 6679 6686
|
|
3 6680 6686 6687
|
|
3 6681 6716 6688
|
|
3 6687 6694 6717
|
|
3 6682 6681 6688
|
|
3 6682 6688 6689
|
|
3 6683 6682 6689
|
|
3 6683 6689 6690
|
|
3 6684 6683 6690
|
|
3 6684 6690 6691
|
|
3 6685 6684 6691
|
|
3 6685 6691 6692
|
|
3 6686 6685 6692
|
|
3 6686 6692 6693
|
|
3 6687 6686 6693
|
|
3 6687 6693 6694
|
|
3 6688 6716 6695
|
|
3 6694 6701 6717
|
|
3 6689 6688 6695
|
|
3 6689 6695 6696
|
|
3 6690 6689 6696
|
|
3 6690 6696 6697
|
|
3 6691 6690 6697
|
|
3 6691 6697 6698
|
|
3 6692 6691 6698
|
|
3 6692 6698 6699
|
|
3 6693 6692 6699
|
|
3 6693 6699 6700
|
|
3 6694 6693 6700
|
|
3 6694 6700 6701
|
|
3 6695 6716 6702
|
|
3 6701 6708 6717
|
|
3 6696 6695 6702
|
|
3 6696 6702 6703
|
|
3 6697 6696 6703
|
|
3 6697 6703 6704
|
|
3 6698 6697 6704
|
|
3 6698 6704 6705
|
|
3 6699 6698 6705
|
|
3 6699 6705 6706
|
|
3 6700 6699 6706
|
|
3 6700 6706 6707
|
|
3 6701 6700 6707
|
|
3 6701 6707 6708
|
|
3 6702 6716 6709
|
|
3 6708 6715 6717
|
|
3 6703 6702 6709
|
|
3 6703 6709 6710
|
|
3 6704 6703 6710
|
|
3 6704 6710 6711
|
|
3 6705 6704 6711
|
|
3 6705 6711 6712
|
|
3 6706 6705 6712
|
|
3 6706 6712 6713
|
|
3 6707 6706 6713
|
|
3 6707 6713 6714
|
|
3 6708 6707 6714
|
|
3 6708 6714 6715
|
|
3 6709 6716 6660
|
|
3 6715 6666 6717
|
|
3 6710 6709 6660
|
|
3 6710 6660 6661
|
|
3 6711 6710 6661
|
|
3 6711 6661 6662
|
|
3 6712 6711 6662
|
|
3 6712 6662 6663
|
|
3 6713 6712 6663
|
|
3 6713 6663 6664
|
|
3 6714 6713 6664
|
|
3 6714 6664 6665
|
|
3 6715 6714 6665
|
|
3 6715 6665 6666
|
|
3 6718 6720 6719
|
|
3 6719 6720 6721
|
|
3 6720 6722 6721
|
|
3 6721 6722 6723
|
|
3 6722 6724 6723
|
|
3 6723 6724 6725
|
|
3 6724 6726 6725
|
|
3 6725 6726 6727
|
|
3 6726 6728 6727
|
|
3 6727 6728 6729
|
|
3 6728 6730 6729
|
|
3 6729 6730 6731
|
|
3 6730 6732 6731
|
|
3 6731 6732 6733
|
|
3 6732 6718 6733
|
|
3 6733 6718 6719
|
|
3 6734 6736 6735
|
|
3 6735 6736 6737
|
|
3 6736 6738 6737
|
|
3 6737 6738 6739
|
|
3 6738 6740 6739
|
|
3 6739 6740 6741
|
|
3 6740 6742 6741
|
|
3 6741 6742 6743
|
|
3 6742 6744 6743
|
|
3 6743 6744 6745
|
|
3 6744 6746 6745
|
|
3 6745 6746 6747
|
|
3 6746 6748 6747
|
|
3 6747 6748 6749
|
|
3 6748 6734 6749
|
|
3 6749 6734 6735
|
|
3 6750 6752 6751
|
|
3 6751 6752 6753
|
|
3 6752 6754 6753
|
|
3 6753 6754 6755
|
|
3 6754 6756 6755
|
|
3 6755 6756 6757
|
|
3 6756 6758 6757
|
|
3 6757 6758 6759
|
|
3 6758 6760 6759
|
|
3 6759 6760 6761
|
|
3 6760 6762 6761
|
|
3 6761 6762 6763
|
|
3 6762 6764 6763
|
|
3 6763 6764 6765
|
|
3 6764 6750 6765
|
|
3 6765 6750 6751
|
|
3 6766 6767 6768
|
|
3 6766 6768 6769
|
|
3 6766 6769 6770
|
|
3 6766 6770 6771
|
|
3 6772 6773 6774
|
|
3 6772 6774 6775
|
|
3 6772 6775 6776
|
|
3 6772 6776 6777
|
|
3 6778 6779 6780
|
|
3 6778 6780 6781
|
|
3 6778 6781 6782
|
|
3 6778 6782 6783
|
|
3 6784 6785 6786
|
|
3 6784 6786 6787
|
|
3 6784 6787 6788
|
|
3 6784 6788 6789
|
|
3 6790 6791 6792
|
|
3 6790 6792 6793
|
|
3 6790 6793 6794
|
|
3 6790 6794 6795
|
|
3 6796 6852 6803
|
|
3 6802 6809 6853
|
|
3 6797 6796 6803
|
|
3 6797 6803 6804
|
|
3 6798 6797 6804
|
|
3 6798 6804 6805
|
|
3 6799 6798 6805
|
|
3 6799 6805 6806
|
|
3 6800 6799 6806
|
|
3 6800 6806 6807
|
|
3 6801 6800 6807
|
|
3 6801 6807 6808
|
|
3 6802 6801 6808
|
|
3 6802 6808 6809
|
|
3 6803 6852 6810
|
|
3 6809 6816 6853
|
|
3 6804 6803 6810
|
|
3 6804 6810 6811
|
|
3 6805 6804 6811
|
|
3 6805 6811 6812
|
|
3 6806 6805 6812
|
|
3 6806 6812 6813
|
|
3 6807 6806 6813
|
|
3 6807 6813 6814
|
|
3 6808 6807 6814
|
|
3 6808 6814 6815
|
|
3 6809 6808 6815
|
|
3 6809 6815 6816
|
|
3 6810 6852 6817
|
|
3 6816 6823 6853
|
|
3 6811 6810 6817
|
|
3 6811 6817 6818
|
|
3 6812 6811 6818
|
|
3 6812 6818 6819
|
|
3 6813 6812 6819
|
|
3 6813 6819 6820
|
|
3 6814 6813 6820
|
|
3 6814 6820 6821
|
|
3 6815 6814 6821
|
|
3 6815 6821 6822
|
|
3 6816 6815 6822
|
|
3 6816 6822 6823
|
|
3 6817 6852 6824
|
|
3 6823 6830 6853
|
|
3 6818 6817 6824
|
|
3 6818 6824 6825
|
|
3 6819 6818 6825
|
|
3 6819 6825 6826
|
|
3 6820 6819 6826
|
|
3 6820 6826 6827
|
|
3 6821 6820 6827
|
|
3 6821 6827 6828
|
|
3 6822 6821 6828
|
|
3 6822 6828 6829
|
|
3 6823 6822 6829
|
|
3 6823 6829 6830
|
|
3 6824 6852 6831
|
|
3 6830 6837 6853
|
|
3 6825 6824 6831
|
|
3 6825 6831 6832
|
|
3 6826 6825 6832
|
|
3 6826 6832 6833
|
|
3 6827 6826 6833
|
|
3 6827 6833 6834
|
|
3 6828 6827 6834
|
|
3 6828 6834 6835
|
|
3 6829 6828 6835
|
|
3 6829 6835 6836
|
|
3 6830 6829 6836
|
|
3 6830 6836 6837
|
|
3 6831 6852 6838
|
|
3 6837 6844 6853
|
|
3 6832 6831 6838
|
|
3 6832 6838 6839
|
|
3 6833 6832 6839
|
|
3 6833 6839 6840
|
|
3 6834 6833 6840
|
|
3 6834 6840 6841
|
|
3 6835 6834 6841
|
|
3 6835 6841 6842
|
|
3 6836 6835 6842
|
|
3 6836 6842 6843
|
|
3 6837 6836 6843
|
|
3 6837 6843 6844
|
|
3 6838 6852 6845
|
|
3 6844 6851 6853
|
|
3 6839 6838 6845
|
|
3 6839 6845 6846
|
|
3 6840 6839 6846
|
|
3 6840 6846 6847
|
|
3 6841 6840 6847
|
|
3 6841 6847 6848
|
|
3 6842 6841 6848
|
|
3 6842 6848 6849
|
|
3 6843 6842 6849
|
|
3 6843 6849 6850
|
|
3 6844 6843 6850
|
|
3 6844 6850 6851
|
|
3 6845 6852 6796
|
|
3 6851 6802 6853
|
|
3 6846 6845 6796
|
|
3 6846 6796 6797
|
|
3 6847 6846 6797
|
|
3 6847 6797 6798
|
|
3 6848 6847 6798
|
|
3 6848 6798 6799
|
|
3 6849 6848 6799
|
|
3 6849 6799 6800
|
|
3 6850 6849 6800
|
|
3 6850 6800 6801
|
|
3 6851 6850 6801
|
|
3 6851 6801 6802
|
|
3 6854 6856 6855
|
|
3 6855 6856 6857
|
|
3 6856 6858 6857
|
|
3 6857 6858 6859
|
|
3 6858 6860 6859
|
|
3 6859 6860 6861
|
|
3 6860 6862 6861
|
|
3 6861 6862 6863
|
|
3 6862 6864 6863
|
|
3 6863 6864 6865
|
|
3 6864 6866 6865
|
|
3 6865 6866 6867
|
|
3 6866 6868 6867
|
|
3 6867 6868 6869
|
|
3 6868 6854 6869
|
|
3 6869 6854 6855
|
|
3 6870 6872 6871
|
|
3 6871 6872 6873
|
|
3 6872 6874 6873
|
|
3 6873 6874 6875
|
|
3 6874 6876 6875
|
|
3 6875 6876 6877
|
|
3 6876 6878 6877
|
|
3 6877 6878 6879
|
|
3 6878 6880 6879
|
|
3 6879 6880 6881
|
|
3 6880 6882 6881
|
|
3 6881 6882 6883
|
|
3 6882 6884 6883
|
|
3 6883 6884 6885
|
|
3 6884 6870 6885
|
|
3 6885 6870 6871
|
|
3 6886 6888 6887
|
|
3 6887 6888 6889
|
|
3 6888 6890 6889
|
|
3 6889 6890 6891
|
|
3 6890 6892 6891
|
|
3 6891 6892 6893
|
|
3 6892 6894 6893
|
|
3 6893 6894 6895
|
|
3 6894 6896 6895
|
|
3 6895 6896 6897
|
|
3 6896 6898 6897
|
|
3 6897 6898 6899
|
|
3 6898 6900 6899
|
|
3 6899 6900 6901
|
|
3 6900 6886 6901
|
|
3 6901 6886 6887
|
|
3 6902 6903 6904
|
|
3 6902 6904 6905
|
|
3 6902 6905 6906
|
|
3 6902 6906 6907
|
|
3 6908 6909 6910
|
|
3 6908 6910 6911
|
|
3 6908 6911 6912
|
|
3 6908 6912 6913
|
|
3 6914 6915 6916
|
|
3 6914 6916 6917
|
|
3 6914 6917 6918
|
|
3 6914 6918 6919
|
|
3 6920 6921 6922
|
|
3 6920 6922 6923
|
|
3 6920 6923 6924
|
|
3 6920 6924 6925
|
|
3 6926 6927 6928
|
|
3 6926 6928 6929
|
|
3 6926 6929 6930
|
|
3 6926 6930 6931
|
|
3 6932 6988 6939
|
|
3 6938 6945 6989
|
|
3 6933 6932 6939
|
|
3 6933 6939 6940
|
|
3 6934 6933 6940
|
|
3 6934 6940 6941
|
|
3 6935 6934 6941
|
|
3 6935 6941 6942
|
|
3 6936 6935 6942
|
|
3 6936 6942 6943
|
|
3 6937 6936 6943
|
|
3 6937 6943 6944
|
|
3 6938 6937 6944
|
|
3 6938 6944 6945
|
|
3 6939 6988 6946
|
|
3 6945 6952 6989
|
|
3 6940 6939 6946
|
|
3 6940 6946 6947
|
|
3 6941 6940 6947
|
|
3 6941 6947 6948
|
|
3 6942 6941 6948
|
|
3 6942 6948 6949
|
|
3 6943 6942 6949
|
|
3 6943 6949 6950
|
|
3 6944 6943 6950
|
|
3 6944 6950 6951
|
|
3 6945 6944 6951
|
|
3 6945 6951 6952
|
|
3 6946 6988 6953
|
|
3 6952 6959 6989
|
|
3 6947 6946 6953
|
|
3 6947 6953 6954
|
|
3 6948 6947 6954
|
|
3 6948 6954 6955
|
|
3 6949 6948 6955
|
|
3 6949 6955 6956
|
|
3 6950 6949 6956
|
|
3 6950 6956 6957
|
|
3 6951 6950 6957
|
|
3 6951 6957 6958
|
|
3 6952 6951 6958
|
|
3 6952 6958 6959
|
|
3 6953 6988 6960
|
|
3 6959 6966 6989
|
|
3 6954 6953 6960
|
|
3 6954 6960 6961
|
|
3 6955 6954 6961
|
|
3 6955 6961 6962
|
|
3 6956 6955 6962
|
|
3 6956 6962 6963
|
|
3 6957 6956 6963
|
|
3 6957 6963 6964
|
|
3 6958 6957 6964
|
|
3 6958 6964 6965
|
|
3 6959 6958 6965
|
|
3 6959 6965 6966
|
|
3 6960 6988 6967
|
|
3 6966 6973 6989
|
|
3 6961 6960 6967
|
|
3 6961 6967 6968
|
|
3 6962 6961 6968
|
|
3 6962 6968 6969
|
|
3 6963 6962 6969
|
|
3 6963 6969 6970
|
|
3 6964 6963 6970
|
|
3 6964 6970 6971
|
|
3 6965 6964 6971
|
|
3 6965 6971 6972
|
|
3 6966 6965 6972
|
|
3 6966 6972 6973
|
|
3 6967 6988 6974
|
|
3 6973 6980 6989
|
|
3 6968 6967 6974
|
|
3 6968 6974 6975
|
|
3 6969 6968 6975
|
|
3 6969 6975 6976
|
|
3 6970 6969 6976
|
|
3 6970 6976 6977
|
|
3 6971 6970 6977
|
|
3 6971 6977 6978
|
|
3 6972 6971 6978
|
|
3 6972 6978 6979
|
|
3 6973 6972 6979
|
|
3 6973 6979 6980
|
|
3 6974 6988 6981
|
|
3 6980 6987 6989
|
|
3 6975 6974 6981
|
|
3 6975 6981 6982
|
|
3 6976 6975 6982
|
|
3 6976 6982 6983
|
|
3 6977 6976 6983
|
|
3 6977 6983 6984
|
|
3 6978 6977 6984
|
|
3 6978 6984 6985
|
|
3 6979 6978 6985
|
|
3 6979 6985 6986
|
|
3 6980 6979 6986
|
|
3 6980 6986 6987
|
|
3 6981 6988 6932
|
|
3 6987 6938 6989
|
|
3 6982 6981 6932
|
|
3 6982 6932 6933
|
|
3 6983 6982 6933
|
|
3 6983 6933 6934
|
|
3 6984 6983 6934
|
|
3 6984 6934 6935
|
|
3 6985 6984 6935
|
|
3 6985 6935 6936
|
|
3 6986 6985 6936
|
|
3 6986 6936 6937
|
|
3 6987 6986 6937
|
|
3 6987 6937 6938
|
|
3 6990 6992 6991
|
|
3 6991 6992 6993
|
|
3 6992 6994 6993
|
|
3 6993 6994 6995
|
|
3 6994 6996 6995
|
|
3 6995 6996 6997
|
|
3 6996 6998 6997
|
|
3 6997 6998 6999
|
|
3 6998 7000 6999
|
|
3 6999 7000 7001
|
|
3 7000 7002 7001
|
|
3 7001 7002 7003
|
|
3 7002 7004 7003
|
|
3 7003 7004 7005
|
|
3 7004 6990 7005
|
|
3 7005 6990 6991
|
|
3 7006 7008 7007
|
|
3 7007 7008 7009
|
|
3 7008 7010 7009
|
|
3 7009 7010 7011
|
|
3 7010 7012 7011
|
|
3 7011 7012 7013
|
|
3 7012 7014 7013
|
|
3 7013 7014 7015
|
|
3 7014 7016 7015
|
|
3 7015 7016 7017
|
|
3 7016 7018 7017
|
|
3 7017 7018 7019
|
|
3 7018 7020 7019
|
|
3 7019 7020 7021
|
|
3 7020 7006 7021
|
|
3 7021 7006 7007
|
|
3 7022 7024 7023
|
|
3 7023 7024 7025
|
|
3 7024 7026 7025
|
|
3 7025 7026 7027
|
|
3 7026 7028 7027
|
|
3 7027 7028 7029
|
|
3 7028 7030 7029
|
|
3 7029 7030 7031
|
|
3 7030 7032 7031
|
|
3 7031 7032 7033
|
|
3 7032 7034 7033
|
|
3 7033 7034 7035
|
|
3 7034 7036 7035
|
|
3 7035 7036 7037
|
|
3 7036 7022 7037
|
|
3 7037 7022 7023
|
|
3 7038 7039 7040
|
|
3 7038 7040 7041
|
|
3 7038 7041 7042
|
|
3 7038 7042 7043
|
|
3 7044 7045 7046
|
|
3 7044 7046 7047
|
|
3 7044 7047 7048
|
|
3 7044 7048 7049
|
|
3 7050 7051 7052
|
|
3 7050 7052 7053
|
|
3 7050 7053 7054
|
|
3 7050 7054 7055
|
|
3 7056 7057 7058
|
|
3 7056 7058 7059
|
|
3 7056 7059 7060
|
|
3 7056 7060 7061
|
|
3 7062 7063 7064
|
|
3 7062 7064 7065
|
|
3 7062 7065 7066
|
|
3 7062 7066 7067
|
|
3 7068 7124 7075
|
|
3 7074 7081 7125
|
|
3 7069 7068 7075
|
|
3 7069 7075 7076
|
|
3 7070 7069 7076
|
|
3 7070 7076 7077
|
|
3 7071 7070 7077
|
|
3 7071 7077 7078
|
|
3 7072 7071 7078
|
|
3 7072 7078 7079
|
|
3 7073 7072 7079
|
|
3 7073 7079 7080
|
|
3 7074 7073 7080
|
|
3 7074 7080 7081
|
|
3 7075 7124 7082
|
|
3 7081 7088 7125
|
|
3 7076 7075 7082
|
|
3 7076 7082 7083
|
|
3 7077 7076 7083
|
|
3 7077 7083 7084
|
|
3 7078 7077 7084
|
|
3 7078 7084 7085
|
|
3 7079 7078 7085
|
|
3 7079 7085 7086
|
|
3 7080 7079 7086
|
|
3 7080 7086 7087
|
|
3 7081 7080 7087
|
|
3 7081 7087 7088
|
|
3 7082 7124 7089
|
|
3 7088 7095 7125
|
|
3 7083 7082 7089
|
|
3 7083 7089 7090
|
|
3 7084 7083 7090
|
|
3 7084 7090 7091
|
|
3 7085 7084 7091
|
|
3 7085 7091 7092
|
|
3 7086 7085 7092
|
|
3 7086 7092 7093
|
|
3 7087 7086 7093
|
|
3 7087 7093 7094
|
|
3 7088 7087 7094
|
|
3 7088 7094 7095
|
|
3 7089 7124 7096
|
|
3 7095 7102 7125
|
|
3 7090 7089 7096
|
|
3 7090 7096 7097
|
|
3 7091 7090 7097
|
|
3 7091 7097 7098
|
|
3 7092 7091 7098
|
|
3 7092 7098 7099
|
|
3 7093 7092 7099
|
|
3 7093 7099 7100
|
|
3 7094 7093 7100
|
|
3 7094 7100 7101
|
|
3 7095 7094 7101
|
|
3 7095 7101 7102
|
|
3 7096 7124 7103
|
|
3 7102 7109 7125
|
|
3 7097 7096 7103
|
|
3 7097 7103 7104
|
|
3 7098 7097 7104
|
|
3 7098 7104 7105
|
|
3 7099 7098 7105
|
|
3 7099 7105 7106
|
|
3 7100 7099 7106
|
|
3 7100 7106 7107
|
|
3 7101 7100 7107
|
|
3 7101 7107 7108
|
|
3 7102 7101 7108
|
|
3 7102 7108 7109
|
|
3 7103 7124 7110
|
|
3 7109 7116 7125
|
|
3 7104 7103 7110
|
|
3 7104 7110 7111
|
|
3 7105 7104 7111
|
|
3 7105 7111 7112
|
|
3 7106 7105 7112
|
|
3 7106 7112 7113
|
|
3 7107 7106 7113
|
|
3 7107 7113 7114
|
|
3 7108 7107 7114
|
|
3 7108 7114 7115
|
|
3 7109 7108 7115
|
|
3 7109 7115 7116
|
|
3 7110 7124 7117
|
|
3 7116 7123 7125
|
|
3 7111 7110 7117
|
|
3 7111 7117 7118
|
|
3 7112 7111 7118
|
|
3 7112 7118 7119
|
|
3 7113 7112 7119
|
|
3 7113 7119 7120
|
|
3 7114 7113 7120
|
|
3 7114 7120 7121
|
|
3 7115 7114 7121
|
|
3 7115 7121 7122
|
|
3 7116 7115 7122
|
|
3 7116 7122 7123
|
|
3 7117 7124 7068
|
|
3 7123 7074 7125
|
|
3 7118 7117 7068
|
|
3 7118 7068 7069
|
|
3 7119 7118 7069
|
|
3 7119 7069 7070
|
|
3 7120 7119 7070
|
|
3 7120 7070 7071
|
|
3 7121 7120 7071
|
|
3 7121 7071 7072
|
|
3 7122 7121 7072
|
|
3 7122 7072 7073
|
|
3 7123 7122 7073
|
|
3 7123 7073 7074
|
|
3 7126 7128 7127
|
|
3 7127 7128 7129
|
|
3 7128 7130 7129
|
|
3 7129 7130 7131
|
|
3 7130 7132 7131
|
|
3 7131 7132 7133
|
|
3 7132 7134 7133
|
|
3 7133 7134 7135
|
|
3 7134 7136 7135
|
|
3 7135 7136 7137
|
|
3 7136 7138 7137
|
|
3 7137 7138 7139
|
|
3 7138 7140 7139
|
|
3 7139 7140 7141
|
|
3 7140 7126 7141
|
|
3 7141 7126 7127
|
|
3 7142 7144 7143
|
|
3 7143 7144 7145
|
|
3 7144 7146 7145
|
|
3 7145 7146 7147
|
|
3 7146 7148 7147
|
|
3 7147 7148 7149
|
|
3 7148 7150 7149
|
|
3 7149 7150 7151
|
|
3 7150 7152 7151
|
|
3 7151 7152 7153
|
|
3 7152 7154 7153
|
|
3 7153 7154 7155
|
|
3 7154 7156 7155
|
|
3 7155 7156 7157
|
|
3 7156 7142 7157
|
|
3 7157 7142 7143
|
|
3 7158 7160 7159
|
|
3 7159 7160 7161
|
|
3 7160 7162 7161
|
|
3 7161 7162 7163
|
|
3 7162 7164 7163
|
|
3 7163 7164 7165
|
|
3 7164 7166 7165
|
|
3 7165 7166 7167
|
|
3 7166 7168 7167
|
|
3 7167 7168 7169
|
|
3 7168 7170 7169
|
|
3 7169 7170 7171
|
|
3 7170 7172 7171
|
|
3 7171 7172 7173
|
|
3 7172 7158 7173
|
|
3 7173 7158 7159
|
|
3 7174 7175 7176
|
|
3 7174 7176 7177
|
|
3 7174 7177 7178
|
|
3 7174 7178 7179
|
|
3 7180 7181 7182
|
|
3 7180 7182 7183
|
|
3 7180 7183 7184
|
|
3 7180 7184 7185
|
|
3 7186 7187 7188
|
|
3 7186 7188 7189
|
|
3 7186 7189 7190
|
|
3 7186 7190 7191
|
|
3 7192 7193 7194
|
|
3 7192 7194 7195
|
|
3 7192 7195 7196
|
|
3 7192 7196 7197
|
|
3 7198 7199 7200
|
|
3 7198 7200 7201
|
|
3 7198 7201 7202
|
|
3 7198 7202 7203
|
|
3 7204 7260 7211
|
|
3 7210 7217 7261
|
|
3 7205 7204 7211
|
|
3 7205 7211 7212
|
|
3 7206 7205 7212
|
|
3 7206 7212 7213
|
|
3 7207 7206 7213
|
|
3 7207 7213 7214
|
|
3 7208 7207 7214
|
|
3 7208 7214 7215
|
|
3 7209 7208 7215
|
|
3 7209 7215 7216
|
|
3 7210 7209 7216
|
|
3 7210 7216 7217
|
|
3 7211 7260 7218
|
|
3 7217 7224 7261
|
|
3 7212 7211 7218
|
|
3 7212 7218 7219
|
|
3 7213 7212 7219
|
|
3 7213 7219 7220
|
|
3 7214 7213 7220
|
|
3 7214 7220 7221
|
|
3 7215 7214 7221
|
|
3 7215 7221 7222
|
|
3 7216 7215 7222
|
|
3 7216 7222 7223
|
|
3 7217 7216 7223
|
|
3 7217 7223 7224
|
|
3 7218 7260 7225
|
|
3 7224 7231 7261
|
|
3 7219 7218 7225
|
|
3 7219 7225 7226
|
|
3 7220 7219 7226
|
|
3 7220 7226 7227
|
|
3 7221 7220 7227
|
|
3 7221 7227 7228
|
|
3 7222 7221 7228
|
|
3 7222 7228 7229
|
|
3 7223 7222 7229
|
|
3 7223 7229 7230
|
|
3 7224 7223 7230
|
|
3 7224 7230 7231
|
|
3 7225 7260 7232
|
|
3 7231 7238 7261
|
|
3 7226 7225 7232
|
|
3 7226 7232 7233
|
|
3 7227 7226 7233
|
|
3 7227 7233 7234
|
|
3 7228 7227 7234
|
|
3 7228 7234 7235
|
|
3 7229 7228 7235
|
|
3 7229 7235 7236
|
|
3 7230 7229 7236
|
|
3 7230 7236 7237
|
|
3 7231 7230 7237
|
|
3 7231 7237 7238
|
|
3 7232 7260 7239
|
|
3 7238 7245 7261
|
|
3 7233 7232 7239
|
|
3 7233 7239 7240
|
|
3 7234 7233 7240
|
|
3 7234 7240 7241
|
|
3 7235 7234 7241
|
|
3 7235 7241 7242
|
|
3 7236 7235 7242
|
|
3 7236 7242 7243
|
|
3 7237 7236 7243
|
|
3 7237 7243 7244
|
|
3 7238 7237 7244
|
|
3 7238 7244 7245
|
|
3 7239 7260 7246
|
|
3 7245 7252 7261
|
|
3 7240 7239 7246
|
|
3 7240 7246 7247
|
|
3 7241 7240 7247
|
|
3 7241 7247 7248
|
|
3 7242 7241 7248
|
|
3 7242 7248 7249
|
|
3 7243 7242 7249
|
|
3 7243 7249 7250
|
|
3 7244 7243 7250
|
|
3 7244 7250 7251
|
|
3 7245 7244 7251
|
|
3 7245 7251 7252
|
|
3 7246 7260 7253
|
|
3 7252 7259 7261
|
|
3 7247 7246 7253
|
|
3 7247 7253 7254
|
|
3 7248 7247 7254
|
|
3 7248 7254 7255
|
|
3 7249 7248 7255
|
|
3 7249 7255 7256
|
|
3 7250 7249 7256
|
|
3 7250 7256 7257
|
|
3 7251 7250 7257
|
|
3 7251 7257 7258
|
|
3 7252 7251 7258
|
|
3 7252 7258 7259
|
|
3 7253 7260 7204
|
|
3 7259 7210 7261
|
|
3 7254 7253 7204
|
|
3 7254 7204 7205
|
|
3 7255 7254 7205
|
|
3 7255 7205 7206
|
|
3 7256 7255 7206
|
|
3 7256 7206 7207
|
|
3 7257 7256 7207
|
|
3 7257 7207 7208
|
|
3 7258 7257 7208
|
|
3 7258 7208 7209
|
|
3 7259 7258 7209
|
|
3 7259 7209 7210
|
|
3 7262 7264 7263
|
|
3 7263 7264 7265
|
|
3 7264 7266 7265
|
|
3 7265 7266 7267
|
|
3 7266 7268 7267
|
|
3 7267 7268 7269
|
|
3 7268 7270 7269
|
|
3 7269 7270 7271
|
|
3 7270 7272 7271
|
|
3 7271 7272 7273
|
|
3 7272 7274 7273
|
|
3 7273 7274 7275
|
|
3 7274 7276 7275
|
|
3 7275 7276 7277
|
|
3 7276 7262 7277
|
|
3 7277 7262 7263
|
|
3 7278 7280 7279
|
|
3 7279 7280 7281
|
|
3 7280 7282 7281
|
|
3 7281 7282 7283
|
|
3 7282 7284 7283
|
|
3 7283 7284 7285
|
|
3 7284 7286 7285
|
|
3 7285 7286 7287
|
|
3 7286 7288 7287
|
|
3 7287 7288 7289
|
|
3 7288 7290 7289
|
|
3 7289 7290 7291
|
|
3 7290 7292 7291
|
|
3 7291 7292 7293
|
|
3 7292 7278 7293
|
|
3 7293 7278 7279
|
|
3 7294 7296 7295
|
|
3 7295 7296 7297
|
|
3 7296 7298 7297
|
|
3 7297 7298 7299
|
|
3 7298 7300 7299
|
|
3 7299 7300 7301
|
|
3 7300 7302 7301
|
|
3 7301 7302 7303
|
|
3 7302 7304 7303
|
|
3 7303 7304 7305
|
|
3 7304 7306 7305
|
|
3 7305 7306 7307
|
|
3 7306 7308 7307
|
|
3 7307 7308 7309
|
|
3 7308 7294 7309
|
|
3 7309 7294 7295
|
|
3 7310 7311 7312
|
|
3 7310 7312 7313
|
|
3 7310 7313 7314
|
|
3 7310 7314 7315
|
|
3 7316 7317 7318
|
|
3 7316 7318 7319
|
|
3 7316 7319 7320
|
|
3 7316 7320 7321
|
|
3 7322 7323 7324
|
|
3 7322 7324 7325
|
|
3 7322 7325 7326
|
|
3 7322 7326 7327
|
|
3 7328 7329 7330
|
|
3 7328 7330 7331
|
|
3 7328 7331 7332
|
|
3 7328 7332 7333
|
|
3 7334 7335 7336
|
|
3 7334 7336 7337
|
|
3 7334 7337 7338
|
|
3 7334 7338 7339
|
|
3 7340 7396 7347
|
|
3 7346 7353 7397
|
|
3 7341 7340 7347
|
|
3 7341 7347 7348
|
|
3 7342 7341 7348
|
|
3 7342 7348 7349
|
|
3 7343 7342 7349
|
|
3 7343 7349 7350
|
|
3 7344 7343 7350
|
|
3 7344 7350 7351
|
|
3 7345 7344 7351
|
|
3 7345 7351 7352
|
|
3 7346 7345 7352
|
|
3 7346 7352 7353
|
|
3 7347 7396 7354
|
|
3 7353 7360 7397
|
|
3 7348 7347 7354
|
|
3 7348 7354 7355
|
|
3 7349 7348 7355
|
|
3 7349 7355 7356
|
|
3 7350 7349 7356
|
|
3 7350 7356 7357
|
|
3 7351 7350 7357
|
|
3 7351 7357 7358
|
|
3 7352 7351 7358
|
|
3 7352 7358 7359
|
|
3 7353 7352 7359
|
|
3 7353 7359 7360
|
|
3 7354 7396 7361
|
|
3 7360 7367 7397
|
|
3 7355 7354 7361
|
|
3 7355 7361 7362
|
|
3 7356 7355 7362
|
|
3 7356 7362 7363
|
|
3 7357 7356 7363
|
|
3 7357 7363 7364
|
|
3 7358 7357 7364
|
|
3 7358 7364 7365
|
|
3 7359 7358 7365
|
|
3 7359 7365 7366
|
|
3 7360 7359 7366
|
|
3 7360 7366 7367
|
|
3 7361 7396 7368
|
|
3 7367 7374 7397
|
|
3 7362 7361 7368
|
|
3 7362 7368 7369
|
|
3 7363 7362 7369
|
|
3 7363 7369 7370
|
|
3 7364 7363 7370
|
|
3 7364 7370 7371
|
|
3 7365 7364 7371
|
|
3 7365 7371 7372
|
|
3 7366 7365 7372
|
|
3 7366 7372 7373
|
|
3 7367 7366 7373
|
|
3 7367 7373 7374
|
|
3 7368 7396 7375
|
|
3 7374 7381 7397
|
|
3 7369 7368 7375
|
|
3 7369 7375 7376
|
|
3 7370 7369 7376
|
|
3 7370 7376 7377
|
|
3 7371 7370 7377
|
|
3 7371 7377 7378
|
|
3 7372 7371 7378
|
|
3 7372 7378 7379
|
|
3 7373 7372 7379
|
|
3 7373 7379 7380
|
|
3 7374 7373 7380
|
|
3 7374 7380 7381
|
|
3 7375 7396 7382
|
|
3 7381 7388 7397
|
|
3 7376 7375 7382
|
|
3 7376 7382 7383
|
|
3 7377 7376 7383
|
|
3 7377 7383 7384
|
|
3 7378 7377 7384
|
|
3 7378 7384 7385
|
|
3 7379 7378 7385
|
|
3 7379 7385 7386
|
|
3 7380 7379 7386
|
|
3 7380 7386 7387
|
|
3 7381 7380 7387
|
|
3 7381 7387 7388
|
|
3 7382 7396 7389
|
|
3 7388 7395 7397
|
|
3 7383 7382 7389
|
|
3 7383 7389 7390
|
|
3 7384 7383 7390
|
|
3 7384 7390 7391
|
|
3 7385 7384 7391
|
|
3 7385 7391 7392
|
|
3 7386 7385 7392
|
|
3 7386 7392 7393
|
|
3 7387 7386 7393
|
|
3 7387 7393 7394
|
|
3 7388 7387 7394
|
|
3 7388 7394 7395
|
|
3 7389 7396 7340
|
|
3 7395 7346 7397
|
|
3 7390 7389 7340
|
|
3 7390 7340 7341
|
|
3 7391 7390 7341
|
|
3 7391 7341 7342
|
|
3 7392 7391 7342
|
|
3 7392 7342 7343
|
|
3 7393 7392 7343
|
|
3 7393 7343 7344
|
|
3 7394 7393 7344
|
|
3 7394 7344 7345
|
|
3 7395 7394 7345
|
|
3 7395 7345 7346
|
|
3 7398 7400 7399
|
|
3 7399 7400 7401
|
|
3 7400 7402 7401
|
|
3 7401 7402 7403
|
|
3 7402 7404 7403
|
|
3 7403 7404 7405
|
|
3 7404 7406 7405
|
|
3 7405 7406 7407
|
|
3 7406 7408 7407
|
|
3 7407 7408 7409
|
|
3 7408 7410 7409
|
|
3 7409 7410 7411
|
|
3 7410 7412 7411
|
|
3 7411 7412 7413
|
|
3 7412 7398 7413
|
|
3 7413 7398 7399
|
|
3 7414 7416 7415
|
|
3 7415 7416 7417
|
|
3 7416 7418 7417
|
|
3 7417 7418 7419
|
|
3 7418 7420 7419
|
|
3 7419 7420 7421
|
|
3 7420 7422 7421
|
|
3 7421 7422 7423
|
|
3 7422 7424 7423
|
|
3 7423 7424 7425
|
|
3 7424 7426 7425
|
|
3 7425 7426 7427
|
|
3 7426 7428 7427
|
|
3 7427 7428 7429
|
|
3 7428 7414 7429
|
|
3 7429 7414 7415
|
|
3 7430 7432 7431
|
|
3 7431 7432 7433
|
|
3 7432 7434 7433
|
|
3 7433 7434 7435
|
|
3 7434 7436 7435
|
|
3 7435 7436 7437
|
|
3 7436 7438 7437
|
|
3 7437 7438 7439
|
|
3 7438 7440 7439
|
|
3 7439 7440 7441
|
|
3 7440 7442 7441
|
|
3 7441 7442 7443
|
|
3 7442 7444 7443
|
|
3 7443 7444 7445
|
|
3 7444 7430 7445
|
|
3 7445 7430 7431
|
|
3 7446 7447 7448
|
|
3 7446 7448 7449
|
|
3 7446 7449 7450
|
|
3 7446 7450 7451
|
|
3 7452 7453 7454
|
|
3 7452 7454 7455
|
|
3 7452 7455 7456
|
|
3 7452 7456 7457
|
|
3 7458 7459 7460
|
|
3 7458 7460 7461
|
|
3 7458 7461 7462
|
|
3 7458 7462 7463
|
|
3 7464 7465 7466
|
|
3 7464 7466 7467
|
|
3 7464 7467 7468
|
|
3 7464 7468 7469
|
|
3 7470 7471 7472
|
|
3 7470 7472 7473
|
|
3 7470 7473 7474
|
|
3 7470 7474 7475
|
|
3 7476 7532 7483
|
|
3 7482 7489 7533
|
|
3 7477 7476 7483
|
|
3 7477 7483 7484
|
|
3 7478 7477 7484
|
|
3 7478 7484 7485
|
|
3 7479 7478 7485
|
|
3 7479 7485 7486
|
|
3 7480 7479 7486
|
|
3 7480 7486 7487
|
|
3 7481 7480 7487
|
|
3 7481 7487 7488
|
|
3 7482 7481 7488
|
|
3 7482 7488 7489
|
|
3 7483 7532 7490
|
|
3 7489 7496 7533
|
|
3 7484 7483 7490
|
|
3 7484 7490 7491
|
|
3 7485 7484 7491
|
|
3 7485 7491 7492
|
|
3 7486 7485 7492
|
|
3 7486 7492 7493
|
|
3 7487 7486 7493
|
|
3 7487 7493 7494
|
|
3 7488 7487 7494
|
|
3 7488 7494 7495
|
|
3 7489 7488 7495
|
|
3 7489 7495 7496
|
|
3 7490 7532 7497
|
|
3 7496 7503 7533
|
|
3 7491 7490 7497
|
|
3 7491 7497 7498
|
|
3 7492 7491 7498
|
|
3 7492 7498 7499
|
|
3 7493 7492 7499
|
|
3 7493 7499 7500
|
|
3 7494 7493 7500
|
|
3 7494 7500 7501
|
|
3 7495 7494 7501
|
|
3 7495 7501 7502
|
|
3 7496 7495 7502
|
|
3 7496 7502 7503
|
|
3 7497 7532 7504
|
|
3 7503 7510 7533
|
|
3 7498 7497 7504
|
|
3 7498 7504 7505
|
|
3 7499 7498 7505
|
|
3 7499 7505 7506
|
|
3 7500 7499 7506
|
|
3 7500 7506 7507
|
|
3 7501 7500 7507
|
|
3 7501 7507 7508
|
|
3 7502 7501 7508
|
|
3 7502 7508 7509
|
|
3 7503 7502 7509
|
|
3 7503 7509 7510
|
|
3 7504 7532 7511
|
|
3 7510 7517 7533
|
|
3 7505 7504 7511
|
|
3 7505 7511 7512
|
|
3 7506 7505 7512
|
|
3 7506 7512 7513
|
|
3 7507 7506 7513
|
|
3 7507 7513 7514
|
|
3 7508 7507 7514
|
|
3 7508 7514 7515
|
|
3 7509 7508 7515
|
|
3 7509 7515 7516
|
|
3 7510 7509 7516
|
|
3 7510 7516 7517
|
|
3 7511 7532 7518
|
|
3 7517 7524 7533
|
|
3 7512 7511 7518
|
|
3 7512 7518 7519
|
|
3 7513 7512 7519
|
|
3 7513 7519 7520
|
|
3 7514 7513 7520
|
|
3 7514 7520 7521
|
|
3 7515 7514 7521
|
|
3 7515 7521 7522
|
|
3 7516 7515 7522
|
|
3 7516 7522 7523
|
|
3 7517 7516 7523
|
|
3 7517 7523 7524
|
|
3 7518 7532 7525
|
|
3 7524 7531 7533
|
|
3 7519 7518 7525
|
|
3 7519 7525 7526
|
|
3 7520 7519 7526
|
|
3 7520 7526 7527
|
|
3 7521 7520 7527
|
|
3 7521 7527 7528
|
|
3 7522 7521 7528
|
|
3 7522 7528 7529
|
|
3 7523 7522 7529
|
|
3 7523 7529 7530
|
|
3 7524 7523 7530
|
|
3 7524 7530 7531
|
|
3 7525 7532 7476
|
|
3 7531 7482 7533
|
|
3 7526 7525 7476
|
|
3 7526 7476 7477
|
|
3 7527 7526 7477
|
|
3 7527 7477 7478
|
|
3 7528 7527 7478
|
|
3 7528 7478 7479
|
|
3 7529 7528 7479
|
|
3 7529 7479 7480
|
|
3 7530 7529 7480
|
|
3 7530 7480 7481
|
|
3 7531 7530 7481
|
|
3 7531 7481 7482
|
|
3 7534 7536 7535
|
|
3 7535 7536 7537
|
|
3 7536 7538 7537
|
|
3 7537 7538 7539
|
|
3 7538 7540 7539
|
|
3 7539 7540 7541
|
|
3 7540 7542 7541
|
|
3 7541 7542 7543
|
|
3 7542 7544 7543
|
|
3 7543 7544 7545
|
|
3 7544 7546 7545
|
|
3 7545 7546 7547
|
|
3 7546 7548 7547
|
|
3 7547 7548 7549
|
|
3 7548 7534 7549
|
|
3 7549 7534 7535
|
|
3 7550 7552 7551
|
|
3 7551 7552 7553
|
|
3 7552 7554 7553
|
|
3 7553 7554 7555
|
|
3 7554 7556 7555
|
|
3 7555 7556 7557
|
|
3 7556 7558 7557
|
|
3 7557 7558 7559
|
|
3 7558 7560 7559
|
|
3 7559 7560 7561
|
|
3 7560 7562 7561
|
|
3 7561 7562 7563
|
|
3 7562 7564 7563
|
|
3 7563 7564 7565
|
|
3 7564 7550 7565
|
|
3 7565 7550 7551
|
|
3 7566 7568 7567
|
|
3 7567 7568 7569
|
|
3 7568 7570 7569
|
|
3 7569 7570 7571
|
|
3 7570 7572 7571
|
|
3 7571 7572 7573
|
|
3 7572 7574 7573
|
|
3 7573 7574 7575
|
|
3 7574 7576 7575
|
|
3 7575 7576 7577
|
|
3 7576 7578 7577
|
|
3 7577 7578 7579
|
|
3 7578 7580 7579
|
|
3 7579 7580 7581
|
|
3 7580 7566 7581
|
|
3 7581 7566 7567
|
|
3 7582 7583 7584
|
|
3 7582 7584 7585
|
|
3 7582 7585 7586
|
|
3 7582 7586 7587
|
|
3 7588 7589 7590
|
|
3 7588 7590 7591
|
|
3 7588 7591 7592
|
|
3 7588 7592 7593
|
|
3 7594 7595 7596
|
|
3 7594 7596 7597
|
|
3 7594 7597 7598
|
|
3 7594 7598 7599
|
|
3 7600 7601 7602
|
|
3 7600 7602 7603
|
|
3 7600 7603 7604
|
|
3 7600 7604 7605
|
|
3 7606 7607 7608
|
|
3 7606 7608 7609
|
|
3 7606 7609 7610
|
|
3 7606 7610 7611
|
|
3 7612 7668 7619
|
|
3 7618 7625 7669
|
|
3 7613 7612 7619
|
|
3 7613 7619 7620
|
|
3 7614 7613 7620
|
|
3 7614 7620 7621
|
|
3 7615 7614 7621
|
|
3 7615 7621 7622
|
|
3 7616 7615 7622
|
|
3 7616 7622 7623
|
|
3 7617 7616 7623
|
|
3 7617 7623 7624
|
|
3 7618 7617 7624
|
|
3 7618 7624 7625
|
|
3 7619 7668 7626
|
|
3 7625 7632 7669
|
|
3 7620 7619 7626
|
|
3 7620 7626 7627
|
|
3 7621 7620 7627
|
|
3 7621 7627 7628
|
|
3 7622 7621 7628
|
|
3 7622 7628 7629
|
|
3 7623 7622 7629
|
|
3 7623 7629 7630
|
|
3 7624 7623 7630
|
|
3 7624 7630 7631
|
|
3 7625 7624 7631
|
|
3 7625 7631 7632
|
|
3 7626 7668 7633
|
|
3 7632 7639 7669
|
|
3 7627 7626 7633
|
|
3 7627 7633 7634
|
|
3 7628 7627 7634
|
|
3 7628 7634 7635
|
|
3 7629 7628 7635
|
|
3 7629 7635 7636
|
|
3 7630 7629 7636
|
|
3 7630 7636 7637
|
|
3 7631 7630 7637
|
|
3 7631 7637 7638
|
|
3 7632 7631 7638
|
|
3 7632 7638 7639
|
|
3 7633 7668 7640
|
|
3 7639 7646 7669
|
|
3 7634 7633 7640
|
|
3 7634 7640 7641
|
|
3 7635 7634 7641
|
|
3 7635 7641 7642
|
|
3 7636 7635 7642
|
|
3 7636 7642 7643
|
|
3 7637 7636 7643
|
|
3 7637 7643 7644
|
|
3 7638 7637 7644
|
|
3 7638 7644 7645
|
|
3 7639 7638 7645
|
|
3 7639 7645 7646
|
|
3 7640 7668 7647
|
|
3 7646 7653 7669
|
|
3 7641 7640 7647
|
|
3 7641 7647 7648
|
|
3 7642 7641 7648
|
|
3 7642 7648 7649
|
|
3 7643 7642 7649
|
|
3 7643 7649 7650
|
|
3 7644 7643 7650
|
|
3 7644 7650 7651
|
|
3 7645 7644 7651
|
|
3 7645 7651 7652
|
|
3 7646 7645 7652
|
|
3 7646 7652 7653
|
|
3 7647 7668 7654
|
|
3 7653 7660 7669
|
|
3 7648 7647 7654
|
|
3 7648 7654 7655
|
|
3 7649 7648 7655
|
|
3 7649 7655 7656
|
|
3 7650 7649 7656
|
|
3 7650 7656 7657
|
|
3 7651 7650 7657
|
|
3 7651 7657 7658
|
|
3 7652 7651 7658
|
|
3 7652 7658 7659
|
|
3 7653 7652 7659
|
|
3 7653 7659 7660
|
|
3 7654 7668 7661
|
|
3 7660 7667 7669
|
|
3 7655 7654 7661
|
|
3 7655 7661 7662
|
|
3 7656 7655 7662
|
|
3 7656 7662 7663
|
|
3 7657 7656 7663
|
|
3 7657 7663 7664
|
|
3 7658 7657 7664
|
|
3 7658 7664 7665
|
|
3 7659 7658 7665
|
|
3 7659 7665 7666
|
|
3 7660 7659 7666
|
|
3 7660 7666 7667
|
|
3 7661 7668 7612
|
|
3 7667 7618 7669
|
|
3 7662 7661 7612
|
|
3 7662 7612 7613
|
|
3 7663 7662 7613
|
|
3 7663 7613 7614
|
|
3 7664 7663 7614
|
|
3 7664 7614 7615
|
|
3 7665 7664 7615
|
|
3 7665 7615 7616
|
|
3 7666 7665 7616
|
|
3 7666 7616 7617
|
|
3 7667 7666 7617
|
|
3 7667 7617 7618
|
|
3 7670 7672 7671
|
|
3 7671 7672 7673
|
|
3 7672 7674 7673
|
|
3 7673 7674 7675
|
|
3 7674 7676 7675
|
|
3 7675 7676 7677
|
|
3 7676 7678 7677
|
|
3 7677 7678 7679
|
|
3 7678 7680 7679
|
|
3 7679 7680 7681
|
|
3 7680 7682 7681
|
|
3 7681 7682 7683
|
|
3 7682 7684 7683
|
|
3 7683 7684 7685
|
|
3 7684 7670 7685
|
|
3 7685 7670 7671
|
|
3 7686 7688 7687
|
|
3 7687 7688 7689
|
|
3 7688 7690 7689
|
|
3 7689 7690 7691
|
|
3 7690 7692 7691
|
|
3 7691 7692 7693
|
|
3 7692 7694 7693
|
|
3 7693 7694 7695
|
|
3 7694 7696 7695
|
|
3 7695 7696 7697
|
|
3 7696 7698 7697
|
|
3 7697 7698 7699
|
|
3 7698 7700 7699
|
|
3 7699 7700 7701
|
|
3 7700 7686 7701
|
|
3 7701 7686 7687
|
|
3 7702 7704 7703
|
|
3 7703 7704 7705
|
|
3 7704 7706 7705
|
|
3 7705 7706 7707
|
|
3 7706 7708 7707
|
|
3 7707 7708 7709
|
|
3 7708 7710 7709
|
|
3 7709 7710 7711
|
|
3 7710 7712 7711
|
|
3 7711 7712 7713
|
|
3 7712 7714 7713
|
|
3 7713 7714 7715
|
|
3 7714 7716 7715
|
|
3 7715 7716 7717
|
|
3 7716 7702 7717
|
|
3 7717 7702 7703
|
|
3 7718 7719 7720
|
|
3 7718 7720 7721
|
|
3 7718 7721 7722
|
|
3 7718 7722 7723
|
|
3 7724 7725 7726
|
|
3 7724 7726 7727
|
|
3 7724 7727 7728
|
|
3 7724 7728 7729
|
|
3 7730 7731 7732
|
|
3 7730 7732 7733
|
|
3 7730 7733 7734
|
|
3 7730 7734 7735
|
|
3 7736 7737 7738
|
|
3 7736 7738 7739
|
|
3 7736 7739 7740
|
|
3 7736 7740 7741
|
|
3 7742 7743 7744
|
|
3 7742 7744 7745
|
|
3 7742 7745 7746
|
|
3 7742 7746 7747
|
|
3 7748 7804 7755
|
|
3 7754 7761 7805
|
|
3 7749 7748 7755
|
|
3 7749 7755 7756
|
|
3 7750 7749 7756
|
|
3 7750 7756 7757
|
|
3 7751 7750 7757
|
|
3 7751 7757 7758
|
|
3 7752 7751 7758
|
|
3 7752 7758 7759
|
|
3 7753 7752 7759
|
|
3 7753 7759 7760
|
|
3 7754 7753 7760
|
|
3 7754 7760 7761
|
|
3 7755 7804 7762
|
|
3 7761 7768 7805
|
|
3 7756 7755 7762
|
|
3 7756 7762 7763
|
|
3 7757 7756 7763
|
|
3 7757 7763 7764
|
|
3 7758 7757 7764
|
|
3 7758 7764 7765
|
|
3 7759 7758 7765
|
|
3 7759 7765 7766
|
|
3 7760 7759 7766
|
|
3 7760 7766 7767
|
|
3 7761 7760 7767
|
|
3 7761 7767 7768
|
|
3 7762 7804 7769
|
|
3 7768 7775 7805
|
|
3 7763 7762 7769
|
|
3 7763 7769 7770
|
|
3 7764 7763 7770
|
|
3 7764 7770 7771
|
|
3 7765 7764 7771
|
|
3 7765 7771 7772
|
|
3 7766 7765 7772
|
|
3 7766 7772 7773
|
|
3 7767 7766 7773
|
|
3 7767 7773 7774
|
|
3 7768 7767 7774
|
|
3 7768 7774 7775
|
|
3 7769 7804 7776
|
|
3 7775 7782 7805
|
|
3 7770 7769 7776
|
|
3 7770 7776 7777
|
|
3 7771 7770 7777
|
|
3 7771 7777 7778
|
|
3 7772 7771 7778
|
|
3 7772 7778 7779
|
|
3 7773 7772 7779
|
|
3 7773 7779 7780
|
|
3 7774 7773 7780
|
|
3 7774 7780 7781
|
|
3 7775 7774 7781
|
|
3 7775 7781 7782
|
|
3 7776 7804 7783
|
|
3 7782 7789 7805
|
|
3 7777 7776 7783
|
|
3 7777 7783 7784
|
|
3 7778 7777 7784
|
|
3 7778 7784 7785
|
|
3 7779 7778 7785
|
|
3 7779 7785 7786
|
|
3 7780 7779 7786
|
|
3 7780 7786 7787
|
|
3 7781 7780 7787
|
|
3 7781 7787 7788
|
|
3 7782 7781 7788
|
|
3 7782 7788 7789
|
|
3 7783 7804 7790
|
|
3 7789 7796 7805
|
|
3 7784 7783 7790
|
|
3 7784 7790 7791
|
|
3 7785 7784 7791
|
|
3 7785 7791 7792
|
|
3 7786 7785 7792
|
|
3 7786 7792 7793
|
|
3 7787 7786 7793
|
|
3 7787 7793 7794
|
|
3 7788 7787 7794
|
|
3 7788 7794 7795
|
|
3 7789 7788 7795
|
|
3 7789 7795 7796
|
|
3 7790 7804 7797
|
|
3 7796 7803 7805
|
|
3 7791 7790 7797
|
|
3 7791 7797 7798
|
|
3 7792 7791 7798
|
|
3 7792 7798 7799
|
|
3 7793 7792 7799
|
|
3 7793 7799 7800
|
|
3 7794 7793 7800
|
|
3 7794 7800 7801
|
|
3 7795 7794 7801
|
|
3 7795 7801 7802
|
|
3 7796 7795 7802
|
|
3 7796 7802 7803
|
|
3 7797 7804 7748
|
|
3 7803 7754 7805
|
|
3 7798 7797 7748
|
|
3 7798 7748 7749
|
|
3 7799 7798 7749
|
|
3 7799 7749 7750
|
|
3 7800 7799 7750
|
|
3 7800 7750 7751
|
|
3 7801 7800 7751
|
|
3 7801 7751 7752
|
|
3 7802 7801 7752
|
|
3 7802 7752 7753
|
|
3 7803 7802 7753
|
|
3 7803 7753 7754
|
|
3 7806 7808 7807
|
|
3 7807 7808 7809
|
|
3 7808 7810 7809
|
|
3 7809 7810 7811
|
|
3 7810 7812 7811
|
|
3 7811 7812 7813
|
|
3 7812 7814 7813
|
|
3 7813 7814 7815
|
|
3 7814 7816 7815
|
|
3 7815 7816 7817
|
|
3 7816 7818 7817
|
|
3 7817 7818 7819
|
|
3 7818 7820 7819
|
|
3 7819 7820 7821
|
|
3 7820 7806 7821
|
|
3 7821 7806 7807
|
|
3 7822 7824 7823
|
|
3 7823 7824 7825
|
|
3 7824 7826 7825
|
|
3 7825 7826 7827
|
|
3 7826 7828 7827
|
|
3 7827 7828 7829
|
|
3 7828 7830 7829
|
|
3 7829 7830 7831
|
|
3 7830 7832 7831
|
|
3 7831 7832 7833
|
|
3 7832 7834 7833
|
|
3 7833 7834 7835
|
|
3 7834 7836 7835
|
|
3 7835 7836 7837
|
|
3 7836 7822 7837
|
|
3 7837 7822 7823
|
|
3 7838 7840 7839
|
|
3 7839 7840 7841
|
|
3 7840 7842 7841
|
|
3 7841 7842 7843
|
|
3 7842 7844 7843
|
|
3 7843 7844 7845
|
|
3 7844 7846 7845
|
|
3 7845 7846 7847
|
|
3 7846 7848 7847
|
|
3 7847 7848 7849
|
|
3 7848 7850 7849
|
|
3 7849 7850 7851
|
|
3 7850 7852 7851
|
|
3 7851 7852 7853
|
|
3 7852 7838 7853
|
|
3 7853 7838 7839
|
|
3 7854 7855 7856
|
|
3 7854 7856 7857
|
|
3 7854 7857 7858
|
|
3 7854 7858 7859
|
|
3 7860 7861 7862
|
|
3 7860 7862 7863
|
|
3 7860 7863 7864
|
|
3 7860 7864 7865
|
|
3 7866 7867 7868
|
|
3 7866 7868 7869
|
|
3 7866 7869 7870
|
|
3 7866 7870 7871
|
|
3 7872 7873 7874
|
|
3 7872 7874 7875
|
|
3 7872 7875 7876
|
|
3 7872 7876 7877
|
|
3 7878 7879 7880
|
|
3 7878 7880 7881
|
|
3 7878 7881 7882
|
|
3 7878 7882 7883
|
|
3 7884 7940 7891
|
|
3 7890 7897 7941
|
|
3 7885 7884 7891
|
|
3 7885 7891 7892
|
|
3 7886 7885 7892
|
|
3 7886 7892 7893
|
|
3 7887 7886 7893
|
|
3 7887 7893 7894
|
|
3 7888 7887 7894
|
|
3 7888 7894 7895
|
|
3 7889 7888 7895
|
|
3 7889 7895 7896
|
|
3 7890 7889 7896
|
|
3 7890 7896 7897
|
|
3 7891 7940 7898
|
|
3 7897 7904 7941
|
|
3 7892 7891 7898
|
|
3 7892 7898 7899
|
|
3 7893 7892 7899
|
|
3 7893 7899 7900
|
|
3 7894 7893 7900
|
|
3 7894 7900 7901
|
|
3 7895 7894 7901
|
|
3 7895 7901 7902
|
|
3 7896 7895 7902
|
|
3 7896 7902 7903
|
|
3 7897 7896 7903
|
|
3 7897 7903 7904
|
|
3 7898 7940 7905
|
|
3 7904 7911 7941
|
|
3 7899 7898 7905
|
|
3 7899 7905 7906
|
|
3 7900 7899 7906
|
|
3 7900 7906 7907
|
|
3 7901 7900 7907
|
|
3 7901 7907 7908
|
|
3 7902 7901 7908
|
|
3 7902 7908 7909
|
|
3 7903 7902 7909
|
|
3 7903 7909 7910
|
|
3 7904 7903 7910
|
|
3 7904 7910 7911
|
|
3 7905 7940 7912
|
|
3 7911 7918 7941
|
|
3 7906 7905 7912
|
|
3 7906 7912 7913
|
|
3 7907 7906 7913
|
|
3 7907 7913 7914
|
|
3 7908 7907 7914
|
|
3 7908 7914 7915
|
|
3 7909 7908 7915
|
|
3 7909 7915 7916
|
|
3 7910 7909 7916
|
|
3 7910 7916 7917
|
|
3 7911 7910 7917
|
|
3 7911 7917 7918
|
|
3 7912 7940 7919
|
|
3 7918 7925 7941
|
|
3 7913 7912 7919
|
|
3 7913 7919 7920
|
|
3 7914 7913 7920
|
|
3 7914 7920 7921
|
|
3 7915 7914 7921
|
|
3 7915 7921 7922
|
|
3 7916 7915 7922
|
|
3 7916 7922 7923
|
|
3 7917 7916 7923
|
|
3 7917 7923 7924
|
|
3 7918 7917 7924
|
|
3 7918 7924 7925
|
|
3 7919 7940 7926
|
|
3 7925 7932 7941
|
|
3 7920 7919 7926
|
|
3 7920 7926 7927
|
|
3 7921 7920 7927
|
|
3 7921 7927 7928
|
|
3 7922 7921 7928
|
|
3 7922 7928 7929
|
|
3 7923 7922 7929
|
|
3 7923 7929 7930
|
|
3 7924 7923 7930
|
|
3 7924 7930 7931
|
|
3 7925 7924 7931
|
|
3 7925 7931 7932
|
|
3 7926 7940 7933
|
|
3 7932 7939 7941
|
|
3 7927 7926 7933
|
|
3 7927 7933 7934
|
|
3 7928 7927 7934
|
|
3 7928 7934 7935
|
|
3 7929 7928 7935
|
|
3 7929 7935 7936
|
|
3 7930 7929 7936
|
|
3 7930 7936 7937
|
|
3 7931 7930 7937
|
|
3 7931 7937 7938
|
|
3 7932 7931 7938
|
|
3 7932 7938 7939
|
|
3 7933 7940 7884
|
|
3 7939 7890 7941
|
|
3 7934 7933 7884
|
|
3 7934 7884 7885
|
|
3 7935 7934 7885
|
|
3 7935 7885 7886
|
|
3 7936 7935 7886
|
|
3 7936 7886 7887
|
|
3 7937 7936 7887
|
|
3 7937 7887 7888
|
|
3 7938 7937 7888
|
|
3 7938 7888 7889
|
|
3 7939 7938 7889
|
|
3 7939 7889 7890
|
|
3 7942 7944 7943
|
|
3 7943 7944 7945
|
|
3 7944 7946 7945
|
|
3 7945 7946 7947
|
|
3 7946 7948 7947
|
|
3 7947 7948 7949
|
|
3 7948 7950 7949
|
|
3 7949 7950 7951
|
|
3 7950 7952 7951
|
|
3 7951 7952 7953
|
|
3 7952 7954 7953
|
|
3 7953 7954 7955
|
|
3 7954 7956 7955
|
|
3 7955 7956 7957
|
|
3 7956 7942 7957
|
|
3 7957 7942 7943
|
|
3 7958 7960 7959
|
|
3 7959 7960 7961
|
|
3 7960 7962 7961
|
|
3 7961 7962 7963
|
|
3 7962 7964 7963
|
|
3 7963 7964 7965
|
|
3 7964 7966 7965
|
|
3 7965 7966 7967
|
|
3 7966 7968 7967
|
|
3 7967 7968 7969
|
|
3 7968 7970 7969
|
|
3 7969 7970 7971
|
|
3 7970 7972 7971
|
|
3 7971 7972 7973
|
|
3 7972 7958 7973
|
|
3 7973 7958 7959
|
|
3 7974 7976 7975
|
|
3 7975 7976 7977
|
|
3 7976 7978 7977
|
|
3 7977 7978 7979
|
|
3 7978 7980 7979
|
|
3 7979 7980 7981
|
|
3 7980 7982 7981
|
|
3 7981 7982 7983
|
|
3 7982 7984 7983
|
|
3 7983 7984 7985
|
|
3 7984 7986 7985
|
|
3 7985 7986 7987
|
|
3 7986 7988 7987
|
|
3 7987 7988 7989
|
|
3 7988 7974 7989
|
|
3 7989 7974 7975
|
|
3 7990 7991 7992
|
|
3 7990 7992 7993
|
|
3 7990 7993 7994
|
|
3 7990 7994 7995
|
|
3 7996 7997 7998
|
|
3 7996 7998 7999
|
|
3 7996 7999 8000
|
|
3 7996 8000 8001
|
|
3 8002 8003 8004
|
|
3 8002 8004 8005
|
|
3 8002 8005 8006
|
|
3 8002 8006 8007
|
|
3 8008 8009 8010
|
|
3 8008 8010 8011
|
|
3 8008 8011 8012
|
|
3 8008 8012 8013
|
|
3 8014 8015 8016
|
|
3 8014 8016 8017
|
|
3 8014 8017 8018
|
|
3 8014 8018 8019
|
|
3 8020 8076 8027
|
|
3 8026 8033 8077
|
|
3 8021 8020 8027
|
|
3 8021 8027 8028
|
|
3 8022 8021 8028
|
|
3 8022 8028 8029
|
|
3 8023 8022 8029
|
|
3 8023 8029 8030
|
|
3 8024 8023 8030
|
|
3 8024 8030 8031
|
|
3 8025 8024 8031
|
|
3 8025 8031 8032
|
|
3 8026 8025 8032
|
|
3 8026 8032 8033
|
|
3 8027 8076 8034
|
|
3 8033 8040 8077
|
|
3 8028 8027 8034
|
|
3 8028 8034 8035
|
|
3 8029 8028 8035
|
|
3 8029 8035 8036
|
|
3 8030 8029 8036
|
|
3 8030 8036 8037
|
|
3 8031 8030 8037
|
|
3 8031 8037 8038
|
|
3 8032 8031 8038
|
|
3 8032 8038 8039
|
|
3 8033 8032 8039
|
|
3 8033 8039 8040
|
|
3 8034 8076 8041
|
|
3 8040 8047 8077
|
|
3 8035 8034 8041
|
|
3 8035 8041 8042
|
|
3 8036 8035 8042
|
|
3 8036 8042 8043
|
|
3 8037 8036 8043
|
|
3 8037 8043 8044
|
|
3 8038 8037 8044
|
|
3 8038 8044 8045
|
|
3 8039 8038 8045
|
|
3 8039 8045 8046
|
|
3 8040 8039 8046
|
|
3 8040 8046 8047
|
|
3 8041 8076 8048
|
|
3 8047 8054 8077
|
|
3 8042 8041 8048
|
|
3 8042 8048 8049
|
|
3 8043 8042 8049
|
|
3 8043 8049 8050
|
|
3 8044 8043 8050
|
|
3 8044 8050 8051
|
|
3 8045 8044 8051
|
|
3 8045 8051 8052
|
|
3 8046 8045 8052
|
|
3 8046 8052 8053
|
|
3 8047 8046 8053
|
|
3 8047 8053 8054
|
|
3 8048 8076 8055
|
|
3 8054 8061 8077
|
|
3 8049 8048 8055
|
|
3 8049 8055 8056
|
|
3 8050 8049 8056
|
|
3 8050 8056 8057
|
|
3 8051 8050 8057
|
|
3 8051 8057 8058
|
|
3 8052 8051 8058
|
|
3 8052 8058 8059
|
|
3 8053 8052 8059
|
|
3 8053 8059 8060
|
|
3 8054 8053 8060
|
|
3 8054 8060 8061
|
|
3 8055 8076 8062
|
|
3 8061 8068 8077
|
|
3 8056 8055 8062
|
|
3 8056 8062 8063
|
|
3 8057 8056 8063
|
|
3 8057 8063 8064
|
|
3 8058 8057 8064
|
|
3 8058 8064 8065
|
|
3 8059 8058 8065
|
|
3 8059 8065 8066
|
|
3 8060 8059 8066
|
|
3 8060 8066 8067
|
|
3 8061 8060 8067
|
|
3 8061 8067 8068
|
|
3 8062 8076 8069
|
|
3 8068 8075 8077
|
|
3 8063 8062 8069
|
|
3 8063 8069 8070
|
|
3 8064 8063 8070
|
|
3 8064 8070 8071
|
|
3 8065 8064 8071
|
|
3 8065 8071 8072
|
|
3 8066 8065 8072
|
|
3 8066 8072 8073
|
|
3 8067 8066 8073
|
|
3 8067 8073 8074
|
|
3 8068 8067 8074
|
|
3 8068 8074 8075
|
|
3 8069 8076 8020
|
|
3 8075 8026 8077
|
|
3 8070 8069 8020
|
|
3 8070 8020 8021
|
|
3 8071 8070 8021
|
|
3 8071 8021 8022
|
|
3 8072 8071 8022
|
|
3 8072 8022 8023
|
|
3 8073 8072 8023
|
|
3 8073 8023 8024
|
|
3 8074 8073 8024
|
|
3 8074 8024 8025
|
|
3 8075 8074 8025
|
|
3 8075 8025 8026
|
|
3 8078 8080 8079
|
|
3 8079 8080 8081
|
|
3 8080 8082 8081
|
|
3 8081 8082 8083
|
|
3 8082 8084 8083
|
|
3 8083 8084 8085
|
|
3 8084 8086 8085
|
|
3 8085 8086 8087
|
|
3 8086 8088 8087
|
|
3 8087 8088 8089
|
|
3 8088 8090 8089
|
|
3 8089 8090 8091
|
|
3 8090 8092 8091
|
|
3 8091 8092 8093
|
|
3 8092 8078 8093
|
|
3 8093 8078 8079
|
|
3 8094 8096 8095
|
|
3 8095 8096 8097
|
|
3 8096 8098 8097
|
|
3 8097 8098 8099
|
|
3 8098 8100 8099
|
|
3 8099 8100 8101
|
|
3 8100 8102 8101
|
|
3 8101 8102 8103
|
|
3 8102 8104 8103
|
|
3 8103 8104 8105
|
|
3 8104 8106 8105
|
|
3 8105 8106 8107
|
|
3 8106 8108 8107
|
|
3 8107 8108 8109
|
|
3 8108 8094 8109
|
|
3 8109 8094 8095
|
|
3 8110 8112 8111
|
|
3 8111 8112 8113
|
|
3 8112 8114 8113
|
|
3 8113 8114 8115
|
|
3 8114 8116 8115
|
|
3 8115 8116 8117
|
|
3 8116 8118 8117
|
|
3 8117 8118 8119
|
|
3 8118 8120 8119
|
|
3 8119 8120 8121
|
|
3 8120 8122 8121
|
|
3 8121 8122 8123
|
|
3 8122 8124 8123
|
|
3 8123 8124 8125
|
|
3 8124 8110 8125
|
|
3 8125 8110 8111
|
|
3 8126 8127 8128
|
|
3 8126 8128 8129
|
|
3 8126 8129 8130
|
|
3 8126 8130 8131
|
|
3 8132 8133 8134
|
|
3 8132 8134 8135
|
|
3 8132 8135 8136
|
|
3 8132 8136 8137
|
|
3 8138 8139 8140
|
|
3 8138 8140 8141
|
|
3 8138 8141 8142
|
|
3 8138 8142 8143
|
|
3 8144 8145 8146
|
|
3 8144 8146 8147
|
|
3 8144 8147 8148
|
|
3 8144 8148 8149
|
|
3 8150 8151 8152
|
|
3 8150 8152 8153
|
|
3 8150 8153 8154
|
|
3 8150 8154 8155
|
|
3 8156 8212 8163
|
|
3 8162 8169 8213
|
|
3 8157 8156 8163
|
|
3 8157 8163 8164
|
|
3 8158 8157 8164
|
|
3 8158 8164 8165
|
|
3 8159 8158 8165
|
|
3 8159 8165 8166
|
|
3 8160 8159 8166
|
|
3 8160 8166 8167
|
|
3 8161 8160 8167
|
|
3 8161 8167 8168
|
|
3 8162 8161 8168
|
|
3 8162 8168 8169
|
|
3 8163 8212 8170
|
|
3 8169 8176 8213
|
|
3 8164 8163 8170
|
|
3 8164 8170 8171
|
|
3 8165 8164 8171
|
|
3 8165 8171 8172
|
|
3 8166 8165 8172
|
|
3 8166 8172 8173
|
|
3 8167 8166 8173
|
|
3 8167 8173 8174
|
|
3 8168 8167 8174
|
|
3 8168 8174 8175
|
|
3 8169 8168 8175
|
|
3 8169 8175 8176
|
|
3 8170 8212 8177
|
|
3 8176 8183 8213
|
|
3 8171 8170 8177
|
|
3 8171 8177 8178
|
|
3 8172 8171 8178
|
|
3 8172 8178 8179
|
|
3 8173 8172 8179
|
|
3 8173 8179 8180
|
|
3 8174 8173 8180
|
|
3 8174 8180 8181
|
|
3 8175 8174 8181
|
|
3 8175 8181 8182
|
|
3 8176 8175 8182
|
|
3 8176 8182 8183
|
|
3 8177 8212 8184
|
|
3 8183 8190 8213
|
|
3 8178 8177 8184
|
|
3 8178 8184 8185
|
|
3 8179 8178 8185
|
|
3 8179 8185 8186
|
|
3 8180 8179 8186
|
|
3 8180 8186 8187
|
|
3 8181 8180 8187
|
|
3 8181 8187 8188
|
|
3 8182 8181 8188
|
|
3 8182 8188 8189
|
|
3 8183 8182 8189
|
|
3 8183 8189 8190
|
|
3 8184 8212 8191
|
|
3 8190 8197 8213
|
|
3 8185 8184 8191
|
|
3 8185 8191 8192
|
|
3 8186 8185 8192
|
|
3 8186 8192 8193
|
|
3 8187 8186 8193
|
|
3 8187 8193 8194
|
|
3 8188 8187 8194
|
|
3 8188 8194 8195
|
|
3 8189 8188 8195
|
|
3 8189 8195 8196
|
|
3 8190 8189 8196
|
|
3 8190 8196 8197
|
|
3 8191 8212 8198
|
|
3 8197 8204 8213
|
|
3 8192 8191 8198
|
|
3 8192 8198 8199
|
|
3 8193 8192 8199
|
|
3 8193 8199 8200
|
|
3 8194 8193 8200
|
|
3 8194 8200 8201
|
|
3 8195 8194 8201
|
|
3 8195 8201 8202
|
|
3 8196 8195 8202
|
|
3 8196 8202 8203
|
|
3 8197 8196 8203
|
|
3 8197 8203 8204
|
|
3 8198 8212 8205
|
|
3 8204 8211 8213
|
|
3 8199 8198 8205
|
|
3 8199 8205 8206
|
|
3 8200 8199 8206
|
|
3 8200 8206 8207
|
|
3 8201 8200 8207
|
|
3 8201 8207 8208
|
|
3 8202 8201 8208
|
|
3 8202 8208 8209
|
|
3 8203 8202 8209
|
|
3 8203 8209 8210
|
|
3 8204 8203 8210
|
|
3 8204 8210 8211
|
|
3 8205 8212 8156
|
|
3 8211 8162 8213
|
|
3 8206 8205 8156
|
|
3 8206 8156 8157
|
|
3 8207 8206 8157
|
|
3 8207 8157 8158
|
|
3 8208 8207 8158
|
|
3 8208 8158 8159
|
|
3 8209 8208 8159
|
|
3 8209 8159 8160
|
|
3 8210 8209 8160
|
|
3 8210 8160 8161
|
|
3 8211 8210 8161
|
|
3 8211 8161 8162
|
|
3 8214 8216 8215
|
|
3 8215 8216 8217
|
|
3 8216 8218 8217
|
|
3 8217 8218 8219
|
|
3 8218 8220 8219
|
|
3 8219 8220 8221
|
|
3 8220 8222 8221
|
|
3 8221 8222 8223
|
|
3 8222 8224 8223
|
|
3 8223 8224 8225
|
|
3 8224 8226 8225
|
|
3 8225 8226 8227
|
|
3 8226 8228 8227
|
|
3 8227 8228 8229
|
|
3 8228 8214 8229
|
|
3 8229 8214 8215
|
|
3 8230 8232 8231
|
|
3 8231 8232 8233
|
|
3 8232 8234 8233
|
|
3 8233 8234 8235
|
|
3 8234 8236 8235
|
|
3 8235 8236 8237
|
|
3 8236 8238 8237
|
|
3 8237 8238 8239
|
|
3 8238 8240 8239
|
|
3 8239 8240 8241
|
|
3 8240 8242 8241
|
|
3 8241 8242 8243
|
|
3 8242 8244 8243
|
|
3 8243 8244 8245
|
|
3 8244 8230 8245
|
|
3 8245 8230 8231
|
|
3 8246 8248 8247
|
|
3 8247 8248 8249
|
|
3 8248 8250 8249
|
|
3 8249 8250 8251
|
|
3 8250 8252 8251
|
|
3 8251 8252 8253
|
|
3 8252 8254 8253
|
|
3 8253 8254 8255
|
|
3 8254 8256 8255
|
|
3 8255 8256 8257
|
|
3 8256 8258 8257
|
|
3 8257 8258 8259
|
|
3 8258 8260 8259
|
|
3 8259 8260 8261
|
|
3 8260 8246 8261
|
|
3 8261 8246 8247
|
|
3 8262 8263 8264
|
|
3 8262 8264 8265
|
|
3 8262 8265 8266
|
|
3 8262 8266 8267
|
|
3 8268 8269 8270
|
|
3 8268 8270 8271
|
|
3 8268 8271 8272
|
|
3 8268 8272 8273
|
|
3 8274 8275 8276
|
|
3 8274 8276 8277
|
|
3 8274 8277 8278
|
|
3 8274 8278 8279
|
|
3 8280 8281 8282
|
|
3 8280 8282 8283
|
|
3 8280 8283 8284
|
|
3 8280 8284 8285
|
|
3 8286 8287 8288
|
|
3 8286 8288 8289
|
|
3 8286 8289 8290
|
|
3 8286 8290 8291
|
|
3 8292 8348 8299
|
|
3 8298 8305 8349
|
|
3 8293 8292 8299
|
|
3 8293 8299 8300
|
|
3 8294 8293 8300
|
|
3 8294 8300 8301
|
|
3 8295 8294 8301
|
|
3 8295 8301 8302
|
|
3 8296 8295 8302
|
|
3 8296 8302 8303
|
|
3 8297 8296 8303
|
|
3 8297 8303 8304
|
|
3 8298 8297 8304
|
|
3 8298 8304 8305
|
|
3 8299 8348 8306
|
|
3 8305 8312 8349
|
|
3 8300 8299 8306
|
|
3 8300 8306 8307
|
|
3 8301 8300 8307
|
|
3 8301 8307 8308
|
|
3 8302 8301 8308
|
|
3 8302 8308 8309
|
|
3 8303 8302 8309
|
|
3 8303 8309 8310
|
|
3 8304 8303 8310
|
|
3 8304 8310 8311
|
|
3 8305 8304 8311
|
|
3 8305 8311 8312
|
|
3 8306 8348 8313
|
|
3 8312 8319 8349
|
|
3 8307 8306 8313
|
|
3 8307 8313 8314
|
|
3 8308 8307 8314
|
|
3 8308 8314 8315
|
|
3 8309 8308 8315
|
|
3 8309 8315 8316
|
|
3 8310 8309 8316
|
|
3 8310 8316 8317
|
|
3 8311 8310 8317
|
|
3 8311 8317 8318
|
|
3 8312 8311 8318
|
|
3 8312 8318 8319
|
|
3 8313 8348 8320
|
|
3 8319 8326 8349
|
|
3 8314 8313 8320
|
|
3 8314 8320 8321
|
|
3 8315 8314 8321
|
|
3 8315 8321 8322
|
|
3 8316 8315 8322
|
|
3 8316 8322 8323
|
|
3 8317 8316 8323
|
|
3 8317 8323 8324
|
|
3 8318 8317 8324
|
|
3 8318 8324 8325
|
|
3 8319 8318 8325
|
|
3 8319 8325 8326
|
|
3 8320 8348 8327
|
|
3 8326 8333 8349
|
|
3 8321 8320 8327
|
|
3 8321 8327 8328
|
|
3 8322 8321 8328
|
|
3 8322 8328 8329
|
|
3 8323 8322 8329
|
|
3 8323 8329 8330
|
|
3 8324 8323 8330
|
|
3 8324 8330 8331
|
|
3 8325 8324 8331
|
|
3 8325 8331 8332
|
|
3 8326 8325 8332
|
|
3 8326 8332 8333
|
|
3 8327 8348 8334
|
|
3 8333 8340 8349
|
|
3 8328 8327 8334
|
|
3 8328 8334 8335
|
|
3 8329 8328 8335
|
|
3 8329 8335 8336
|
|
3 8330 8329 8336
|
|
3 8330 8336 8337
|
|
3 8331 8330 8337
|
|
3 8331 8337 8338
|
|
3 8332 8331 8338
|
|
3 8332 8338 8339
|
|
3 8333 8332 8339
|
|
3 8333 8339 8340
|
|
3 8334 8348 8341
|
|
3 8340 8347 8349
|
|
3 8335 8334 8341
|
|
3 8335 8341 8342
|
|
3 8336 8335 8342
|
|
3 8336 8342 8343
|
|
3 8337 8336 8343
|
|
3 8337 8343 8344
|
|
3 8338 8337 8344
|
|
3 8338 8344 8345
|
|
3 8339 8338 8345
|
|
3 8339 8345 8346
|
|
3 8340 8339 8346
|
|
3 8340 8346 8347
|
|
3 8341 8348 8292
|
|
3 8347 8298 8349
|
|
3 8342 8341 8292
|
|
3 8342 8292 8293
|
|
3 8343 8342 8293
|
|
3 8343 8293 8294
|
|
3 8344 8343 8294
|
|
3 8344 8294 8295
|
|
3 8345 8344 8295
|
|
3 8345 8295 8296
|
|
3 8346 8345 8296
|
|
3 8346 8296 8297
|
|
3 8347 8346 8297
|
|
3 8347 8297 8298
|
|
3 8350 8352 8351
|
|
3 8351 8352 8353
|
|
3 8352 8354 8353
|
|
3 8353 8354 8355
|
|
3 8354 8356 8355
|
|
3 8355 8356 8357
|
|
3 8356 8358 8357
|
|
3 8357 8358 8359
|
|
3 8358 8360 8359
|
|
3 8359 8360 8361
|
|
3 8360 8362 8361
|
|
3 8361 8362 8363
|
|
3 8362 8364 8363
|
|
3 8363 8364 8365
|
|
3 8364 8350 8365
|
|
3 8365 8350 8351
|
|
3 8366 8368 8367
|
|
3 8367 8368 8369
|
|
3 8368 8370 8369
|
|
3 8369 8370 8371
|
|
3 8370 8372 8371
|
|
3 8371 8372 8373
|
|
3 8372 8374 8373
|
|
3 8373 8374 8375
|
|
3 8374 8376 8375
|
|
3 8375 8376 8377
|
|
3 8376 8378 8377
|
|
3 8377 8378 8379
|
|
3 8378 8380 8379
|
|
3 8379 8380 8381
|
|
3 8380 8366 8381
|
|
3 8381 8366 8367
|
|
3 8382 8384 8383
|
|
3 8383 8384 8385
|
|
3 8384 8386 8385
|
|
3 8385 8386 8387
|
|
3 8386 8388 8387
|
|
3 8387 8388 8389
|
|
3 8388 8390 8389
|
|
3 8389 8390 8391
|
|
3 8390 8392 8391
|
|
3 8391 8392 8393
|
|
3 8392 8394 8393
|
|
3 8393 8394 8395
|
|
3 8394 8396 8395
|
|
3 8395 8396 8397
|
|
3 8396 8382 8397
|
|
3 8397 8382 8383
|
|
3 8398 8399 8400
|
|
3 8398 8400 8401
|
|
3 8398 8401 8402
|
|
3 8398 8402 8403
|
|
3 8404 8405 8406
|
|
3 8404 8406 8407
|
|
3 8404 8407 8408
|
|
3 8404 8408 8409
|
|
3 8410 8411 8412
|
|
3 8410 8412 8413
|
|
3 8410 8413 8414
|
|
3 8410 8414 8415
|
|
3 8416 8417 8418
|
|
3 8416 8418 8419
|
|
3 8416 8419 8420
|
|
3 8416 8420 8421
|
|
3 8422 8423 8424
|
|
3 8422 8424 8425
|
|
3 8422 8425 8426
|
|
3 8422 8426 8427
|
|
3 8428 8484 8435
|
|
3 8434 8441 8485
|
|
3 8429 8428 8435
|
|
3 8429 8435 8436
|
|
3 8430 8429 8436
|
|
3 8430 8436 8437
|
|
3 8431 8430 8437
|
|
3 8431 8437 8438
|
|
3 8432 8431 8438
|
|
3 8432 8438 8439
|
|
3 8433 8432 8439
|
|
3 8433 8439 8440
|
|
3 8434 8433 8440
|
|
3 8434 8440 8441
|
|
3 8435 8484 8442
|
|
3 8441 8448 8485
|
|
3 8436 8435 8442
|
|
3 8436 8442 8443
|
|
3 8437 8436 8443
|
|
3 8437 8443 8444
|
|
3 8438 8437 8444
|
|
3 8438 8444 8445
|
|
3 8439 8438 8445
|
|
3 8439 8445 8446
|
|
3 8440 8439 8446
|
|
3 8440 8446 8447
|
|
3 8441 8440 8447
|
|
3 8441 8447 8448
|
|
3 8442 8484 8449
|
|
3 8448 8455 8485
|
|
3 8443 8442 8449
|
|
3 8443 8449 8450
|
|
3 8444 8443 8450
|
|
3 8444 8450 8451
|
|
3 8445 8444 8451
|
|
3 8445 8451 8452
|
|
3 8446 8445 8452
|
|
3 8446 8452 8453
|
|
3 8447 8446 8453
|
|
3 8447 8453 8454
|
|
3 8448 8447 8454
|
|
3 8448 8454 8455
|
|
3 8449 8484 8456
|
|
3 8455 8462 8485
|
|
3 8450 8449 8456
|
|
3 8450 8456 8457
|
|
3 8451 8450 8457
|
|
3 8451 8457 8458
|
|
3 8452 8451 8458
|
|
3 8452 8458 8459
|
|
3 8453 8452 8459
|
|
3 8453 8459 8460
|
|
3 8454 8453 8460
|
|
3 8454 8460 8461
|
|
3 8455 8454 8461
|
|
3 8455 8461 8462
|
|
3 8456 8484 8463
|
|
3 8462 8469 8485
|
|
3 8457 8456 8463
|
|
3 8457 8463 8464
|
|
3 8458 8457 8464
|
|
3 8458 8464 8465
|
|
3 8459 8458 8465
|
|
3 8459 8465 8466
|
|
3 8460 8459 8466
|
|
3 8460 8466 8467
|
|
3 8461 8460 8467
|
|
3 8461 8467 8468
|
|
3 8462 8461 8468
|
|
3 8462 8468 8469
|
|
3 8463 8484 8470
|
|
3 8469 8476 8485
|
|
3 8464 8463 8470
|
|
3 8464 8470 8471
|
|
3 8465 8464 8471
|
|
3 8465 8471 8472
|
|
3 8466 8465 8472
|
|
3 8466 8472 8473
|
|
3 8467 8466 8473
|
|
3 8467 8473 8474
|
|
3 8468 8467 8474
|
|
3 8468 8474 8475
|
|
3 8469 8468 8475
|
|
3 8469 8475 8476
|
|
3 8470 8484 8477
|
|
3 8476 8483 8485
|
|
3 8471 8470 8477
|
|
3 8471 8477 8478
|
|
3 8472 8471 8478
|
|
3 8472 8478 8479
|
|
3 8473 8472 8479
|
|
3 8473 8479 8480
|
|
3 8474 8473 8480
|
|
3 8474 8480 8481
|
|
3 8475 8474 8481
|
|
3 8475 8481 8482
|
|
3 8476 8475 8482
|
|
3 8476 8482 8483
|
|
3 8477 8484 8428
|
|
3 8483 8434 8485
|
|
3 8478 8477 8428
|
|
3 8478 8428 8429
|
|
3 8479 8478 8429
|
|
3 8479 8429 8430
|
|
3 8480 8479 8430
|
|
3 8480 8430 8431
|
|
3 8481 8480 8431
|
|
3 8481 8431 8432
|
|
3 8482 8481 8432
|
|
3 8482 8432 8433
|
|
3 8483 8482 8433
|
|
3 8483 8433 8434
|
|
3 8486 8488 8487
|
|
3 8487 8488 8489
|
|
3 8488 8490 8489
|
|
3 8489 8490 8491
|
|
3 8490 8492 8491
|
|
3 8491 8492 8493
|
|
3 8492 8494 8493
|
|
3 8493 8494 8495
|
|
3 8494 8496 8495
|
|
3 8495 8496 8497
|
|
3 8496 8498 8497
|
|
3 8497 8498 8499
|
|
3 8498 8500 8499
|
|
3 8499 8500 8501
|
|
3 8500 8486 8501
|
|
3 8501 8486 8487
|
|
3 8502 8504 8503
|
|
3 8503 8504 8505
|
|
3 8504 8506 8505
|
|
3 8505 8506 8507
|
|
3 8506 8508 8507
|
|
3 8507 8508 8509
|
|
3 8508 8510 8509
|
|
3 8509 8510 8511
|
|
3 8510 8512 8511
|
|
3 8511 8512 8513
|
|
3 8512 8514 8513
|
|
3 8513 8514 8515
|
|
3 8514 8516 8515
|
|
3 8515 8516 8517
|
|
3 8516 8502 8517
|
|
3 8517 8502 8503
|
|
3 8518 8520 8519
|
|
3 8519 8520 8521
|
|
3 8520 8522 8521
|
|
3 8521 8522 8523
|
|
3 8522 8524 8523
|
|
3 8523 8524 8525
|
|
3 8524 8526 8525
|
|
3 8525 8526 8527
|
|
3 8526 8528 8527
|
|
3 8527 8528 8529
|
|
3 8528 8530 8529
|
|
3 8529 8530 8531
|
|
3 8530 8532 8531
|
|
3 8531 8532 8533
|
|
3 8532 8518 8533
|
|
3 8533 8518 8519
|
|
3 8534 8535 8536
|
|
3 8534 8536 8537
|
|
3 8534 8537 8538
|
|
3 8534 8538 8539
|
|
3 8540 8541 8542
|
|
3 8540 8542 8543
|
|
3 8540 8543 8544
|
|
3 8540 8544 8545
|
|
3 8546 8547 8548
|
|
3 8546 8548 8549
|
|
3 8546 8549 8550
|
|
3 8546 8550 8551
|
|
3 8552 8553 8554
|
|
3 8552 8554 8555
|
|
3 8552 8555 8556
|
|
3 8552 8556 8557
|
|
3 8558 8559 8560
|
|
3 8558 8560 8561
|
|
3 8558 8561 8562
|
|
3 8558 8562 8563
|
|
3 8564 8620 8571
|
|
3 8570 8577 8621
|
|
3 8565 8564 8571
|
|
3 8565 8571 8572
|
|
3 8566 8565 8572
|
|
3 8566 8572 8573
|
|
3 8567 8566 8573
|
|
3 8567 8573 8574
|
|
3 8568 8567 8574
|
|
3 8568 8574 8575
|
|
3 8569 8568 8575
|
|
3 8569 8575 8576
|
|
3 8570 8569 8576
|
|
3 8570 8576 8577
|
|
3 8571 8620 8578
|
|
3 8577 8584 8621
|
|
3 8572 8571 8578
|
|
3 8572 8578 8579
|
|
3 8573 8572 8579
|
|
3 8573 8579 8580
|
|
3 8574 8573 8580
|
|
3 8574 8580 8581
|
|
3 8575 8574 8581
|
|
3 8575 8581 8582
|
|
3 8576 8575 8582
|
|
3 8576 8582 8583
|
|
3 8577 8576 8583
|
|
3 8577 8583 8584
|
|
3 8578 8620 8585
|
|
3 8584 8591 8621
|
|
3 8579 8578 8585
|
|
3 8579 8585 8586
|
|
3 8580 8579 8586
|
|
3 8580 8586 8587
|
|
3 8581 8580 8587
|
|
3 8581 8587 8588
|
|
3 8582 8581 8588
|
|
3 8582 8588 8589
|
|
3 8583 8582 8589
|
|
3 8583 8589 8590
|
|
3 8584 8583 8590
|
|
3 8584 8590 8591
|
|
3 8585 8620 8592
|
|
3 8591 8598 8621
|
|
3 8586 8585 8592
|
|
3 8586 8592 8593
|
|
3 8587 8586 8593
|
|
3 8587 8593 8594
|
|
3 8588 8587 8594
|
|
3 8588 8594 8595
|
|
3 8589 8588 8595
|
|
3 8589 8595 8596
|
|
3 8590 8589 8596
|
|
3 8590 8596 8597
|
|
3 8591 8590 8597
|
|
3 8591 8597 8598
|
|
3 8592 8620 8599
|
|
3 8598 8605 8621
|
|
3 8593 8592 8599
|
|
3 8593 8599 8600
|
|
3 8594 8593 8600
|
|
3 8594 8600 8601
|
|
3 8595 8594 8601
|
|
3 8595 8601 8602
|
|
3 8596 8595 8602
|
|
3 8596 8602 8603
|
|
3 8597 8596 8603
|
|
3 8597 8603 8604
|
|
3 8598 8597 8604
|
|
3 8598 8604 8605
|
|
3 8599 8620 8606
|
|
3 8605 8612 8621
|
|
3 8600 8599 8606
|
|
3 8600 8606 8607
|
|
3 8601 8600 8607
|
|
3 8601 8607 8608
|
|
3 8602 8601 8608
|
|
3 8602 8608 8609
|
|
3 8603 8602 8609
|
|
3 8603 8609 8610
|
|
3 8604 8603 8610
|
|
3 8604 8610 8611
|
|
3 8605 8604 8611
|
|
3 8605 8611 8612
|
|
3 8606 8620 8613
|
|
3 8612 8619 8621
|
|
3 8607 8606 8613
|
|
3 8607 8613 8614
|
|
3 8608 8607 8614
|
|
3 8608 8614 8615
|
|
3 8609 8608 8615
|
|
3 8609 8615 8616
|
|
3 8610 8609 8616
|
|
3 8610 8616 8617
|
|
3 8611 8610 8617
|
|
3 8611 8617 8618
|
|
3 8612 8611 8618
|
|
3 8612 8618 8619
|
|
3 8613 8620 8564
|
|
3 8619 8570 8621
|
|
3 8614 8613 8564
|
|
3 8614 8564 8565
|
|
3 8615 8614 8565
|
|
3 8615 8565 8566
|
|
3 8616 8615 8566
|
|
3 8616 8566 8567
|
|
3 8617 8616 8567
|
|
3 8617 8567 8568
|
|
3 8618 8617 8568
|
|
3 8618 8568 8569
|
|
3 8619 8618 8569
|
|
3 8619 8569 8570
|
|
3 8622 8624 8623
|
|
3 8623 8624 8625
|
|
3 8624 8626 8625
|
|
3 8625 8626 8627
|
|
3 8626 8628 8627
|
|
3 8627 8628 8629
|
|
3 8628 8630 8629
|
|
3 8629 8630 8631
|
|
3 8630 8632 8631
|
|
3 8631 8632 8633
|
|
3 8632 8634 8633
|
|
3 8633 8634 8635
|
|
3 8634 8636 8635
|
|
3 8635 8636 8637
|
|
3 8636 8622 8637
|
|
3 8637 8622 8623
|
|
3 8638 8640 8639
|
|
3 8639 8640 8641
|
|
3 8640 8642 8641
|
|
3 8641 8642 8643
|
|
3 8642 8644 8643
|
|
3 8643 8644 8645
|
|
3 8644 8646 8645
|
|
3 8645 8646 8647
|
|
3 8646 8648 8647
|
|
3 8647 8648 8649
|
|
3 8648 8650 8649
|
|
3 8649 8650 8651
|
|
3 8650 8652 8651
|
|
3 8651 8652 8653
|
|
3 8652 8638 8653
|
|
3 8653 8638 8639
|
|
3 8654 8656 8655
|
|
3 8655 8656 8657
|
|
3 8656 8658 8657
|
|
3 8657 8658 8659
|
|
3 8658 8660 8659
|
|
3 8659 8660 8661
|
|
3 8660 8662 8661
|
|
3 8661 8662 8663
|
|
3 8662 8664 8663
|
|
3 8663 8664 8665
|
|
3 8664 8666 8665
|
|
3 8665 8666 8667
|
|
3 8666 8668 8667
|
|
3 8667 8668 8669
|
|
3 8668 8654 8669
|
|
3 8669 8654 8655
|
|
3 8670 8671 8672
|
|
3 8670 8672 8673
|
|
3 8670 8673 8674
|
|
3 8670 8674 8675
|
|
3 8676 8677 8678
|
|
3 8676 8678 8679
|
|
3 8676 8679 8680
|
|
3 8676 8680 8681
|
|
3 8682 8683 8684
|
|
3 8682 8684 8685
|
|
3 8682 8685 8686
|
|
3 8682 8686 8687
|
|
3 8688 8689 8690
|
|
3 8688 8690 8691
|
|
3 8688 8691 8692
|
|
3 8688 8692 8693
|
|
3 8694 8695 8696
|
|
3 8694 8696 8697
|
|
3 8694 8697 8698
|
|
3 8694 8698 8699
|
|
3 8700 8756 8707
|
|
3 8706 8713 8757
|
|
3 8701 8700 8707
|
|
3 8701 8707 8708
|
|
3 8702 8701 8708
|
|
3 8702 8708 8709
|
|
3 8703 8702 8709
|
|
3 8703 8709 8710
|
|
3 8704 8703 8710
|
|
3 8704 8710 8711
|
|
3 8705 8704 8711
|
|
3 8705 8711 8712
|
|
3 8706 8705 8712
|
|
3 8706 8712 8713
|
|
3 8707 8756 8714
|
|
3 8713 8720 8757
|
|
3 8708 8707 8714
|
|
3 8708 8714 8715
|
|
3 8709 8708 8715
|
|
3 8709 8715 8716
|
|
3 8710 8709 8716
|
|
3 8710 8716 8717
|
|
3 8711 8710 8717
|
|
3 8711 8717 8718
|
|
3 8712 8711 8718
|
|
3 8712 8718 8719
|
|
3 8713 8712 8719
|
|
3 8713 8719 8720
|
|
3 8714 8756 8721
|
|
3 8720 8727 8757
|
|
3 8715 8714 8721
|
|
3 8715 8721 8722
|
|
3 8716 8715 8722
|
|
3 8716 8722 8723
|
|
3 8717 8716 8723
|
|
3 8717 8723 8724
|
|
3 8718 8717 8724
|
|
3 8718 8724 8725
|
|
3 8719 8718 8725
|
|
3 8719 8725 8726
|
|
3 8720 8719 8726
|
|
3 8720 8726 8727
|
|
3 8721 8756 8728
|
|
3 8727 8734 8757
|
|
3 8722 8721 8728
|
|
3 8722 8728 8729
|
|
3 8723 8722 8729
|
|
3 8723 8729 8730
|
|
3 8724 8723 8730
|
|
3 8724 8730 8731
|
|
3 8725 8724 8731
|
|
3 8725 8731 8732
|
|
3 8726 8725 8732
|
|
3 8726 8732 8733
|
|
3 8727 8726 8733
|
|
3 8727 8733 8734
|
|
3 8728 8756 8735
|
|
3 8734 8741 8757
|
|
3 8729 8728 8735
|
|
3 8729 8735 8736
|
|
3 8730 8729 8736
|
|
3 8730 8736 8737
|
|
3 8731 8730 8737
|
|
3 8731 8737 8738
|
|
3 8732 8731 8738
|
|
3 8732 8738 8739
|
|
3 8733 8732 8739
|
|
3 8733 8739 8740
|
|
3 8734 8733 8740
|
|
3 8734 8740 8741
|
|
3 8735 8756 8742
|
|
3 8741 8748 8757
|
|
3 8736 8735 8742
|
|
3 8736 8742 8743
|
|
3 8737 8736 8743
|
|
3 8737 8743 8744
|
|
3 8738 8737 8744
|
|
3 8738 8744 8745
|
|
3 8739 8738 8745
|
|
3 8739 8745 8746
|
|
3 8740 8739 8746
|
|
3 8740 8746 8747
|
|
3 8741 8740 8747
|
|
3 8741 8747 8748
|
|
3 8742 8756 8749
|
|
3 8748 8755 8757
|
|
3 8743 8742 8749
|
|
3 8743 8749 8750
|
|
3 8744 8743 8750
|
|
3 8744 8750 8751
|
|
3 8745 8744 8751
|
|
3 8745 8751 8752
|
|
3 8746 8745 8752
|
|
3 8746 8752 8753
|
|
3 8747 8746 8753
|
|
3 8747 8753 8754
|
|
3 8748 8747 8754
|
|
3 8748 8754 8755
|
|
3 8749 8756 8700
|
|
3 8755 8706 8757
|
|
3 8750 8749 8700
|
|
3 8750 8700 8701
|
|
3 8751 8750 8701
|
|
3 8751 8701 8702
|
|
3 8752 8751 8702
|
|
3 8752 8702 8703
|
|
3 8753 8752 8703
|
|
3 8753 8703 8704
|
|
3 8754 8753 8704
|
|
3 8754 8704 8705
|
|
3 8755 8754 8705
|
|
3 8755 8705 8706
|
|
3 8758 8760 8759
|
|
3 8759 8760 8761
|
|
3 8760 8762 8761
|
|
3 8761 8762 8763
|
|
3 8762 8764 8763
|
|
3 8763 8764 8765
|
|
3 8764 8766 8765
|
|
3 8765 8766 8767
|
|
3 8766 8768 8767
|
|
3 8767 8768 8769
|
|
3 8768 8770 8769
|
|
3 8769 8770 8771
|
|
3 8770 8772 8771
|
|
3 8771 8772 8773
|
|
3 8772 8758 8773
|
|
3 8773 8758 8759
|
|
3 8774 8776 8775
|
|
3 8775 8776 8777
|
|
3 8776 8778 8777
|
|
3 8777 8778 8779
|
|
3 8778 8780 8779
|
|
3 8779 8780 8781
|
|
3 8780 8782 8781
|
|
3 8781 8782 8783
|
|
3 8782 8784 8783
|
|
3 8783 8784 8785
|
|
3 8784 8786 8785
|
|
3 8785 8786 8787
|
|
3 8786 8788 8787
|
|
3 8787 8788 8789
|
|
3 8788 8774 8789
|
|
3 8789 8774 8775
|
|
3 8790 8792 8791
|
|
3 8791 8792 8793
|
|
3 8792 8794 8793
|
|
3 8793 8794 8795
|
|
3 8794 8796 8795
|
|
3 8795 8796 8797
|
|
3 8796 8798 8797
|
|
3 8797 8798 8799
|
|
3 8798 8800 8799
|
|
3 8799 8800 8801
|
|
3 8800 8802 8801
|
|
3 8801 8802 8803
|
|
3 8802 8804 8803
|
|
3 8803 8804 8805
|
|
3 8804 8790 8805
|
|
3 8805 8790 8791
|
|
3 8806 8807 8808
|
|
3 8806 8808 8809
|
|
3 8806 8809 8810
|
|
3 8806 8810 8811
|
|
3 8812 8813 8814
|
|
3 8812 8814 8815
|
|
3 8812 8815 8816
|
|
3 8812 8816 8817
|
|
3 8818 8819 8820
|
|
3 8818 8820 8821
|
|
3 8818 8821 8822
|
|
3 8818 8822 8823
|
|
3 8824 8825 8826
|
|
3 8824 8826 8827
|
|
3 8824 8827 8828
|
|
3 8824 8828 8829
|
|
3 8830 8831 8832
|
|
3 8830 8832 8833
|
|
3 8830 8833 8834
|
|
3 8830 8834 8835
|
|
3 8836 8892 8843
|
|
3 8842 8849 8893
|
|
3 8837 8836 8843
|
|
3 8837 8843 8844
|
|
3 8838 8837 8844
|
|
3 8838 8844 8845
|
|
3 8839 8838 8845
|
|
3 8839 8845 8846
|
|
3 8840 8839 8846
|
|
3 8840 8846 8847
|
|
3 8841 8840 8847
|
|
3 8841 8847 8848
|
|
3 8842 8841 8848
|
|
3 8842 8848 8849
|
|
3 8843 8892 8850
|
|
3 8849 8856 8893
|
|
3 8844 8843 8850
|
|
3 8844 8850 8851
|
|
3 8845 8844 8851
|
|
3 8845 8851 8852
|
|
3 8846 8845 8852
|
|
3 8846 8852 8853
|
|
3 8847 8846 8853
|
|
3 8847 8853 8854
|
|
3 8848 8847 8854
|
|
3 8848 8854 8855
|
|
3 8849 8848 8855
|
|
3 8849 8855 8856
|
|
3 8850 8892 8857
|
|
3 8856 8863 8893
|
|
3 8851 8850 8857
|
|
3 8851 8857 8858
|
|
3 8852 8851 8858
|
|
3 8852 8858 8859
|
|
3 8853 8852 8859
|
|
3 8853 8859 8860
|
|
3 8854 8853 8860
|
|
3 8854 8860 8861
|
|
3 8855 8854 8861
|
|
3 8855 8861 8862
|
|
3 8856 8855 8862
|
|
3 8856 8862 8863
|
|
3 8857 8892 8864
|
|
3 8863 8870 8893
|
|
3 8858 8857 8864
|
|
3 8858 8864 8865
|
|
3 8859 8858 8865
|
|
3 8859 8865 8866
|
|
3 8860 8859 8866
|
|
3 8860 8866 8867
|
|
3 8861 8860 8867
|
|
3 8861 8867 8868
|
|
3 8862 8861 8868
|
|
3 8862 8868 8869
|
|
3 8863 8862 8869
|
|
3 8863 8869 8870
|
|
3 8864 8892 8871
|
|
3 8870 8877 8893
|
|
3 8865 8864 8871
|
|
3 8865 8871 8872
|
|
3 8866 8865 8872
|
|
3 8866 8872 8873
|
|
3 8867 8866 8873
|
|
3 8867 8873 8874
|
|
3 8868 8867 8874
|
|
3 8868 8874 8875
|
|
3 8869 8868 8875
|
|
3 8869 8875 8876
|
|
3 8870 8869 8876
|
|
3 8870 8876 8877
|
|
3 8871 8892 8878
|
|
3 8877 8884 8893
|
|
3 8872 8871 8878
|
|
3 8872 8878 8879
|
|
3 8873 8872 8879
|
|
3 8873 8879 8880
|
|
3 8874 8873 8880
|
|
3 8874 8880 8881
|
|
3 8875 8874 8881
|
|
3 8875 8881 8882
|
|
3 8876 8875 8882
|
|
3 8876 8882 8883
|
|
3 8877 8876 8883
|
|
3 8877 8883 8884
|
|
3 8878 8892 8885
|
|
3 8884 8891 8893
|
|
3 8879 8878 8885
|
|
3 8879 8885 8886
|
|
3 8880 8879 8886
|
|
3 8880 8886 8887
|
|
3 8881 8880 8887
|
|
3 8881 8887 8888
|
|
3 8882 8881 8888
|
|
3 8882 8888 8889
|
|
3 8883 8882 8889
|
|
3 8883 8889 8890
|
|
3 8884 8883 8890
|
|
3 8884 8890 8891
|
|
3 8885 8892 8836
|
|
3 8891 8842 8893
|
|
3 8886 8885 8836
|
|
3 8886 8836 8837
|
|
3 8887 8886 8837
|
|
3 8887 8837 8838
|
|
3 8888 8887 8838
|
|
3 8888 8838 8839
|
|
3 8889 8888 8839
|
|
3 8889 8839 8840
|
|
3 8890 8889 8840
|
|
3 8890 8840 8841
|
|
3 8891 8890 8841
|
|
3 8891 8841 8842
|
|
3 8894 8896 8895
|
|
3 8895 8896 8897
|
|
3 8896 8898 8897
|
|
3 8897 8898 8899
|
|
3 8898 8900 8899
|
|
3 8899 8900 8901
|
|
3 8900 8902 8901
|
|
3 8901 8902 8903
|
|
3 8902 8904 8903
|
|
3 8903 8904 8905
|
|
3 8904 8906 8905
|
|
3 8905 8906 8907
|
|
3 8906 8908 8907
|
|
3 8907 8908 8909
|
|
3 8908 8894 8909
|
|
3 8909 8894 8895
|
|
3 8910 8912 8911
|
|
3 8911 8912 8913
|
|
3 8912 8914 8913
|
|
3 8913 8914 8915
|
|
3 8914 8916 8915
|
|
3 8915 8916 8917
|
|
3 8916 8918 8917
|
|
3 8917 8918 8919
|
|
3 8918 8920 8919
|
|
3 8919 8920 8921
|
|
3 8920 8922 8921
|
|
3 8921 8922 8923
|
|
3 8922 8924 8923
|
|
3 8923 8924 8925
|
|
3 8924 8910 8925
|
|
3 8925 8910 8911
|
|
3 8926 8928 8927
|
|
3 8927 8928 8929
|
|
3 8928 8930 8929
|
|
3 8929 8930 8931
|
|
3 8930 8932 8931
|
|
3 8931 8932 8933
|
|
3 8932 8934 8933
|
|
3 8933 8934 8935
|
|
3 8934 8936 8935
|
|
3 8935 8936 8937
|
|
3 8936 8938 8937
|
|
3 8937 8938 8939
|
|
3 8938 8940 8939
|
|
3 8939 8940 8941
|
|
3 8940 8926 8941
|
|
3 8941 8926 8927
|
|
3 8942 8943 8944
|
|
3 8942 8944 8945
|
|
3 8942 8945 8946
|
|
3 8942 8946 8947
|
|
3 8948 8949 8950
|
|
3 8948 8950 8951
|
|
3 8948 8951 8952
|
|
3 8948 8952 8953
|
|
3 8954 8955 8956
|
|
3 8954 8956 8957
|
|
3 8954 8957 8958
|
|
3 8954 8958 8959
|
|
3 8960 8961 8962
|
|
3 8960 8962 8963
|
|
3 8960 8963 8964
|
|
3 8960 8964 8965
|
|
3 8966 8967 8968
|
|
3 8966 8968 8969
|
|
3 8966 8969 8970
|
|
3 8966 8970 8971
|
|
3 8972 9028 8979
|
|
3 8978 8985 9029
|
|
3 8973 8972 8979
|
|
3 8973 8979 8980
|
|
3 8974 8973 8980
|
|
3 8974 8980 8981
|
|
3 8975 8974 8981
|
|
3 8975 8981 8982
|
|
3 8976 8975 8982
|
|
3 8976 8982 8983
|
|
3 8977 8976 8983
|
|
3 8977 8983 8984
|
|
3 8978 8977 8984
|
|
3 8978 8984 8985
|
|
3 8979 9028 8986
|
|
3 8985 8992 9029
|
|
3 8980 8979 8986
|
|
3 8980 8986 8987
|
|
3 8981 8980 8987
|
|
3 8981 8987 8988
|
|
3 8982 8981 8988
|
|
3 8982 8988 8989
|
|
3 8983 8982 8989
|
|
3 8983 8989 8990
|
|
3 8984 8983 8990
|
|
3 8984 8990 8991
|
|
3 8985 8984 8991
|
|
3 8985 8991 8992
|
|
3 8986 9028 8993
|
|
3 8992 8999 9029
|
|
3 8987 8986 8993
|
|
3 8987 8993 8994
|
|
3 8988 8987 8994
|
|
3 8988 8994 8995
|
|
3 8989 8988 8995
|
|
3 8989 8995 8996
|
|
3 8990 8989 8996
|
|
3 8990 8996 8997
|
|
3 8991 8990 8997
|
|
3 8991 8997 8998
|
|
3 8992 8991 8998
|
|
3 8992 8998 8999
|
|
3 8993 9028 9000
|
|
3 8999 9006 9029
|
|
3 8994 8993 9000
|
|
3 8994 9000 9001
|
|
3 8995 8994 9001
|
|
3 8995 9001 9002
|
|
3 8996 8995 9002
|
|
3 8996 9002 9003
|
|
3 8997 8996 9003
|
|
3 8997 9003 9004
|
|
3 8998 8997 9004
|
|
3 8998 9004 9005
|
|
3 8999 8998 9005
|
|
3 8999 9005 9006
|
|
3 9000 9028 9007
|
|
3 9006 9013 9029
|
|
3 9001 9000 9007
|
|
3 9001 9007 9008
|
|
3 9002 9001 9008
|
|
3 9002 9008 9009
|
|
3 9003 9002 9009
|
|
3 9003 9009 9010
|
|
3 9004 9003 9010
|
|
3 9004 9010 9011
|
|
3 9005 9004 9011
|
|
3 9005 9011 9012
|
|
3 9006 9005 9012
|
|
3 9006 9012 9013
|
|
3 9007 9028 9014
|
|
3 9013 9020 9029
|
|
3 9008 9007 9014
|
|
3 9008 9014 9015
|
|
3 9009 9008 9015
|
|
3 9009 9015 9016
|
|
3 9010 9009 9016
|
|
3 9010 9016 9017
|
|
3 9011 9010 9017
|
|
3 9011 9017 9018
|
|
3 9012 9011 9018
|
|
3 9012 9018 9019
|
|
3 9013 9012 9019
|
|
3 9013 9019 9020
|
|
3 9014 9028 9021
|
|
3 9020 9027 9029
|
|
3 9015 9014 9021
|
|
3 9015 9021 9022
|
|
3 9016 9015 9022
|
|
3 9016 9022 9023
|
|
3 9017 9016 9023
|
|
3 9017 9023 9024
|
|
3 9018 9017 9024
|
|
3 9018 9024 9025
|
|
3 9019 9018 9025
|
|
3 9019 9025 9026
|
|
3 9020 9019 9026
|
|
3 9020 9026 9027
|
|
3 9021 9028 8972
|
|
3 9027 8978 9029
|
|
3 9022 9021 8972
|
|
3 9022 8972 8973
|
|
3 9023 9022 8973
|
|
3 9023 8973 8974
|
|
3 9024 9023 8974
|
|
3 9024 8974 8975
|
|
3 9025 9024 8975
|
|
3 9025 8975 8976
|
|
3 9026 9025 8976
|
|
3 9026 8976 8977
|
|
3 9027 9026 8977
|
|
3 9027 8977 8978
|
|
3 9030 9032 9031
|
|
3 9031 9032 9033
|
|
3 9032 9034 9033
|
|
3 9033 9034 9035
|
|
3 9034 9036 9035
|
|
3 9035 9036 9037
|
|
3 9036 9038 9037
|
|
3 9037 9038 9039
|
|
3 9038 9040 9039
|
|
3 9039 9040 9041
|
|
3 9040 9042 9041
|
|
3 9041 9042 9043
|
|
3 9042 9044 9043
|
|
3 9043 9044 9045
|
|
3 9044 9030 9045
|
|
3 9045 9030 9031
|
|
3 9046 9048 9047
|
|
3 9047 9048 9049
|
|
3 9048 9050 9049
|
|
3 9049 9050 9051
|
|
3 9050 9052 9051
|
|
3 9051 9052 9053
|
|
3 9052 9054 9053
|
|
3 9053 9054 9055
|
|
3 9054 9056 9055
|
|
3 9055 9056 9057
|
|
3 9056 9058 9057
|
|
3 9057 9058 9059
|
|
3 9058 9060 9059
|
|
3 9059 9060 9061
|
|
3 9060 9046 9061
|
|
3 9061 9046 9047
|
|
3 9062 9064 9063
|
|
3 9063 9064 9065
|
|
3 9064 9066 9065
|
|
3 9065 9066 9067
|
|
3 9066 9068 9067
|
|
3 9067 9068 9069
|
|
3 9068 9070 9069
|
|
3 9069 9070 9071
|
|
3 9070 9072 9071
|
|
3 9071 9072 9073
|
|
3 9072 9074 9073
|
|
3 9073 9074 9075
|
|
3 9074 9076 9075
|
|
3 9075 9076 9077
|
|
3 9076 9062 9077
|
|
3 9077 9062 9063
|
|
3 9078 9079 9080
|
|
3 9078 9080 9081
|
|
3 9078 9081 9082
|
|
3 9078 9082 9083
|
|
3 9084 9085 9086
|
|
3 9084 9086 9087
|
|
3 9084 9087 9088
|
|
3 9084 9088 9089
|
|
3 9090 9091 9092
|
|
3 9090 9092 9093
|
|
3 9090 9093 9094
|
|
3 9090 9094 9095
|
|
3 9096 9097 9098
|
|
3 9096 9098 9099
|
|
3 9096 9099 9100
|
|
3 9096 9100 9101
|
|
3 9102 9103 9104
|
|
3 9102 9104 9105
|
|
3 9102 9105 9106
|
|
3 9102 9106 9107
|
|
3 9108 9164 9115
|
|
3 9114 9121 9165
|
|
3 9109 9108 9115
|
|
3 9109 9115 9116
|
|
3 9110 9109 9116
|
|
3 9110 9116 9117
|
|
3 9111 9110 9117
|
|
3 9111 9117 9118
|
|
3 9112 9111 9118
|
|
3 9112 9118 9119
|
|
3 9113 9112 9119
|
|
3 9113 9119 9120
|
|
3 9114 9113 9120
|
|
3 9114 9120 9121
|
|
3 9115 9164 9122
|
|
3 9121 9128 9165
|
|
3 9116 9115 9122
|
|
3 9116 9122 9123
|
|
3 9117 9116 9123
|
|
3 9117 9123 9124
|
|
3 9118 9117 9124
|
|
3 9118 9124 9125
|
|
3 9119 9118 9125
|
|
3 9119 9125 9126
|
|
3 9120 9119 9126
|
|
3 9120 9126 9127
|
|
3 9121 9120 9127
|
|
3 9121 9127 9128
|
|
3 9122 9164 9129
|
|
3 9128 9135 9165
|
|
3 9123 9122 9129
|
|
3 9123 9129 9130
|
|
3 9124 9123 9130
|
|
3 9124 9130 9131
|
|
3 9125 9124 9131
|
|
3 9125 9131 9132
|
|
3 9126 9125 9132
|
|
3 9126 9132 9133
|
|
3 9127 9126 9133
|
|
3 9127 9133 9134
|
|
3 9128 9127 9134
|
|
3 9128 9134 9135
|
|
3 9129 9164 9136
|
|
3 9135 9142 9165
|
|
3 9130 9129 9136
|
|
3 9130 9136 9137
|
|
3 9131 9130 9137
|
|
3 9131 9137 9138
|
|
3 9132 9131 9138
|
|
3 9132 9138 9139
|
|
3 9133 9132 9139
|
|
3 9133 9139 9140
|
|
3 9134 9133 9140
|
|
3 9134 9140 9141
|
|
3 9135 9134 9141
|
|
3 9135 9141 9142
|
|
3 9136 9164 9143
|
|
3 9142 9149 9165
|
|
3 9137 9136 9143
|
|
3 9137 9143 9144
|
|
3 9138 9137 9144
|
|
3 9138 9144 9145
|
|
3 9139 9138 9145
|
|
3 9139 9145 9146
|
|
3 9140 9139 9146
|
|
3 9140 9146 9147
|
|
3 9141 9140 9147
|
|
3 9141 9147 9148
|
|
3 9142 9141 9148
|
|
3 9142 9148 9149
|
|
3 9143 9164 9150
|
|
3 9149 9156 9165
|
|
3 9144 9143 9150
|
|
3 9144 9150 9151
|
|
3 9145 9144 9151
|
|
3 9145 9151 9152
|
|
3 9146 9145 9152
|
|
3 9146 9152 9153
|
|
3 9147 9146 9153
|
|
3 9147 9153 9154
|
|
3 9148 9147 9154
|
|
3 9148 9154 9155
|
|
3 9149 9148 9155
|
|
3 9149 9155 9156
|
|
3 9150 9164 9157
|
|
3 9156 9163 9165
|
|
3 9151 9150 9157
|
|
3 9151 9157 9158
|
|
3 9152 9151 9158
|
|
3 9152 9158 9159
|
|
3 9153 9152 9159
|
|
3 9153 9159 9160
|
|
3 9154 9153 9160
|
|
3 9154 9160 9161
|
|
3 9155 9154 9161
|
|
3 9155 9161 9162
|
|
3 9156 9155 9162
|
|
3 9156 9162 9163
|
|
3 9157 9164 9108
|
|
3 9163 9114 9165
|
|
3 9158 9157 9108
|
|
3 9158 9108 9109
|
|
3 9159 9158 9109
|
|
3 9159 9109 9110
|
|
3 9160 9159 9110
|
|
3 9160 9110 9111
|
|
3 9161 9160 9111
|
|
3 9161 9111 9112
|
|
3 9162 9161 9112
|
|
3 9162 9112 9113
|
|
3 9163 9162 9113
|
|
3 9163 9113 9114
|
|
3 9166 9168 9167
|
|
3 9167 9168 9169
|
|
3 9168 9170 9169
|
|
3 9169 9170 9171
|
|
3 9170 9172 9171
|
|
3 9171 9172 9173
|
|
3 9172 9174 9173
|
|
3 9173 9174 9175
|
|
3 9174 9176 9175
|
|
3 9175 9176 9177
|
|
3 9176 9178 9177
|
|
3 9177 9178 9179
|
|
3 9178 9180 9179
|
|
3 9179 9180 9181
|
|
3 9180 9166 9181
|
|
3 9181 9166 9167
|
|
3 9182 9184 9183
|
|
3 9183 9184 9185
|
|
3 9184 9186 9185
|
|
3 9185 9186 9187
|
|
3 9186 9188 9187
|
|
3 9187 9188 9189
|
|
3 9188 9190 9189
|
|
3 9189 9190 9191
|
|
3 9190 9192 9191
|
|
3 9191 9192 9193
|
|
3 9192 9194 9193
|
|
3 9193 9194 9195
|
|
3 9194 9196 9195
|
|
3 9195 9196 9197
|
|
3 9196 9182 9197
|
|
3 9197 9182 9183
|
|
3 9198 9200 9199
|
|
3 9199 9200 9201
|
|
3 9200 9202 9201
|
|
3 9201 9202 9203
|
|
3 9202 9204 9203
|
|
3 9203 9204 9205
|
|
3 9204 9206 9205
|
|
3 9205 9206 9207
|
|
3 9206 9208 9207
|
|
3 9207 9208 9209
|
|
3 9208 9210 9209
|
|
3 9209 9210 9211
|
|
3 9210 9212 9211
|
|
3 9211 9212 9213
|
|
3 9212 9198 9213
|
|
3 9213 9198 9199
|
|
3 9214 9215 9216
|
|
3 9214 9216 9217
|
|
3 9214 9217 9218
|
|
3 9214 9218 9219
|
|
3 9220 9221 9222
|
|
3 9220 9222 9223
|
|
3 9220 9223 9224
|
|
3 9220 9224 9225
|
|
3 9226 9227 9228
|
|
3 9226 9228 9229
|
|
3 9226 9229 9230
|
|
3 9226 9230 9231
|
|
3 9232 9233 9234
|
|
3 9232 9234 9235
|
|
3 9232 9235 9236
|
|
3 9232 9236 9237
|
|
3 9238 9239 9240
|
|
3 9238 9240 9241
|
|
3 9238 9241 9242
|
|
3 9238 9242 9243
|
|
3 9244 9300 9251
|
|
3 9250 9257 9301
|
|
3 9245 9244 9251
|
|
3 9245 9251 9252
|
|
3 9246 9245 9252
|
|
3 9246 9252 9253
|
|
3 9247 9246 9253
|
|
3 9247 9253 9254
|
|
3 9248 9247 9254
|
|
3 9248 9254 9255
|
|
3 9249 9248 9255
|
|
3 9249 9255 9256
|
|
3 9250 9249 9256
|
|
3 9250 9256 9257
|
|
3 9251 9300 9258
|
|
3 9257 9264 9301
|
|
3 9252 9251 9258
|
|
3 9252 9258 9259
|
|
3 9253 9252 9259
|
|
3 9253 9259 9260
|
|
3 9254 9253 9260
|
|
3 9254 9260 9261
|
|
3 9255 9254 9261
|
|
3 9255 9261 9262
|
|
3 9256 9255 9262
|
|
3 9256 9262 9263
|
|
3 9257 9256 9263
|
|
3 9257 9263 9264
|
|
3 9258 9300 9265
|
|
3 9264 9271 9301
|
|
3 9259 9258 9265
|
|
3 9259 9265 9266
|
|
3 9260 9259 9266
|
|
3 9260 9266 9267
|
|
3 9261 9260 9267
|
|
3 9261 9267 9268
|
|
3 9262 9261 9268
|
|
3 9262 9268 9269
|
|
3 9263 9262 9269
|
|
3 9263 9269 9270
|
|
3 9264 9263 9270
|
|
3 9264 9270 9271
|
|
3 9265 9300 9272
|
|
3 9271 9278 9301
|
|
3 9266 9265 9272
|
|
3 9266 9272 9273
|
|
3 9267 9266 9273
|
|
3 9267 9273 9274
|
|
3 9268 9267 9274
|
|
3 9268 9274 9275
|
|
3 9269 9268 9275
|
|
3 9269 9275 9276
|
|
3 9270 9269 9276
|
|
3 9270 9276 9277
|
|
3 9271 9270 9277
|
|
3 9271 9277 9278
|
|
3 9272 9300 9279
|
|
3 9278 9285 9301
|
|
3 9273 9272 9279
|
|
3 9273 9279 9280
|
|
3 9274 9273 9280
|
|
3 9274 9280 9281
|
|
3 9275 9274 9281
|
|
3 9275 9281 9282
|
|
3 9276 9275 9282
|
|
3 9276 9282 9283
|
|
3 9277 9276 9283
|
|
3 9277 9283 9284
|
|
3 9278 9277 9284
|
|
3 9278 9284 9285
|
|
3 9279 9300 9286
|
|
3 9285 9292 9301
|
|
3 9280 9279 9286
|
|
3 9280 9286 9287
|
|
3 9281 9280 9287
|
|
3 9281 9287 9288
|
|
3 9282 9281 9288
|
|
3 9282 9288 9289
|
|
3 9283 9282 9289
|
|
3 9283 9289 9290
|
|
3 9284 9283 9290
|
|
3 9284 9290 9291
|
|
3 9285 9284 9291
|
|
3 9285 9291 9292
|
|
3 9286 9300 9293
|
|
3 9292 9299 9301
|
|
3 9287 9286 9293
|
|
3 9287 9293 9294
|
|
3 9288 9287 9294
|
|
3 9288 9294 9295
|
|
3 9289 9288 9295
|
|
3 9289 9295 9296
|
|
3 9290 9289 9296
|
|
3 9290 9296 9297
|
|
3 9291 9290 9297
|
|
3 9291 9297 9298
|
|
3 9292 9291 9298
|
|
3 9292 9298 9299
|
|
3 9293 9300 9244
|
|
3 9299 9250 9301
|
|
3 9294 9293 9244
|
|
3 9294 9244 9245
|
|
3 9295 9294 9245
|
|
3 9295 9245 9246
|
|
3 9296 9295 9246
|
|
3 9296 9246 9247
|
|
3 9297 9296 9247
|
|
3 9297 9247 9248
|
|
3 9298 9297 9248
|
|
3 9298 9248 9249
|
|
3 9299 9298 9249
|
|
3 9299 9249 9250
|
|
3 9302 9304 9303
|
|
3 9303 9304 9305
|
|
3 9304 9306 9305
|
|
3 9305 9306 9307
|
|
3 9306 9308 9307
|
|
3 9307 9308 9309
|
|
3 9308 9310 9309
|
|
3 9309 9310 9311
|
|
3 9310 9312 9311
|
|
3 9311 9312 9313
|
|
3 9312 9314 9313
|
|
3 9313 9314 9315
|
|
3 9314 9316 9315
|
|
3 9315 9316 9317
|
|
3 9316 9302 9317
|
|
3 9317 9302 9303
|
|
3 9318 9320 9319
|
|
3 9319 9320 9321
|
|
3 9320 9322 9321
|
|
3 9321 9322 9323
|
|
3 9322 9324 9323
|
|
3 9323 9324 9325
|
|
3 9324 9326 9325
|
|
3 9325 9326 9327
|
|
3 9326 9328 9327
|
|
3 9327 9328 9329
|
|
3 9328 9330 9329
|
|
3 9329 9330 9331
|
|
3 9330 9332 9331
|
|
3 9331 9332 9333
|
|
3 9332 9318 9333
|
|
3 9333 9318 9319
|
|
3 9334 9336 9335
|
|
3 9335 9336 9337
|
|
3 9336 9338 9337
|
|
3 9337 9338 9339
|
|
3 9338 9340 9339
|
|
3 9339 9340 9341
|
|
3 9340 9342 9341
|
|
3 9341 9342 9343
|
|
3 9342 9344 9343
|
|
3 9343 9344 9345
|
|
3 9344 9346 9345
|
|
3 9345 9346 9347
|
|
3 9346 9348 9347
|
|
3 9347 9348 9349
|
|
3 9348 9334 9349
|
|
3 9349 9334 9335
|
|
3 9350 9351 9352
|
|
3 9350 9352 9353
|
|
3 9350 9353 9354
|
|
3 9350 9354 9355
|
|
3 9356 9357 9358
|
|
3 9356 9358 9359
|
|
3 9356 9359 9360
|
|
3 9356 9360 9361
|
|
3 9362 9363 9364
|
|
3 9362 9364 9365
|
|
3 9362 9365 9366
|
|
3 9362 9366 9367
|
|
3 9368 9369 9370
|
|
3 9368 9370 9371
|
|
3 9368 9371 9372
|
|
3 9368 9372 9373
|
|
3 9374 9375 9376
|
|
3 9374 9376 9377
|
|
3 9374 9377 9378
|
|
3 9374 9378 9379
|
|
3 9380 9436 9387
|
|
3 9386 9393 9437
|
|
3 9381 9380 9387
|
|
3 9381 9387 9388
|
|
3 9382 9381 9388
|
|
3 9382 9388 9389
|
|
3 9383 9382 9389
|
|
3 9383 9389 9390
|
|
3 9384 9383 9390
|
|
3 9384 9390 9391
|
|
3 9385 9384 9391
|
|
3 9385 9391 9392
|
|
3 9386 9385 9392
|
|
3 9386 9392 9393
|
|
3 9387 9436 9394
|
|
3 9393 9400 9437
|
|
3 9388 9387 9394
|
|
3 9388 9394 9395
|
|
3 9389 9388 9395
|
|
3 9389 9395 9396
|
|
3 9390 9389 9396
|
|
3 9390 9396 9397
|
|
3 9391 9390 9397
|
|
3 9391 9397 9398
|
|
3 9392 9391 9398
|
|
3 9392 9398 9399
|
|
3 9393 9392 9399
|
|
3 9393 9399 9400
|
|
3 9394 9436 9401
|
|
3 9400 9407 9437
|
|
3 9395 9394 9401
|
|
3 9395 9401 9402
|
|
3 9396 9395 9402
|
|
3 9396 9402 9403
|
|
3 9397 9396 9403
|
|
3 9397 9403 9404
|
|
3 9398 9397 9404
|
|
3 9398 9404 9405
|
|
3 9399 9398 9405
|
|
3 9399 9405 9406
|
|
3 9400 9399 9406
|
|
3 9400 9406 9407
|
|
3 9401 9436 9408
|
|
3 9407 9414 9437
|
|
3 9402 9401 9408
|
|
3 9402 9408 9409
|
|
3 9403 9402 9409
|
|
3 9403 9409 9410
|
|
3 9404 9403 9410
|
|
3 9404 9410 9411
|
|
3 9405 9404 9411
|
|
3 9405 9411 9412
|
|
3 9406 9405 9412
|
|
3 9406 9412 9413
|
|
3 9407 9406 9413
|
|
3 9407 9413 9414
|
|
3 9408 9436 9415
|
|
3 9414 9421 9437
|
|
3 9409 9408 9415
|
|
3 9409 9415 9416
|
|
3 9410 9409 9416
|
|
3 9410 9416 9417
|
|
3 9411 9410 9417
|
|
3 9411 9417 9418
|
|
3 9412 9411 9418
|
|
3 9412 9418 9419
|
|
3 9413 9412 9419
|
|
3 9413 9419 9420
|
|
3 9414 9413 9420
|
|
3 9414 9420 9421
|
|
3 9415 9436 9422
|
|
3 9421 9428 9437
|
|
3 9416 9415 9422
|
|
3 9416 9422 9423
|
|
3 9417 9416 9423
|
|
3 9417 9423 9424
|
|
3 9418 9417 9424
|
|
3 9418 9424 9425
|
|
3 9419 9418 9425
|
|
3 9419 9425 9426
|
|
3 9420 9419 9426
|
|
3 9420 9426 9427
|
|
3 9421 9420 9427
|
|
3 9421 9427 9428
|
|
3 9422 9436 9429
|
|
3 9428 9435 9437
|
|
3 9423 9422 9429
|
|
3 9423 9429 9430
|
|
3 9424 9423 9430
|
|
3 9424 9430 9431
|
|
3 9425 9424 9431
|
|
3 9425 9431 9432
|
|
3 9426 9425 9432
|
|
3 9426 9432 9433
|
|
3 9427 9426 9433
|
|
3 9427 9433 9434
|
|
3 9428 9427 9434
|
|
3 9428 9434 9435
|
|
3 9429 9436 9380
|
|
3 9435 9386 9437
|
|
3 9430 9429 9380
|
|
3 9430 9380 9381
|
|
3 9431 9430 9381
|
|
3 9431 9381 9382
|
|
3 9432 9431 9382
|
|
3 9432 9382 9383
|
|
3 9433 9432 9383
|
|
3 9433 9383 9384
|
|
3 9434 9433 9384
|
|
3 9434 9384 9385
|
|
3 9435 9434 9385
|
|
3 9435 9385 9386
|
|
3 9438 9440 9439
|
|
3 9439 9440 9441
|
|
3 9440 9442 9441
|
|
3 9441 9442 9443
|
|
3 9442 9444 9443
|
|
3 9443 9444 9445
|
|
3 9444 9446 9445
|
|
3 9445 9446 9447
|
|
3 9446 9448 9447
|
|
3 9447 9448 9449
|
|
3 9448 9450 9449
|
|
3 9449 9450 9451
|
|
3 9450 9452 9451
|
|
3 9451 9452 9453
|
|
3 9452 9438 9453
|
|
3 9453 9438 9439
|
|
3 9454 9456 9455
|
|
3 9455 9456 9457
|
|
3 9456 9458 9457
|
|
3 9457 9458 9459
|
|
3 9458 9460 9459
|
|
3 9459 9460 9461
|
|
3 9460 9462 9461
|
|
3 9461 9462 9463
|
|
3 9462 9464 9463
|
|
3 9463 9464 9465
|
|
3 9464 9466 9465
|
|
3 9465 9466 9467
|
|
3 9466 9468 9467
|
|
3 9467 9468 9469
|
|
3 9468 9454 9469
|
|
3 9469 9454 9455
|
|
3 9470 9472 9471
|
|
3 9471 9472 9473
|
|
3 9472 9474 9473
|
|
3 9473 9474 9475
|
|
3 9474 9476 9475
|
|
3 9475 9476 9477
|
|
3 9476 9478 9477
|
|
3 9477 9478 9479
|
|
3 9478 9480 9479
|
|
3 9479 9480 9481
|
|
3 9480 9482 9481
|
|
3 9481 9482 9483
|
|
3 9482 9484 9483
|
|
3 9483 9484 9485
|
|
3 9484 9470 9485
|
|
3 9485 9470 9471
|
|
3 9486 9487 9488
|
|
3 9486 9488 9489
|
|
3 9486 9489 9490
|
|
3 9486 9490 9491
|
|
3 9492 9493 9494
|
|
3 9492 9494 9495
|
|
3 9492 9495 9496
|
|
3 9492 9496 9497
|
|
3 9498 9499 9500
|
|
3 9498 9500 9501
|
|
3 9498 9501 9502
|
|
3 9498 9502 9503
|
|
3 9504 9505 9506
|
|
3 9504 9506 9507
|
|
3 9504 9507 9508
|
|
3 9504 9508 9509
|
|
3 9510 9511 9512
|
|
3 9510 9512 9513
|
|
3 9510 9513 9514
|
|
3 9510 9514 9515
|
|
3 9516 9572 9523
|
|
3 9522 9529 9573
|
|
3 9517 9516 9523
|
|
3 9517 9523 9524
|
|
3 9518 9517 9524
|
|
3 9518 9524 9525
|
|
3 9519 9518 9525
|
|
3 9519 9525 9526
|
|
3 9520 9519 9526
|
|
3 9520 9526 9527
|
|
3 9521 9520 9527
|
|
3 9521 9527 9528
|
|
3 9522 9521 9528
|
|
3 9522 9528 9529
|
|
3 9523 9572 9530
|
|
3 9529 9536 9573
|
|
3 9524 9523 9530
|
|
3 9524 9530 9531
|
|
3 9525 9524 9531
|
|
3 9525 9531 9532
|
|
3 9526 9525 9532
|
|
3 9526 9532 9533
|
|
3 9527 9526 9533
|
|
3 9527 9533 9534
|
|
3 9528 9527 9534
|
|
3 9528 9534 9535
|
|
3 9529 9528 9535
|
|
3 9529 9535 9536
|
|
3 9530 9572 9537
|
|
3 9536 9543 9573
|
|
3 9531 9530 9537
|
|
3 9531 9537 9538
|
|
3 9532 9531 9538
|
|
3 9532 9538 9539
|
|
3 9533 9532 9539
|
|
3 9533 9539 9540
|
|
3 9534 9533 9540
|
|
3 9534 9540 9541
|
|
3 9535 9534 9541
|
|
3 9535 9541 9542
|
|
3 9536 9535 9542
|
|
3 9536 9542 9543
|
|
3 9537 9572 9544
|
|
3 9543 9550 9573
|
|
3 9538 9537 9544
|
|
3 9538 9544 9545
|
|
3 9539 9538 9545
|
|
3 9539 9545 9546
|
|
3 9540 9539 9546
|
|
3 9540 9546 9547
|
|
3 9541 9540 9547
|
|
3 9541 9547 9548
|
|
3 9542 9541 9548
|
|
3 9542 9548 9549
|
|
3 9543 9542 9549
|
|
3 9543 9549 9550
|
|
3 9544 9572 9551
|
|
3 9550 9557 9573
|
|
3 9545 9544 9551
|
|
3 9545 9551 9552
|
|
3 9546 9545 9552
|
|
3 9546 9552 9553
|
|
3 9547 9546 9553
|
|
3 9547 9553 9554
|
|
3 9548 9547 9554
|
|
3 9548 9554 9555
|
|
3 9549 9548 9555
|
|
3 9549 9555 9556
|
|
3 9550 9549 9556
|
|
3 9550 9556 9557
|
|
3 9551 9572 9558
|
|
3 9557 9564 9573
|
|
3 9552 9551 9558
|
|
3 9552 9558 9559
|
|
3 9553 9552 9559
|
|
3 9553 9559 9560
|
|
3 9554 9553 9560
|
|
3 9554 9560 9561
|
|
3 9555 9554 9561
|
|
3 9555 9561 9562
|
|
3 9556 9555 9562
|
|
3 9556 9562 9563
|
|
3 9557 9556 9563
|
|
3 9557 9563 9564
|
|
3 9558 9572 9565
|
|
3 9564 9571 9573
|
|
3 9559 9558 9565
|
|
3 9559 9565 9566
|
|
3 9560 9559 9566
|
|
3 9560 9566 9567
|
|
3 9561 9560 9567
|
|
3 9561 9567 9568
|
|
3 9562 9561 9568
|
|
3 9562 9568 9569
|
|
3 9563 9562 9569
|
|
3 9563 9569 9570
|
|
3 9564 9563 9570
|
|
3 9564 9570 9571
|
|
3 9565 9572 9516
|
|
3 9571 9522 9573
|
|
3 9566 9565 9516
|
|
3 9566 9516 9517
|
|
3 9567 9566 9517
|
|
3 9567 9517 9518
|
|
3 9568 9567 9518
|
|
3 9568 9518 9519
|
|
3 9569 9568 9519
|
|
3 9569 9519 9520
|
|
3 9570 9569 9520
|
|
3 9570 9520 9521
|
|
3 9571 9570 9521
|
|
3 9571 9521 9522
|
|
3 9574 9576 9575
|
|
3 9575 9576 9577
|
|
3 9576 9578 9577
|
|
3 9577 9578 9579
|
|
3 9578 9580 9579
|
|
3 9579 9580 9581
|
|
3 9580 9582 9581
|
|
3 9581 9582 9583
|
|
3 9582 9584 9583
|
|
3 9583 9584 9585
|
|
3 9584 9586 9585
|
|
3 9585 9586 9587
|
|
3 9586 9588 9587
|
|
3 9587 9588 9589
|
|
3 9588 9574 9589
|
|
3 9589 9574 9575
|
|
3 9590 9592 9591
|
|
3 9591 9592 9593
|
|
3 9592 9594 9593
|
|
3 9593 9594 9595
|
|
3 9594 9596 9595
|
|
3 9595 9596 9597
|
|
3 9596 9598 9597
|
|
3 9597 9598 9599
|
|
3 9598 9600 9599
|
|
3 9599 9600 9601
|
|
3 9600 9602 9601
|
|
3 9601 9602 9603
|
|
3 9602 9604 9603
|
|
3 9603 9604 9605
|
|
3 9604 9590 9605
|
|
3 9605 9590 9591
|
|
3 9606 9608 9607
|
|
3 9607 9608 9609
|
|
3 9608 9610 9609
|
|
3 9609 9610 9611
|
|
3 9610 9612 9611
|
|
3 9611 9612 9613
|
|
3 9612 9614 9613
|
|
3 9613 9614 9615
|
|
3 9614 9616 9615
|
|
3 9615 9616 9617
|
|
3 9616 9618 9617
|
|
3 9617 9618 9619
|
|
3 9618 9620 9619
|
|
3 9619 9620 9621
|
|
3 9620 9606 9621
|
|
3 9621 9606 9607
|
|
3 9622 9623 9624
|
|
3 9622 9624 9625
|
|
3 9622 9625 9626
|
|
3 9622 9626 9627
|
|
3 9628 9629 9630
|
|
3 9628 9630 9631
|
|
3 9628 9631 9632
|
|
3 9628 9632 9633
|
|
3 9634 9635 9636
|
|
3 9634 9636 9637
|
|
3 9634 9637 9638
|
|
3 9634 9638 9639
|
|
3 9640 9641 9642
|
|
3 9640 9642 9643
|
|
3 9640 9643 9644
|
|
3 9640 9644 9645
|
|
3 9646 9647 9648
|
|
3 9646 9648 9649
|
|
3 9646 9649 9650
|
|
3 9646 9650 9651
|
|
3 9652 9708 9659
|
|
3 9658 9665 9709
|
|
3 9653 9652 9659
|
|
3 9653 9659 9660
|
|
3 9654 9653 9660
|
|
3 9654 9660 9661
|
|
3 9655 9654 9661
|
|
3 9655 9661 9662
|
|
3 9656 9655 9662
|
|
3 9656 9662 9663
|
|
3 9657 9656 9663
|
|
3 9657 9663 9664
|
|
3 9658 9657 9664
|
|
3 9658 9664 9665
|
|
3 9659 9708 9666
|
|
3 9665 9672 9709
|
|
3 9660 9659 9666
|
|
3 9660 9666 9667
|
|
3 9661 9660 9667
|
|
3 9661 9667 9668
|
|
3 9662 9661 9668
|
|
3 9662 9668 9669
|
|
3 9663 9662 9669
|
|
3 9663 9669 9670
|
|
3 9664 9663 9670
|
|
3 9664 9670 9671
|
|
3 9665 9664 9671
|
|
3 9665 9671 9672
|
|
3 9666 9708 9673
|
|
3 9672 9679 9709
|
|
3 9667 9666 9673
|
|
3 9667 9673 9674
|
|
3 9668 9667 9674
|
|
3 9668 9674 9675
|
|
3 9669 9668 9675
|
|
3 9669 9675 9676
|
|
3 9670 9669 9676
|
|
3 9670 9676 9677
|
|
3 9671 9670 9677
|
|
3 9671 9677 9678
|
|
3 9672 9671 9678
|
|
3 9672 9678 9679
|
|
3 9673 9708 9680
|
|
3 9679 9686 9709
|
|
3 9674 9673 9680
|
|
3 9674 9680 9681
|
|
3 9675 9674 9681
|
|
3 9675 9681 9682
|
|
3 9676 9675 9682
|
|
3 9676 9682 9683
|
|
3 9677 9676 9683
|
|
3 9677 9683 9684
|
|
3 9678 9677 9684
|
|
3 9678 9684 9685
|
|
3 9679 9678 9685
|
|
3 9679 9685 9686
|
|
3 9680 9708 9687
|
|
3 9686 9693 9709
|
|
3 9681 9680 9687
|
|
3 9681 9687 9688
|
|
3 9682 9681 9688
|
|
3 9682 9688 9689
|
|
3 9683 9682 9689
|
|
3 9683 9689 9690
|
|
3 9684 9683 9690
|
|
3 9684 9690 9691
|
|
3 9685 9684 9691
|
|
3 9685 9691 9692
|
|
3 9686 9685 9692
|
|
3 9686 9692 9693
|
|
3 9687 9708 9694
|
|
3 9693 9700 9709
|
|
3 9688 9687 9694
|
|
3 9688 9694 9695
|
|
3 9689 9688 9695
|
|
3 9689 9695 9696
|
|
3 9690 9689 9696
|
|
3 9690 9696 9697
|
|
3 9691 9690 9697
|
|
3 9691 9697 9698
|
|
3 9692 9691 9698
|
|
3 9692 9698 9699
|
|
3 9693 9692 9699
|
|
3 9693 9699 9700
|
|
3 9694 9708 9701
|
|
3 9700 9707 9709
|
|
3 9695 9694 9701
|
|
3 9695 9701 9702
|
|
3 9696 9695 9702
|
|
3 9696 9702 9703
|
|
3 9697 9696 9703
|
|
3 9697 9703 9704
|
|
3 9698 9697 9704
|
|
3 9698 9704 9705
|
|
3 9699 9698 9705
|
|
3 9699 9705 9706
|
|
3 9700 9699 9706
|
|
3 9700 9706 9707
|
|
3 9701 9708 9652
|
|
3 9707 9658 9709
|
|
3 9702 9701 9652
|
|
3 9702 9652 9653
|
|
3 9703 9702 9653
|
|
3 9703 9653 9654
|
|
3 9704 9703 9654
|
|
3 9704 9654 9655
|
|
3 9705 9704 9655
|
|
3 9705 9655 9656
|
|
3 9706 9705 9656
|
|
3 9706 9656 9657
|
|
3 9707 9706 9657
|
|
3 9707 9657 9658
|
|
3 9710 9712 9711
|
|
3 9711 9712 9713
|
|
3 9712 9714 9713
|
|
3 9713 9714 9715
|
|
3 9714 9716 9715
|
|
3 9715 9716 9717
|
|
3 9716 9718 9717
|
|
3 9717 9718 9719
|
|
3 9718 9720 9719
|
|
3 9719 9720 9721
|
|
3 9720 9722 9721
|
|
3 9721 9722 9723
|
|
3 9722 9724 9723
|
|
3 9723 9724 9725
|
|
3 9724 9710 9725
|
|
3 9725 9710 9711
|
|
3 9726 9728 9727
|
|
3 9727 9728 9729
|
|
3 9728 9730 9729
|
|
3 9729 9730 9731
|
|
3 9730 9732 9731
|
|
3 9731 9732 9733
|
|
3 9732 9734 9733
|
|
3 9733 9734 9735
|
|
3 9734 9736 9735
|
|
3 9735 9736 9737
|
|
3 9736 9738 9737
|
|
3 9737 9738 9739
|
|
3 9738 9740 9739
|
|
3 9739 9740 9741
|
|
3 9740 9726 9741
|
|
3 9741 9726 9727
|
|
3 9742 9744 9743
|
|
3 9743 9744 9745
|
|
3 9744 9746 9745
|
|
3 9745 9746 9747
|
|
3 9746 9748 9747
|
|
3 9747 9748 9749
|
|
3 9748 9750 9749
|
|
3 9749 9750 9751
|
|
3 9750 9752 9751
|
|
3 9751 9752 9753
|
|
3 9752 9754 9753
|
|
3 9753 9754 9755
|
|
3 9754 9756 9755
|
|
3 9755 9756 9757
|
|
3 9756 9742 9757
|
|
3 9757 9742 9743
|
|
3 9758 9759 9760
|
|
3 9758 9760 9761
|
|
3 9758 9761 9762
|
|
3 9758 9762 9763
|
|
3 9764 9765 9766
|
|
3 9764 9766 9767
|
|
3 9764 9767 9768
|
|
3 9764 9768 9769
|
|
3 9770 9771 9772
|
|
3 9770 9772 9773
|
|
3 9770 9773 9774
|
|
3 9770 9774 9775
|
|
3 9776 9777 9778
|
|
3 9776 9778 9779
|
|
3 9776 9779 9780
|
|
3 9776 9780 9781
|
|
3 9782 9783 9784
|
|
3 9782 9784 9785
|
|
3 9782 9785 9786
|
|
3 9782 9786 9787
|
|
3 9788 9844 9795
|
|
3 9794 9801 9845
|
|
3 9789 9788 9795
|
|
3 9789 9795 9796
|
|
3 9790 9789 9796
|
|
3 9790 9796 9797
|
|
3 9791 9790 9797
|
|
3 9791 9797 9798
|
|
3 9792 9791 9798
|
|
3 9792 9798 9799
|
|
3 9793 9792 9799
|
|
3 9793 9799 9800
|
|
3 9794 9793 9800
|
|
3 9794 9800 9801
|
|
3 9795 9844 9802
|
|
3 9801 9808 9845
|
|
3 9796 9795 9802
|
|
3 9796 9802 9803
|
|
3 9797 9796 9803
|
|
3 9797 9803 9804
|
|
3 9798 9797 9804
|
|
3 9798 9804 9805
|
|
3 9799 9798 9805
|
|
3 9799 9805 9806
|
|
3 9800 9799 9806
|
|
3 9800 9806 9807
|
|
3 9801 9800 9807
|
|
3 9801 9807 9808
|
|
3 9802 9844 9809
|
|
3 9808 9815 9845
|
|
3 9803 9802 9809
|
|
3 9803 9809 9810
|
|
3 9804 9803 9810
|
|
3 9804 9810 9811
|
|
3 9805 9804 9811
|
|
3 9805 9811 9812
|
|
3 9806 9805 9812
|
|
3 9806 9812 9813
|
|
3 9807 9806 9813
|
|
3 9807 9813 9814
|
|
3 9808 9807 9814
|
|
3 9808 9814 9815
|
|
3 9809 9844 9816
|
|
3 9815 9822 9845
|
|
3 9810 9809 9816
|
|
3 9810 9816 9817
|
|
3 9811 9810 9817
|
|
3 9811 9817 9818
|
|
3 9812 9811 9818
|
|
3 9812 9818 9819
|
|
3 9813 9812 9819
|
|
3 9813 9819 9820
|
|
3 9814 9813 9820
|
|
3 9814 9820 9821
|
|
3 9815 9814 9821
|
|
3 9815 9821 9822
|
|
3 9816 9844 9823
|
|
3 9822 9829 9845
|
|
3 9817 9816 9823
|
|
3 9817 9823 9824
|
|
3 9818 9817 9824
|
|
3 9818 9824 9825
|
|
3 9819 9818 9825
|
|
3 9819 9825 9826
|
|
3 9820 9819 9826
|
|
3 9820 9826 9827
|
|
3 9821 9820 9827
|
|
3 9821 9827 9828
|
|
3 9822 9821 9828
|
|
3 9822 9828 9829
|
|
3 9823 9844 9830
|
|
3 9829 9836 9845
|
|
3 9824 9823 9830
|
|
3 9824 9830 9831
|
|
3 9825 9824 9831
|
|
3 9825 9831 9832
|
|
3 9826 9825 9832
|
|
3 9826 9832 9833
|
|
3 9827 9826 9833
|
|
3 9827 9833 9834
|
|
3 9828 9827 9834
|
|
3 9828 9834 9835
|
|
3 9829 9828 9835
|
|
3 9829 9835 9836
|
|
3 9830 9844 9837
|
|
3 9836 9843 9845
|
|
3 9831 9830 9837
|
|
3 9831 9837 9838
|
|
3 9832 9831 9838
|
|
3 9832 9838 9839
|
|
3 9833 9832 9839
|
|
3 9833 9839 9840
|
|
3 9834 9833 9840
|
|
3 9834 9840 9841
|
|
3 9835 9834 9841
|
|
3 9835 9841 9842
|
|
3 9836 9835 9842
|
|
3 9836 9842 9843
|
|
3 9837 9844 9788
|
|
3 9843 9794 9845
|
|
3 9838 9837 9788
|
|
3 9838 9788 9789
|
|
3 9839 9838 9789
|
|
3 9839 9789 9790
|
|
3 9840 9839 9790
|
|
3 9840 9790 9791
|
|
3 9841 9840 9791
|
|
3 9841 9791 9792
|
|
3 9842 9841 9792
|
|
3 9842 9792 9793
|
|
3 9843 9842 9793
|
|
3 9843 9793 9794
|
|
3 9846 9848 9847
|
|
3 9847 9848 9849
|
|
3 9848 9850 9849
|
|
3 9849 9850 9851
|
|
3 9850 9852 9851
|
|
3 9851 9852 9853
|
|
3 9852 9854 9853
|
|
3 9853 9854 9855
|
|
3 9854 9856 9855
|
|
3 9855 9856 9857
|
|
3 9856 9858 9857
|
|
3 9857 9858 9859
|
|
3 9858 9860 9859
|
|
3 9859 9860 9861
|
|
3 9860 9846 9861
|
|
3 9861 9846 9847
|
|
3 9862 9864 9863
|
|
3 9863 9864 9865
|
|
3 9864 9866 9865
|
|
3 9865 9866 9867
|
|
3 9866 9868 9867
|
|
3 9867 9868 9869
|
|
3 9868 9870 9869
|
|
3 9869 9870 9871
|
|
3 9870 9872 9871
|
|
3 9871 9872 9873
|
|
3 9872 9874 9873
|
|
3 9873 9874 9875
|
|
3 9874 9876 9875
|
|
3 9875 9876 9877
|
|
3 9876 9862 9877
|
|
3 9877 9862 9863
|
|
3 9878 9880 9879
|
|
3 9879 9880 9881
|
|
3 9880 9882 9881
|
|
3 9881 9882 9883
|
|
3 9882 9884 9883
|
|
3 9883 9884 9885
|
|
3 9884 9886 9885
|
|
3 9885 9886 9887
|
|
3 9886 9888 9887
|
|
3 9887 9888 9889
|
|
3 9888 9890 9889
|
|
3 9889 9890 9891
|
|
3 9890 9892 9891
|
|
3 9891 9892 9893
|
|
3 9892 9878 9893
|
|
3 9893 9878 9879
|
|
3 9894 9895 9896
|
|
3 9894 9896 9897
|
|
3 9894 9897 9898
|
|
3 9894 9898 9899
|
|
3 9900 9901 9902
|
|
3 9900 9902 9903
|
|
3 9900 9903 9904
|
|
3 9900 9904 9905
|
|
3 9906 9907 9908
|
|
3 9906 9908 9909
|
|
3 9906 9909 9910
|
|
3 9906 9910 9911
|
|
3 9912 9913 9914
|
|
3 9912 9914 9915
|
|
3 9912 9915 9916
|
|
3 9912 9916 9917
|
|
3 9918 9919 9920
|
|
3 9918 9920 9921
|
|
3 9918 9921 9922
|
|
3 9918 9922 9923
|
|
3 9924 9980 9931
|
|
3 9930 9937 9981
|
|
3 9925 9924 9931
|
|
3 9925 9931 9932
|
|
3 9926 9925 9932
|
|
3 9926 9932 9933
|
|
3 9927 9926 9933
|
|
3 9927 9933 9934
|
|
3 9928 9927 9934
|
|
3 9928 9934 9935
|
|
3 9929 9928 9935
|
|
3 9929 9935 9936
|
|
3 9930 9929 9936
|
|
3 9930 9936 9937
|
|
3 9931 9980 9938
|
|
3 9937 9944 9981
|
|
3 9932 9931 9938
|
|
3 9932 9938 9939
|
|
3 9933 9932 9939
|
|
3 9933 9939 9940
|
|
3 9934 9933 9940
|
|
3 9934 9940 9941
|
|
3 9935 9934 9941
|
|
3 9935 9941 9942
|
|
3 9936 9935 9942
|
|
3 9936 9942 9943
|
|
3 9937 9936 9943
|
|
3 9937 9943 9944
|
|
3 9938 9980 9945
|
|
3 9944 9951 9981
|
|
3 9939 9938 9945
|
|
3 9939 9945 9946
|
|
3 9940 9939 9946
|
|
3 9940 9946 9947
|
|
3 9941 9940 9947
|
|
3 9941 9947 9948
|
|
3 9942 9941 9948
|
|
3 9942 9948 9949
|
|
3 9943 9942 9949
|
|
3 9943 9949 9950
|
|
3 9944 9943 9950
|
|
3 9944 9950 9951
|
|
3 9945 9980 9952
|
|
3 9951 9958 9981
|
|
3 9946 9945 9952
|
|
3 9946 9952 9953
|
|
3 9947 9946 9953
|
|
3 9947 9953 9954
|
|
3 9948 9947 9954
|
|
3 9948 9954 9955
|
|
3 9949 9948 9955
|
|
3 9949 9955 9956
|
|
3 9950 9949 9956
|
|
3 9950 9956 9957
|
|
3 9951 9950 9957
|
|
3 9951 9957 9958
|
|
3 9952 9980 9959
|
|
3 9958 9965 9981
|
|
3 9953 9952 9959
|
|
3 9953 9959 9960
|
|
3 9954 9953 9960
|
|
3 9954 9960 9961
|
|
3 9955 9954 9961
|
|
3 9955 9961 9962
|
|
3 9956 9955 9962
|
|
3 9956 9962 9963
|
|
3 9957 9956 9963
|
|
3 9957 9963 9964
|
|
3 9958 9957 9964
|
|
3 9958 9964 9965
|
|
3 9959 9980 9966
|
|
3 9965 9972 9981
|
|
3 9960 9959 9966
|
|
3 9960 9966 9967
|
|
3 9961 9960 9967
|
|
3 9961 9967 9968
|
|
3 9962 9961 9968
|
|
3 9962 9968 9969
|
|
3 9963 9962 9969
|
|
3 9963 9969 9970
|
|
3 9964 9963 9970
|
|
3 9964 9970 9971
|
|
3 9965 9964 9971
|
|
3 9965 9971 9972
|
|
3 9966 9980 9973
|
|
3 9972 9979 9981
|
|
3 9967 9966 9973
|
|
3 9967 9973 9974
|
|
3 9968 9967 9974
|
|
3 9968 9974 9975
|
|
3 9969 9968 9975
|
|
3 9969 9975 9976
|
|
3 9970 9969 9976
|
|
3 9970 9976 9977
|
|
3 9971 9970 9977
|
|
3 9971 9977 9978
|
|
3 9972 9971 9978
|
|
3 9972 9978 9979
|
|
3 9973 9980 9924
|
|
3 9979 9930 9981
|
|
3 9974 9973 9924
|
|
3 9974 9924 9925
|
|
3 9975 9974 9925
|
|
3 9975 9925 9926
|
|
3 9976 9975 9926
|
|
3 9976 9926 9927
|
|
3 9977 9976 9927
|
|
3 9977 9927 9928
|
|
3 9978 9977 9928
|
|
3 9978 9928 9929
|
|
3 9979 9978 9929
|
|
3 9979 9929 9930
|
|
3 9982 9984 9983
|
|
3 9983 9984 9985
|
|
3 9984 9986 9985
|
|
3 9985 9986 9987
|
|
3 9986 9988 9987
|
|
3 9987 9988 9989
|
|
3 9988 9990 9989
|
|
3 9989 9990 9991
|
|
3 9990 9992 9991
|
|
3 9991 9992 9993
|
|
3 9992 9994 9993
|
|
3 9993 9994 9995
|
|
3 9994 9996 9995
|
|
3 9995 9996 9997
|
|
3 9996 9982 9997
|
|
3 9997 9982 9983
|
|
3 9998 10000 9999
|
|
3 9999 10000 10001
|
|
3 10000 10002 10001
|
|
3 10001 10002 10003
|
|
3 10002 10004 10003
|
|
3 10003 10004 10005
|
|
3 10004 10006 10005
|
|
3 10005 10006 10007
|
|
3 10006 10008 10007
|
|
3 10007 10008 10009
|
|
3 10008 10010 10009
|
|
3 10009 10010 10011
|
|
3 10010 10012 10011
|
|
3 10011 10012 10013
|
|
3 10012 9998 10013
|
|
3 10013 9998 9999
|
|
3 10014 10016 10015
|
|
3 10015 10016 10017
|
|
3 10016 10018 10017
|
|
3 10017 10018 10019
|
|
3 10018 10020 10019
|
|
3 10019 10020 10021
|
|
3 10020 10022 10021
|
|
3 10021 10022 10023
|
|
3 10022 10024 10023
|
|
3 10023 10024 10025
|
|
3 10024 10026 10025
|
|
3 10025 10026 10027
|
|
3 10026 10028 10027
|
|
3 10027 10028 10029
|
|
3 10028 10014 10029
|
|
3 10029 10014 10015
|
|
3 10030 10031 10032
|
|
3 10030 10032 10033
|
|
3 10030 10033 10034
|
|
3 10030 10034 10035
|
|
3 10036 10037 10038
|
|
3 10036 10038 10039
|
|
3 10036 10039 10040
|
|
3 10036 10040 10041
|
|
3 10042 10043 10044
|
|
3 10042 10044 10045
|
|
3 10042 10045 10046
|
|
3 10042 10046 10047
|
|
3 10048 10049 10050
|
|
3 10048 10050 10051
|
|
3 10048 10051 10052
|
|
3 10048 10052 10053
|
|
3 10054 10055 10056
|
|
3 10054 10056 10057
|
|
3 10054 10057 10058
|
|
3 10054 10058 10059
|
|
3 10060 10116 10067
|
|
3 10066 10073 10117
|
|
3 10061 10060 10067
|
|
3 10061 10067 10068
|
|
3 10062 10061 10068
|
|
3 10062 10068 10069
|
|
3 10063 10062 10069
|
|
3 10063 10069 10070
|
|
3 10064 10063 10070
|
|
3 10064 10070 10071
|
|
3 10065 10064 10071
|
|
3 10065 10071 10072
|
|
3 10066 10065 10072
|
|
3 10066 10072 10073
|
|
3 10067 10116 10074
|
|
3 10073 10080 10117
|
|
3 10068 10067 10074
|
|
3 10068 10074 10075
|
|
3 10069 10068 10075
|
|
3 10069 10075 10076
|
|
3 10070 10069 10076
|
|
3 10070 10076 10077
|
|
3 10071 10070 10077
|
|
3 10071 10077 10078
|
|
3 10072 10071 10078
|
|
3 10072 10078 10079
|
|
3 10073 10072 10079
|
|
3 10073 10079 10080
|
|
3 10074 10116 10081
|
|
3 10080 10087 10117
|
|
3 10075 10074 10081
|
|
3 10075 10081 10082
|
|
3 10076 10075 10082
|
|
3 10076 10082 10083
|
|
3 10077 10076 10083
|
|
3 10077 10083 10084
|
|
3 10078 10077 10084
|
|
3 10078 10084 10085
|
|
3 10079 10078 10085
|
|
3 10079 10085 10086
|
|
3 10080 10079 10086
|
|
3 10080 10086 10087
|
|
3 10081 10116 10088
|
|
3 10087 10094 10117
|
|
3 10082 10081 10088
|
|
3 10082 10088 10089
|
|
3 10083 10082 10089
|
|
3 10083 10089 10090
|
|
3 10084 10083 10090
|
|
3 10084 10090 10091
|
|
3 10085 10084 10091
|
|
3 10085 10091 10092
|
|
3 10086 10085 10092
|
|
3 10086 10092 10093
|
|
3 10087 10086 10093
|
|
3 10087 10093 10094
|
|
3 10088 10116 10095
|
|
3 10094 10101 10117
|
|
3 10089 10088 10095
|
|
3 10089 10095 10096
|
|
3 10090 10089 10096
|
|
3 10090 10096 10097
|
|
3 10091 10090 10097
|
|
3 10091 10097 10098
|
|
3 10092 10091 10098
|
|
3 10092 10098 10099
|
|
3 10093 10092 10099
|
|
3 10093 10099 10100
|
|
3 10094 10093 10100
|
|
3 10094 10100 10101
|
|
3 10095 10116 10102
|
|
3 10101 10108 10117
|
|
3 10096 10095 10102
|
|
3 10096 10102 10103
|
|
3 10097 10096 10103
|
|
3 10097 10103 10104
|
|
3 10098 10097 10104
|
|
3 10098 10104 10105
|
|
3 10099 10098 10105
|
|
3 10099 10105 10106
|
|
3 10100 10099 10106
|
|
3 10100 10106 10107
|
|
3 10101 10100 10107
|
|
3 10101 10107 10108
|
|
3 10102 10116 10109
|
|
3 10108 10115 10117
|
|
3 10103 10102 10109
|
|
3 10103 10109 10110
|
|
3 10104 10103 10110
|
|
3 10104 10110 10111
|
|
3 10105 10104 10111
|
|
3 10105 10111 10112
|
|
3 10106 10105 10112
|
|
3 10106 10112 10113
|
|
3 10107 10106 10113
|
|
3 10107 10113 10114
|
|
3 10108 10107 10114
|
|
3 10108 10114 10115
|
|
3 10109 10116 10060
|
|
3 10115 10066 10117
|
|
3 10110 10109 10060
|
|
3 10110 10060 10061
|
|
3 10111 10110 10061
|
|
3 10111 10061 10062
|
|
3 10112 10111 10062
|
|
3 10112 10062 10063
|
|
3 10113 10112 10063
|
|
3 10113 10063 10064
|
|
3 10114 10113 10064
|
|
3 10114 10064 10065
|
|
3 10115 10114 10065
|
|
3 10115 10065 10066
|
|
3 10118 10120 10119
|
|
3 10119 10120 10121
|
|
3 10120 10122 10121
|
|
3 10121 10122 10123
|
|
3 10122 10124 10123
|
|
3 10123 10124 10125
|
|
3 10124 10126 10125
|
|
3 10125 10126 10127
|
|
3 10126 10128 10127
|
|
3 10127 10128 10129
|
|
3 10128 10130 10129
|
|
3 10129 10130 10131
|
|
3 10130 10132 10131
|
|
3 10131 10132 10133
|
|
3 10132 10118 10133
|
|
3 10133 10118 10119
|
|
3 10134 10136 10135
|
|
3 10135 10136 10137
|
|
3 10136 10138 10137
|
|
3 10137 10138 10139
|
|
3 10138 10140 10139
|
|
3 10139 10140 10141
|
|
3 10140 10142 10141
|
|
3 10141 10142 10143
|
|
3 10142 10144 10143
|
|
3 10143 10144 10145
|
|
3 10144 10146 10145
|
|
3 10145 10146 10147
|
|
3 10146 10148 10147
|
|
3 10147 10148 10149
|
|
3 10148 10134 10149
|
|
3 10149 10134 10135
|
|
3 10150 10152 10151
|
|
3 10151 10152 10153
|
|
3 10152 10154 10153
|
|
3 10153 10154 10155
|
|
3 10154 10156 10155
|
|
3 10155 10156 10157
|
|
3 10156 10158 10157
|
|
3 10157 10158 10159
|
|
3 10158 10160 10159
|
|
3 10159 10160 10161
|
|
3 10160 10162 10161
|
|
3 10161 10162 10163
|
|
3 10162 10164 10163
|
|
3 10163 10164 10165
|
|
3 10164 10150 10165
|
|
3 10165 10150 10151
|
|
3 10166 10167 10168
|
|
3 10166 10168 10169
|
|
3 10166 10169 10170
|
|
3 10166 10170 10171
|
|
3 10172 10173 10174
|
|
3 10172 10174 10175
|
|
3 10172 10175 10176
|
|
3 10172 10176 10177
|
|
3 10178 10179 10180
|
|
3 10178 10180 10181
|
|
3 10178 10181 10182
|
|
3 10178 10182 10183
|
|
3 10184 10185 10186
|
|
3 10184 10186 10187
|
|
3 10184 10187 10188
|
|
3 10184 10188 10189
|
|
3 10190 10191 10192
|
|
3 10190 10192 10193
|
|
3 10190 10193 10194
|
|
3 10190 10194 10195
|
|
3 10196 10252 10203
|
|
3 10202 10209 10253
|
|
3 10197 10196 10203
|
|
3 10197 10203 10204
|
|
3 10198 10197 10204
|
|
3 10198 10204 10205
|
|
3 10199 10198 10205
|
|
3 10199 10205 10206
|
|
3 10200 10199 10206
|
|
3 10200 10206 10207
|
|
3 10201 10200 10207
|
|
3 10201 10207 10208
|
|
3 10202 10201 10208
|
|
3 10202 10208 10209
|
|
3 10203 10252 10210
|
|
3 10209 10216 10253
|
|
3 10204 10203 10210
|
|
3 10204 10210 10211
|
|
3 10205 10204 10211
|
|
3 10205 10211 10212
|
|
3 10206 10205 10212
|
|
3 10206 10212 10213
|
|
3 10207 10206 10213
|
|
3 10207 10213 10214
|
|
3 10208 10207 10214
|
|
3 10208 10214 10215
|
|
3 10209 10208 10215
|
|
3 10209 10215 10216
|
|
3 10210 10252 10217
|
|
3 10216 10223 10253
|
|
3 10211 10210 10217
|
|
3 10211 10217 10218
|
|
3 10212 10211 10218
|
|
3 10212 10218 10219
|
|
3 10213 10212 10219
|
|
3 10213 10219 10220
|
|
3 10214 10213 10220
|
|
3 10214 10220 10221
|
|
3 10215 10214 10221
|
|
3 10215 10221 10222
|
|
3 10216 10215 10222
|
|
3 10216 10222 10223
|
|
3 10217 10252 10224
|
|
3 10223 10230 10253
|
|
3 10218 10217 10224
|
|
3 10218 10224 10225
|
|
3 10219 10218 10225
|
|
3 10219 10225 10226
|
|
3 10220 10219 10226
|
|
3 10220 10226 10227
|
|
3 10221 10220 10227
|
|
3 10221 10227 10228
|
|
3 10222 10221 10228
|
|
3 10222 10228 10229
|
|
3 10223 10222 10229
|
|
3 10223 10229 10230
|
|
3 10224 10252 10231
|
|
3 10230 10237 10253
|
|
3 10225 10224 10231
|
|
3 10225 10231 10232
|
|
3 10226 10225 10232
|
|
3 10226 10232 10233
|
|
3 10227 10226 10233
|
|
3 10227 10233 10234
|
|
3 10228 10227 10234
|
|
3 10228 10234 10235
|
|
3 10229 10228 10235
|
|
3 10229 10235 10236
|
|
3 10230 10229 10236
|
|
3 10230 10236 10237
|
|
3 10231 10252 10238
|
|
3 10237 10244 10253
|
|
3 10232 10231 10238
|
|
3 10232 10238 10239
|
|
3 10233 10232 10239
|
|
3 10233 10239 10240
|
|
3 10234 10233 10240
|
|
3 10234 10240 10241
|
|
3 10235 10234 10241
|
|
3 10235 10241 10242
|
|
3 10236 10235 10242
|
|
3 10236 10242 10243
|
|
3 10237 10236 10243
|
|
3 10237 10243 10244
|
|
3 10238 10252 10245
|
|
3 10244 10251 10253
|
|
3 10239 10238 10245
|
|
3 10239 10245 10246
|
|
3 10240 10239 10246
|
|
3 10240 10246 10247
|
|
3 10241 10240 10247
|
|
3 10241 10247 10248
|
|
3 10242 10241 10248
|
|
3 10242 10248 10249
|
|
3 10243 10242 10249
|
|
3 10243 10249 10250
|
|
3 10244 10243 10250
|
|
3 10244 10250 10251
|
|
3 10245 10252 10196
|
|
3 10251 10202 10253
|
|
3 10246 10245 10196
|
|
3 10246 10196 10197
|
|
3 10247 10246 10197
|
|
3 10247 10197 10198
|
|
3 10248 10247 10198
|
|
3 10248 10198 10199
|
|
3 10249 10248 10199
|
|
3 10249 10199 10200
|
|
3 10250 10249 10200
|
|
3 10250 10200 10201
|
|
3 10251 10250 10201
|
|
3 10251 10201 10202
|
|
3 10254 10256 10255
|
|
3 10255 10256 10257
|
|
3 10256 10258 10257
|
|
3 10257 10258 10259
|
|
3 10258 10260 10259
|
|
3 10259 10260 10261
|
|
3 10260 10262 10261
|
|
3 10261 10262 10263
|
|
3 10262 10264 10263
|
|
3 10263 10264 10265
|
|
3 10264 10266 10265
|
|
3 10265 10266 10267
|
|
3 10266 10268 10267
|
|
3 10267 10268 10269
|
|
3 10268 10254 10269
|
|
3 10269 10254 10255
|
|
3 10270 10272 10271
|
|
3 10271 10272 10273
|
|
3 10272 10274 10273
|
|
3 10273 10274 10275
|
|
3 10274 10276 10275
|
|
3 10275 10276 10277
|
|
3 10276 10278 10277
|
|
3 10277 10278 10279
|
|
3 10278 10280 10279
|
|
3 10279 10280 10281
|
|
3 10280 10282 10281
|
|
3 10281 10282 10283
|
|
3 10282 10284 10283
|
|
3 10283 10284 10285
|
|
3 10284 10270 10285
|
|
3 10285 10270 10271
|
|
3 10286 10288 10287
|
|
3 10287 10288 10289
|
|
3 10288 10290 10289
|
|
3 10289 10290 10291
|
|
3 10290 10292 10291
|
|
3 10291 10292 10293
|
|
3 10292 10294 10293
|
|
3 10293 10294 10295
|
|
3 10294 10296 10295
|
|
3 10295 10296 10297
|
|
3 10296 10298 10297
|
|
3 10297 10298 10299
|
|
3 10298 10300 10299
|
|
3 10299 10300 10301
|
|
3 10300 10286 10301
|
|
3 10301 10286 10287
|
|
3 10302 10303 10304
|
|
3 10302 10304 10305
|
|
3 10302 10305 10306
|
|
3 10302 10306 10307
|
|
3 10308 10309 10310
|
|
3 10308 10310 10311
|
|
3 10308 10311 10312
|
|
3 10308 10312 10313
|
|
3 10314 10315 10316
|
|
3 10314 10316 10317
|
|
3 10314 10317 10318
|
|
3 10314 10318 10319
|
|
3 10320 10321 10322
|
|
3 10320 10322 10323
|
|
3 10320 10323 10324
|
|
3 10320 10324 10325
|
|
3 10326 10327 10328
|
|
3 10326 10328 10329
|
|
3 10326 10329 10330
|
|
3 10326 10330 10331
|
|
3 10332 10388 10339
|
|
3 10338 10345 10389
|
|
3 10333 10332 10339
|
|
3 10333 10339 10340
|
|
3 10334 10333 10340
|
|
3 10334 10340 10341
|
|
3 10335 10334 10341
|
|
3 10335 10341 10342
|
|
3 10336 10335 10342
|
|
3 10336 10342 10343
|
|
3 10337 10336 10343
|
|
3 10337 10343 10344
|
|
3 10338 10337 10344
|
|
3 10338 10344 10345
|
|
3 10339 10388 10346
|
|
3 10345 10352 10389
|
|
3 10340 10339 10346
|
|
3 10340 10346 10347
|
|
3 10341 10340 10347
|
|
3 10341 10347 10348
|
|
3 10342 10341 10348
|
|
3 10342 10348 10349
|
|
3 10343 10342 10349
|
|
3 10343 10349 10350
|
|
3 10344 10343 10350
|
|
3 10344 10350 10351
|
|
3 10345 10344 10351
|
|
3 10345 10351 10352
|
|
3 10346 10388 10353
|
|
3 10352 10359 10389
|
|
3 10347 10346 10353
|
|
3 10347 10353 10354
|
|
3 10348 10347 10354
|
|
3 10348 10354 10355
|
|
3 10349 10348 10355
|
|
3 10349 10355 10356
|
|
3 10350 10349 10356
|
|
3 10350 10356 10357
|
|
3 10351 10350 10357
|
|
3 10351 10357 10358
|
|
3 10352 10351 10358
|
|
3 10352 10358 10359
|
|
3 10353 10388 10360
|
|
3 10359 10366 10389
|
|
3 10354 10353 10360
|
|
3 10354 10360 10361
|
|
3 10355 10354 10361
|
|
3 10355 10361 10362
|
|
3 10356 10355 10362
|
|
3 10356 10362 10363
|
|
3 10357 10356 10363
|
|
3 10357 10363 10364
|
|
3 10358 10357 10364
|
|
3 10358 10364 10365
|
|
3 10359 10358 10365
|
|
3 10359 10365 10366
|
|
3 10360 10388 10367
|
|
3 10366 10373 10389
|
|
3 10361 10360 10367
|
|
3 10361 10367 10368
|
|
3 10362 10361 10368
|
|
3 10362 10368 10369
|
|
3 10363 10362 10369
|
|
3 10363 10369 10370
|
|
3 10364 10363 10370
|
|
3 10364 10370 10371
|
|
3 10365 10364 10371
|
|
3 10365 10371 10372
|
|
3 10366 10365 10372
|
|
3 10366 10372 10373
|
|
3 10367 10388 10374
|
|
3 10373 10380 10389
|
|
3 10368 10367 10374
|
|
3 10368 10374 10375
|
|
3 10369 10368 10375
|
|
3 10369 10375 10376
|
|
3 10370 10369 10376
|
|
3 10370 10376 10377
|
|
3 10371 10370 10377
|
|
3 10371 10377 10378
|
|
3 10372 10371 10378
|
|
3 10372 10378 10379
|
|
3 10373 10372 10379
|
|
3 10373 10379 10380
|
|
3 10374 10388 10381
|
|
3 10380 10387 10389
|
|
3 10375 10374 10381
|
|
3 10375 10381 10382
|
|
3 10376 10375 10382
|
|
3 10376 10382 10383
|
|
3 10377 10376 10383
|
|
3 10377 10383 10384
|
|
3 10378 10377 10384
|
|
3 10378 10384 10385
|
|
3 10379 10378 10385
|
|
3 10379 10385 10386
|
|
3 10380 10379 10386
|
|
3 10380 10386 10387
|
|
3 10381 10388 10332
|
|
3 10387 10338 10389
|
|
3 10382 10381 10332
|
|
3 10382 10332 10333
|
|
3 10383 10382 10333
|
|
3 10383 10333 10334
|
|
3 10384 10383 10334
|
|
3 10384 10334 10335
|
|
3 10385 10384 10335
|
|
3 10385 10335 10336
|
|
3 10386 10385 10336
|
|
3 10386 10336 10337
|
|
3 10387 10386 10337
|
|
3 10387 10337 10338
|
|
3 10390 10392 10391
|
|
3 10391 10392 10393
|
|
3 10392 10394 10393
|
|
3 10393 10394 10395
|
|
3 10394 10396 10395
|
|
3 10395 10396 10397
|
|
3 10396 10398 10397
|
|
3 10397 10398 10399
|
|
3 10398 10400 10399
|
|
3 10399 10400 10401
|
|
3 10400 10402 10401
|
|
3 10401 10402 10403
|
|
3 10402 10404 10403
|
|
3 10403 10404 10405
|
|
3 10404 10390 10405
|
|
3 10405 10390 10391
|
|
3 10406 10408 10407
|
|
3 10407 10408 10409
|
|
3 10408 10410 10409
|
|
3 10409 10410 10411
|
|
3 10410 10412 10411
|
|
3 10411 10412 10413
|
|
3 10412 10414 10413
|
|
3 10413 10414 10415
|
|
3 10414 10416 10415
|
|
3 10415 10416 10417
|
|
3 10416 10418 10417
|
|
3 10417 10418 10419
|
|
3 10418 10420 10419
|
|
3 10419 10420 10421
|
|
3 10420 10406 10421
|
|
3 10421 10406 10407
|
|
3 10422 10424 10423
|
|
3 10423 10424 10425
|
|
3 10424 10426 10425
|
|
3 10425 10426 10427
|
|
3 10426 10428 10427
|
|
3 10427 10428 10429
|
|
3 10428 10430 10429
|
|
3 10429 10430 10431
|
|
3 10430 10432 10431
|
|
3 10431 10432 10433
|
|
3 10432 10434 10433
|
|
3 10433 10434 10435
|
|
3 10434 10436 10435
|
|
3 10435 10436 10437
|
|
3 10436 10422 10437
|
|
3 10437 10422 10423
|
|
3 10438 10494 10445
|
|
3 10444 10451 10495
|
|
3 10439 10438 10445
|
|
3 10439 10445 10446
|
|
3 10440 10439 10446
|
|
3 10440 10446 10447
|
|
3 10441 10440 10447
|
|
3 10441 10447 10448
|
|
3 10442 10441 10448
|
|
3 10442 10448 10449
|
|
3 10443 10442 10449
|
|
3 10443 10449 10450
|
|
3 10444 10443 10450
|
|
3 10444 10450 10451
|
|
3 10445 10494 10452
|
|
3 10451 10458 10495
|
|
3 10446 10445 10452
|
|
3 10446 10452 10453
|
|
3 10447 10446 10453
|
|
3 10447 10453 10454
|
|
3 10448 10447 10454
|
|
3 10448 10454 10455
|
|
3 10449 10448 10455
|
|
3 10449 10455 10456
|
|
3 10450 10449 10456
|
|
3 10450 10456 10457
|
|
3 10451 10450 10457
|
|
3 10451 10457 10458
|
|
3 10452 10494 10459
|
|
3 10458 10465 10495
|
|
3 10453 10452 10459
|
|
3 10453 10459 10460
|
|
3 10454 10453 10460
|
|
3 10454 10460 10461
|
|
3 10455 10454 10461
|
|
3 10455 10461 10462
|
|
3 10456 10455 10462
|
|
3 10456 10462 10463
|
|
3 10457 10456 10463
|
|
3 10457 10463 10464
|
|
3 10458 10457 10464
|
|
3 10458 10464 10465
|
|
3 10459 10494 10466
|
|
3 10465 10472 10495
|
|
3 10460 10459 10466
|
|
3 10460 10466 10467
|
|
3 10461 10460 10467
|
|
3 10461 10467 10468
|
|
3 10462 10461 10468
|
|
3 10462 10468 10469
|
|
3 10463 10462 10469
|
|
3 10463 10469 10470
|
|
3 10464 10463 10470
|
|
3 10464 10470 10471
|
|
3 10465 10464 10471
|
|
3 10465 10471 10472
|
|
3 10466 10494 10473
|
|
3 10472 10479 10495
|
|
3 10467 10466 10473
|
|
3 10467 10473 10474
|
|
3 10468 10467 10474
|
|
3 10468 10474 10475
|
|
3 10469 10468 10475
|
|
3 10469 10475 10476
|
|
3 10470 10469 10476
|
|
3 10470 10476 10477
|
|
3 10471 10470 10477
|
|
3 10471 10477 10478
|
|
3 10472 10471 10478
|
|
3 10472 10478 10479
|
|
3 10473 10494 10480
|
|
3 10479 10486 10495
|
|
3 10474 10473 10480
|
|
3 10474 10480 10481
|
|
3 10475 10474 10481
|
|
3 10475 10481 10482
|
|
3 10476 10475 10482
|
|
3 10476 10482 10483
|
|
3 10477 10476 10483
|
|
3 10477 10483 10484
|
|
3 10478 10477 10484
|
|
3 10478 10484 10485
|
|
3 10479 10478 10485
|
|
3 10479 10485 10486
|
|
3 10480 10494 10487
|
|
3 10486 10493 10495
|
|
3 10481 10480 10487
|
|
3 10481 10487 10488
|
|
3 10482 10481 10488
|
|
3 10482 10488 10489
|
|
3 10483 10482 10489
|
|
3 10483 10489 10490
|
|
3 10484 10483 10490
|
|
3 10484 10490 10491
|
|
3 10485 10484 10491
|
|
3 10485 10491 10492
|
|
3 10486 10485 10492
|
|
3 10486 10492 10493
|
|
3 10487 10494 10438
|
|
3 10493 10444 10495
|
|
3 10488 10487 10438
|
|
3 10488 10438 10439
|
|
3 10489 10488 10439
|
|
3 10489 10439 10440
|
|
3 10490 10489 10440
|
|
3 10490 10440 10441
|
|
3 10491 10490 10441
|
|
3 10491 10441 10442
|
|
3 10492 10491 10442
|
|
3 10492 10442 10443
|
|
3 10493 10492 10443
|
|
3 10493 10443 10444
|
|
3 10496 10498 10497
|
|
3 10497 10498 10499
|
|
3 10498 10500 10499
|
|
3 10499 10500 10501
|
|
3 10500 10502 10501
|
|
3 10501 10502 10503
|
|
3 10502 10504 10503
|
|
3 10503 10504 10505
|
|
3 10504 10506 10505
|
|
3 10505 10506 10507
|
|
3 10506 10508 10507
|
|
3 10507 10508 10509
|
|
3 10508 10510 10509
|
|
3 10509 10510 10511
|
|
3 10510 10496 10511
|
|
3 10511 10496 10497
|
|
3 10512 10514 10513
|
|
3 10513 10514 10515
|
|
3 10514 10516 10515
|
|
3 10515 10516 10517
|
|
3 10516 10518 10517
|
|
3 10517 10518 10519
|
|
3 10518 10520 10519
|
|
3 10519 10520 10521
|
|
3 10520 10522 10521
|
|
3 10521 10522 10523
|
|
3 10522 10524 10523
|
|
3 10523 10524 10525
|
|
3 10524 10526 10525
|
|
3 10525 10526 10527
|
|
3 10526 10512 10527
|
|
3 10527 10512 10513
|
|
3 10528 10530 10529
|
|
3 10529 10530 10531
|
|
3 10530 10532 10531
|
|
3 10531 10532 10533
|
|
3 10532 10534 10533
|
|
3 10533 10534 10535
|
|
3 10534 10536 10535
|
|
3 10535 10536 10537
|
|
3 10536 10538 10537
|
|
3 10537 10538 10539
|
|
3 10538 10540 10539
|
|
3 10539 10540 10541
|
|
3 10540 10542 10541
|
|
3 10541 10542 10543
|
|
3 10542 10528 10543
|
|
3 10543 10528 10529
|
|
3 10544 10600 10551
|
|
3 10550 10557 10601
|
|
3 10545 10544 10551
|
|
3 10545 10551 10552
|
|
3 10546 10545 10552
|
|
3 10546 10552 10553
|
|
3 10547 10546 10553
|
|
3 10547 10553 10554
|
|
3 10548 10547 10554
|
|
3 10548 10554 10555
|
|
3 10549 10548 10555
|
|
3 10549 10555 10556
|
|
3 10550 10549 10556
|
|
3 10550 10556 10557
|
|
3 10551 10600 10558
|
|
3 10557 10564 10601
|
|
3 10552 10551 10558
|
|
3 10552 10558 10559
|
|
3 10553 10552 10559
|
|
3 10553 10559 10560
|
|
3 10554 10553 10560
|
|
3 10554 10560 10561
|
|
3 10555 10554 10561
|
|
3 10555 10561 10562
|
|
3 10556 10555 10562
|
|
3 10556 10562 10563
|
|
3 10557 10556 10563
|
|
3 10557 10563 10564
|
|
3 10558 10600 10565
|
|
3 10564 10571 10601
|
|
3 10559 10558 10565
|
|
3 10559 10565 10566
|
|
3 10560 10559 10566
|
|
3 10560 10566 10567
|
|
3 10561 10560 10567
|
|
3 10561 10567 10568
|
|
3 10562 10561 10568
|
|
3 10562 10568 10569
|
|
3 10563 10562 10569
|
|
3 10563 10569 10570
|
|
3 10564 10563 10570
|
|
3 10564 10570 10571
|
|
3 10565 10600 10572
|
|
3 10571 10578 10601
|
|
3 10566 10565 10572
|
|
3 10566 10572 10573
|
|
3 10567 10566 10573
|
|
3 10567 10573 10574
|
|
3 10568 10567 10574
|
|
3 10568 10574 10575
|
|
3 10569 10568 10575
|
|
3 10569 10575 10576
|
|
3 10570 10569 10576
|
|
3 10570 10576 10577
|
|
3 10571 10570 10577
|
|
3 10571 10577 10578
|
|
3 10572 10600 10579
|
|
3 10578 10585 10601
|
|
3 10573 10572 10579
|
|
3 10573 10579 10580
|
|
3 10574 10573 10580
|
|
3 10574 10580 10581
|
|
3 10575 10574 10581
|
|
3 10575 10581 10582
|
|
3 10576 10575 10582
|
|
3 10576 10582 10583
|
|
3 10577 10576 10583
|
|
3 10577 10583 10584
|
|
3 10578 10577 10584
|
|
3 10578 10584 10585
|
|
3 10579 10600 10586
|
|
3 10585 10592 10601
|
|
3 10580 10579 10586
|
|
3 10580 10586 10587
|
|
3 10581 10580 10587
|
|
3 10581 10587 10588
|
|
3 10582 10581 10588
|
|
3 10582 10588 10589
|
|
3 10583 10582 10589
|
|
3 10583 10589 10590
|
|
3 10584 10583 10590
|
|
3 10584 10590 10591
|
|
3 10585 10584 10591
|
|
3 10585 10591 10592
|
|
3 10586 10600 10593
|
|
3 10592 10599 10601
|
|
3 10587 10586 10593
|
|
3 10587 10593 10594
|
|
3 10588 10587 10594
|
|
3 10588 10594 10595
|
|
3 10589 10588 10595
|
|
3 10589 10595 10596
|
|
3 10590 10589 10596
|
|
3 10590 10596 10597
|
|
3 10591 10590 10597
|
|
3 10591 10597 10598
|
|
3 10592 10591 10598
|
|
3 10592 10598 10599
|
|
3 10593 10600 10544
|
|
3 10599 10550 10601
|
|
3 10594 10593 10544
|
|
3 10594 10544 10545
|
|
3 10595 10594 10545
|
|
3 10595 10545 10546
|
|
3 10596 10595 10546
|
|
3 10596 10546 10547
|
|
3 10597 10596 10547
|
|
3 10597 10547 10548
|
|
3 10598 10597 10548
|
|
3 10598 10548 10549
|
|
3 10599 10598 10549
|
|
3 10599 10549 10550
|
|
3 10602 10604 10603
|
|
3 10603 10604 10605
|
|
3 10604 10606 10605
|
|
3 10605 10606 10607
|
|
3 10606 10608 10607
|
|
3 10607 10608 10609
|
|
3 10608 10610 10609
|
|
3 10609 10610 10611
|
|
3 10610 10612 10611
|
|
3 10611 10612 10613
|
|
3 10612 10614 10613
|
|
3 10613 10614 10615
|
|
3 10614 10616 10615
|
|
3 10615 10616 10617
|
|
3 10616 10602 10617
|
|
3 10617 10602 10603
|
|
3 10618 10620 10619
|
|
3 10619 10620 10621
|
|
3 10620 10622 10621
|
|
3 10621 10622 10623
|
|
3 10622 10624 10623
|
|
3 10623 10624 10625
|
|
3 10624 10626 10625
|
|
3 10625 10626 10627
|
|
3 10626 10628 10627
|
|
3 10627 10628 10629
|
|
3 10628 10630 10629
|
|
3 10629 10630 10631
|
|
3 10630 10632 10631
|
|
3 10631 10632 10633
|
|
3 10632 10618 10633
|
|
3 10633 10618 10619
|
|
3 10634 10636 10635
|
|
3 10635 10636 10637
|
|
3 10636 10638 10637
|
|
3 10637 10638 10639
|
|
3 10638 10640 10639
|
|
3 10639 10640 10641
|
|
3 10640 10642 10641
|
|
3 10641 10642 10643
|
|
3 10642 10644 10643
|
|
3 10643 10644 10645
|
|
3 10644 10646 10645
|
|
3 10645 10646 10647
|
|
3 10646 10648 10647
|
|
3 10647 10648 10649
|
|
3 10648 10634 10649
|
|
3 10649 10634 10635
|
|
3 10650 10706 10657
|
|
3 10656 10663 10707
|
|
3 10651 10650 10657
|
|
3 10651 10657 10658
|
|
3 10652 10651 10658
|
|
3 10652 10658 10659
|
|
3 10653 10652 10659
|
|
3 10653 10659 10660
|
|
3 10654 10653 10660
|
|
3 10654 10660 10661
|
|
3 10655 10654 10661
|
|
3 10655 10661 10662
|
|
3 10656 10655 10662
|
|
3 10656 10662 10663
|
|
3 10657 10706 10664
|
|
3 10663 10670 10707
|
|
3 10658 10657 10664
|
|
3 10658 10664 10665
|
|
3 10659 10658 10665
|
|
3 10659 10665 10666
|
|
3 10660 10659 10666
|
|
3 10660 10666 10667
|
|
3 10661 10660 10667
|
|
3 10661 10667 10668
|
|
3 10662 10661 10668
|
|
3 10662 10668 10669
|
|
3 10663 10662 10669
|
|
3 10663 10669 10670
|
|
3 10664 10706 10671
|
|
3 10670 10677 10707
|
|
3 10665 10664 10671
|
|
3 10665 10671 10672
|
|
3 10666 10665 10672
|
|
3 10666 10672 10673
|
|
3 10667 10666 10673
|
|
3 10667 10673 10674
|
|
3 10668 10667 10674
|
|
3 10668 10674 10675
|
|
3 10669 10668 10675
|
|
3 10669 10675 10676
|
|
3 10670 10669 10676
|
|
3 10670 10676 10677
|
|
3 10671 10706 10678
|
|
3 10677 10684 10707
|
|
3 10672 10671 10678
|
|
3 10672 10678 10679
|
|
3 10673 10672 10679
|
|
3 10673 10679 10680
|
|
3 10674 10673 10680
|
|
3 10674 10680 10681
|
|
3 10675 10674 10681
|
|
3 10675 10681 10682
|
|
3 10676 10675 10682
|
|
3 10676 10682 10683
|
|
3 10677 10676 10683
|
|
3 10677 10683 10684
|
|
3 10678 10706 10685
|
|
3 10684 10691 10707
|
|
3 10679 10678 10685
|
|
3 10679 10685 10686
|
|
3 10680 10679 10686
|
|
3 10680 10686 10687
|
|
3 10681 10680 10687
|
|
3 10681 10687 10688
|
|
3 10682 10681 10688
|
|
3 10682 10688 10689
|
|
3 10683 10682 10689
|
|
3 10683 10689 10690
|
|
3 10684 10683 10690
|
|
3 10684 10690 10691
|
|
3 10685 10706 10692
|
|
3 10691 10698 10707
|
|
3 10686 10685 10692
|
|
3 10686 10692 10693
|
|
3 10687 10686 10693
|
|
3 10687 10693 10694
|
|
3 10688 10687 10694
|
|
3 10688 10694 10695
|
|
3 10689 10688 10695
|
|
3 10689 10695 10696
|
|
3 10690 10689 10696
|
|
3 10690 10696 10697
|
|
3 10691 10690 10697
|
|
3 10691 10697 10698
|
|
3 10692 10706 10699
|
|
3 10698 10705 10707
|
|
3 10693 10692 10699
|
|
3 10693 10699 10700
|
|
3 10694 10693 10700
|
|
3 10694 10700 10701
|
|
3 10695 10694 10701
|
|
3 10695 10701 10702
|
|
3 10696 10695 10702
|
|
3 10696 10702 10703
|
|
3 10697 10696 10703
|
|
3 10697 10703 10704
|
|
3 10698 10697 10704
|
|
3 10698 10704 10705
|
|
3 10699 10706 10650
|
|
3 10705 10656 10707
|
|
3 10700 10699 10650
|
|
3 10700 10650 10651
|
|
3 10701 10700 10651
|
|
3 10701 10651 10652
|
|
3 10702 10701 10652
|
|
3 10702 10652 10653
|
|
3 10703 10702 10653
|
|
3 10703 10653 10654
|
|
3 10704 10703 10654
|
|
3 10704 10654 10655
|
|
3 10705 10704 10655
|
|
3 10705 10655 10656
|
|
3 10708 10710 10709
|
|
3 10709 10710 10711
|
|
3 10710 10712 10711
|
|
3 10711 10712 10713
|
|
3 10712 10714 10713
|
|
3 10713 10714 10715
|
|
3 10714 10716 10715
|
|
3 10715 10716 10717
|
|
3 10716 10718 10717
|
|
3 10717 10718 10719
|
|
3 10718 10720 10719
|
|
3 10719 10720 10721
|
|
3 10720 10722 10721
|
|
3 10721 10722 10723
|
|
3 10722 10708 10723
|
|
3 10723 10708 10709
|
|
3 10724 10726 10725
|
|
3 10725 10726 10727
|
|
3 10726 10728 10727
|
|
3 10727 10728 10729
|
|
3 10728 10730 10729
|
|
3 10729 10730 10731
|
|
3 10730 10732 10731
|
|
3 10731 10732 10733
|
|
3 10732 10734 10733
|
|
3 10733 10734 10735
|
|
3 10734 10736 10735
|
|
3 10735 10736 10737
|
|
3 10736 10738 10737
|
|
3 10737 10738 10739
|
|
3 10738 10724 10739
|
|
3 10739 10724 10725
|
|
3 10740 10742 10741
|
|
3 10741 10742 10743
|
|
3 10742 10744 10743
|
|
3 10743 10744 10745
|
|
3 10744 10746 10745
|
|
3 10745 10746 10747
|
|
3 10746 10748 10747
|
|
3 10747 10748 10749
|
|
3 10748 10750 10749
|
|
3 10749 10750 10751
|
|
3 10750 10752 10751
|
|
3 10751 10752 10753
|
|
3 10752 10754 10753
|
|
3 10753 10754 10755
|
|
3 10754 10740 10755
|
|
3 10755 10740 10741
|
|
3 10756 10812 10763
|
|
3 10762 10769 10813
|
|
3 10757 10756 10763
|
|
3 10757 10763 10764
|
|
3 10758 10757 10764
|
|
3 10758 10764 10765
|
|
3 10759 10758 10765
|
|
3 10759 10765 10766
|
|
3 10760 10759 10766
|
|
3 10760 10766 10767
|
|
3 10761 10760 10767
|
|
3 10761 10767 10768
|
|
3 10762 10761 10768
|
|
3 10762 10768 10769
|
|
3 10763 10812 10770
|
|
3 10769 10776 10813
|
|
3 10764 10763 10770
|
|
3 10764 10770 10771
|
|
3 10765 10764 10771
|
|
3 10765 10771 10772
|
|
3 10766 10765 10772
|
|
3 10766 10772 10773
|
|
3 10767 10766 10773
|
|
3 10767 10773 10774
|
|
3 10768 10767 10774
|
|
3 10768 10774 10775
|
|
3 10769 10768 10775
|
|
3 10769 10775 10776
|
|
3 10770 10812 10777
|
|
3 10776 10783 10813
|
|
3 10771 10770 10777
|
|
3 10771 10777 10778
|
|
3 10772 10771 10778
|
|
3 10772 10778 10779
|
|
3 10773 10772 10779
|
|
3 10773 10779 10780
|
|
3 10774 10773 10780
|
|
3 10774 10780 10781
|
|
3 10775 10774 10781
|
|
3 10775 10781 10782
|
|
3 10776 10775 10782
|
|
3 10776 10782 10783
|
|
3 10777 10812 10784
|
|
3 10783 10790 10813
|
|
3 10778 10777 10784
|
|
3 10778 10784 10785
|
|
3 10779 10778 10785
|
|
3 10779 10785 10786
|
|
3 10780 10779 10786
|
|
3 10780 10786 10787
|
|
3 10781 10780 10787
|
|
3 10781 10787 10788
|
|
3 10782 10781 10788
|
|
3 10782 10788 10789
|
|
3 10783 10782 10789
|
|
3 10783 10789 10790
|
|
3 10784 10812 10791
|
|
3 10790 10797 10813
|
|
3 10785 10784 10791
|
|
3 10785 10791 10792
|
|
3 10786 10785 10792
|
|
3 10786 10792 10793
|
|
3 10787 10786 10793
|
|
3 10787 10793 10794
|
|
3 10788 10787 10794
|
|
3 10788 10794 10795
|
|
3 10789 10788 10795
|
|
3 10789 10795 10796
|
|
3 10790 10789 10796
|
|
3 10790 10796 10797
|
|
3 10791 10812 10798
|
|
3 10797 10804 10813
|
|
3 10792 10791 10798
|
|
3 10792 10798 10799
|
|
3 10793 10792 10799
|
|
3 10793 10799 10800
|
|
3 10794 10793 10800
|
|
3 10794 10800 10801
|
|
3 10795 10794 10801
|
|
3 10795 10801 10802
|
|
3 10796 10795 10802
|
|
3 10796 10802 10803
|
|
3 10797 10796 10803
|
|
3 10797 10803 10804
|
|
3 10798 10812 10805
|
|
3 10804 10811 10813
|
|
3 10799 10798 10805
|
|
3 10799 10805 10806
|
|
3 10800 10799 10806
|
|
3 10800 10806 10807
|
|
3 10801 10800 10807
|
|
3 10801 10807 10808
|
|
3 10802 10801 10808
|
|
3 10802 10808 10809
|
|
3 10803 10802 10809
|
|
3 10803 10809 10810
|
|
3 10804 10803 10810
|
|
3 10804 10810 10811
|
|
3 10805 10812 10756
|
|
3 10811 10762 10813
|
|
3 10806 10805 10756
|
|
3 10806 10756 10757
|
|
3 10807 10806 10757
|
|
3 10807 10757 10758
|
|
3 10808 10807 10758
|
|
3 10808 10758 10759
|
|
3 10809 10808 10759
|
|
3 10809 10759 10760
|
|
3 10810 10809 10760
|
|
3 10810 10760 10761
|
|
3 10811 10810 10761
|
|
3 10811 10761 10762
|
|
3 10814 10816 10815
|
|
3 10815 10816 10817
|
|
3 10816 10818 10817
|
|
3 10817 10818 10819
|
|
3 10818 10820 10819
|
|
3 10819 10820 10821
|
|
3 10820 10822 10821
|
|
3 10821 10822 10823
|
|
3 10822 10824 10823
|
|
3 10823 10824 10825
|
|
3 10824 10826 10825
|
|
3 10825 10826 10827
|
|
3 10826 10828 10827
|
|
3 10827 10828 10829
|
|
3 10828 10814 10829
|
|
3 10829 10814 10815
|
|
3 10830 10832 10831
|
|
3 10831 10832 10833
|
|
3 10832 10834 10833
|
|
3 10833 10834 10835
|
|
3 10834 10836 10835
|
|
3 10835 10836 10837
|
|
3 10836 10838 10837
|
|
3 10837 10838 10839
|
|
3 10838 10840 10839
|
|
3 10839 10840 10841
|
|
3 10840 10842 10841
|
|
3 10841 10842 10843
|
|
3 10842 10844 10843
|
|
3 10843 10844 10845
|
|
3 10844 10830 10845
|
|
3 10845 10830 10831
|
|
3 10846 10848 10847
|
|
3 10847 10848 10849
|
|
3 10848 10850 10849
|
|
3 10849 10850 10851
|
|
3 10850 10852 10851
|
|
3 10851 10852 10853
|
|
3 10852 10854 10853
|
|
3 10853 10854 10855
|
|
3 10854 10856 10855
|
|
3 10855 10856 10857
|
|
3 10856 10858 10857
|
|
3 10857 10858 10859
|
|
3 10858 10860 10859
|
|
3 10859 10860 10861
|
|
3 10860 10846 10861
|
|
3 10861 10846 10847
|
|
3 10862 10918 10869
|
|
3 10868 10875 10919
|
|
3 10863 10862 10869
|
|
3 10863 10869 10870
|
|
3 10864 10863 10870
|
|
3 10864 10870 10871
|
|
3 10865 10864 10871
|
|
3 10865 10871 10872
|
|
3 10866 10865 10872
|
|
3 10866 10872 10873
|
|
3 10867 10866 10873
|
|
3 10867 10873 10874
|
|
3 10868 10867 10874
|
|
3 10868 10874 10875
|
|
3 10869 10918 10876
|
|
3 10875 10882 10919
|
|
3 10870 10869 10876
|
|
3 10870 10876 10877
|
|
3 10871 10870 10877
|
|
3 10871 10877 10878
|
|
3 10872 10871 10878
|
|
3 10872 10878 10879
|
|
3 10873 10872 10879
|
|
3 10873 10879 10880
|
|
3 10874 10873 10880
|
|
3 10874 10880 10881
|
|
3 10875 10874 10881
|
|
3 10875 10881 10882
|
|
3 10876 10918 10883
|
|
3 10882 10889 10919
|
|
3 10877 10876 10883
|
|
3 10877 10883 10884
|
|
3 10878 10877 10884
|
|
3 10878 10884 10885
|
|
3 10879 10878 10885
|
|
3 10879 10885 10886
|
|
3 10880 10879 10886
|
|
3 10880 10886 10887
|
|
3 10881 10880 10887
|
|
3 10881 10887 10888
|
|
3 10882 10881 10888
|
|
3 10882 10888 10889
|
|
3 10883 10918 10890
|
|
3 10889 10896 10919
|
|
3 10884 10883 10890
|
|
3 10884 10890 10891
|
|
3 10885 10884 10891
|
|
3 10885 10891 10892
|
|
3 10886 10885 10892
|
|
3 10886 10892 10893
|
|
3 10887 10886 10893
|
|
3 10887 10893 10894
|
|
3 10888 10887 10894
|
|
3 10888 10894 10895
|
|
3 10889 10888 10895
|
|
3 10889 10895 10896
|
|
3 10890 10918 10897
|
|
3 10896 10903 10919
|
|
3 10891 10890 10897
|
|
3 10891 10897 10898
|
|
3 10892 10891 10898
|
|
3 10892 10898 10899
|
|
3 10893 10892 10899
|
|
3 10893 10899 10900
|
|
3 10894 10893 10900
|
|
3 10894 10900 10901
|
|
3 10895 10894 10901
|
|
3 10895 10901 10902
|
|
3 10896 10895 10902
|
|
3 10896 10902 10903
|
|
3 10897 10918 10904
|
|
3 10903 10910 10919
|
|
3 10898 10897 10904
|
|
3 10898 10904 10905
|
|
3 10899 10898 10905
|
|
3 10899 10905 10906
|
|
3 10900 10899 10906
|
|
3 10900 10906 10907
|
|
3 10901 10900 10907
|
|
3 10901 10907 10908
|
|
3 10902 10901 10908
|
|
3 10902 10908 10909
|
|
3 10903 10902 10909
|
|
3 10903 10909 10910
|
|
3 10904 10918 10911
|
|
3 10910 10917 10919
|
|
3 10905 10904 10911
|
|
3 10905 10911 10912
|
|
3 10906 10905 10912
|
|
3 10906 10912 10913
|
|
3 10907 10906 10913
|
|
3 10907 10913 10914
|
|
3 10908 10907 10914
|
|
3 10908 10914 10915
|
|
3 10909 10908 10915
|
|
3 10909 10915 10916
|
|
3 10910 10909 10916
|
|
3 10910 10916 10917
|
|
3 10911 10918 10862
|
|
3 10917 10868 10919
|
|
3 10912 10911 10862
|
|
3 10912 10862 10863
|
|
3 10913 10912 10863
|
|
3 10913 10863 10864
|
|
3 10914 10913 10864
|
|
3 10914 10864 10865
|
|
3 10915 10914 10865
|
|
3 10915 10865 10866
|
|
3 10916 10915 10866
|
|
3 10916 10866 10867
|
|
3 10917 10916 10867
|
|
3 10917 10867 10868
|
|
3 10920 10922 10921
|
|
3 10921 10922 10923
|
|
3 10922 10924 10923
|
|
3 10923 10924 10925
|
|
3 10924 10926 10925
|
|
3 10925 10926 10927
|
|
3 10926 10928 10927
|
|
3 10927 10928 10929
|
|
3 10928 10930 10929
|
|
3 10929 10930 10931
|
|
3 10930 10932 10931
|
|
3 10931 10932 10933
|
|
3 10932 10934 10933
|
|
3 10933 10934 10935
|
|
3 10934 10920 10935
|
|
3 10935 10920 10921
|
|
3 10936 10938 10937
|
|
3 10937 10938 10939
|
|
3 10938 10940 10939
|
|
3 10939 10940 10941
|
|
3 10940 10942 10941
|
|
3 10941 10942 10943
|
|
3 10942 10944 10943
|
|
3 10943 10944 10945
|
|
3 10944 10946 10945
|
|
3 10945 10946 10947
|
|
3 10946 10948 10947
|
|
3 10947 10948 10949
|
|
3 10948 10950 10949
|
|
3 10949 10950 10951
|
|
3 10950 10936 10951
|
|
3 10951 10936 10937
|
|
3 10952 10954 10953
|
|
3 10953 10954 10955
|
|
3 10954 10956 10955
|
|
3 10955 10956 10957
|
|
3 10956 10958 10957
|
|
3 10957 10958 10959
|
|
3 10958 10960 10959
|
|
3 10959 10960 10961
|
|
3 10960 10962 10961
|
|
3 10961 10962 10963
|
|
3 10962 10964 10963
|
|
3 10963 10964 10965
|
|
3 10964 10966 10965
|
|
3 10965 10966 10967
|
|
3 10966 10952 10967
|
|
3 10967 10952 10953
|
|
3 10968 11024 10975
|
|
3 10974 10981 11025
|
|
3 10969 10968 10975
|
|
3 10969 10975 10976
|
|
3 10970 10969 10976
|
|
3 10970 10976 10977
|
|
3 10971 10970 10977
|
|
3 10971 10977 10978
|
|
3 10972 10971 10978
|
|
3 10972 10978 10979
|
|
3 10973 10972 10979
|
|
3 10973 10979 10980
|
|
3 10974 10973 10980
|
|
3 10974 10980 10981
|
|
3 10975 11024 10982
|
|
3 10981 10988 11025
|
|
3 10976 10975 10982
|
|
3 10976 10982 10983
|
|
3 10977 10976 10983
|
|
3 10977 10983 10984
|
|
3 10978 10977 10984
|
|
3 10978 10984 10985
|
|
3 10979 10978 10985
|
|
3 10979 10985 10986
|
|
3 10980 10979 10986
|
|
3 10980 10986 10987
|
|
3 10981 10980 10987
|
|
3 10981 10987 10988
|
|
3 10982 11024 10989
|
|
3 10988 10995 11025
|
|
3 10983 10982 10989
|
|
3 10983 10989 10990
|
|
3 10984 10983 10990
|
|
3 10984 10990 10991
|
|
3 10985 10984 10991
|
|
3 10985 10991 10992
|
|
3 10986 10985 10992
|
|
3 10986 10992 10993
|
|
3 10987 10986 10993
|
|
3 10987 10993 10994
|
|
3 10988 10987 10994
|
|
3 10988 10994 10995
|
|
3 10989 11024 10996
|
|
3 10995 11002 11025
|
|
3 10990 10989 10996
|
|
3 10990 10996 10997
|
|
3 10991 10990 10997
|
|
3 10991 10997 10998
|
|
3 10992 10991 10998
|
|
3 10992 10998 10999
|
|
3 10993 10992 10999
|
|
3 10993 10999 11000
|
|
3 10994 10993 11000
|
|
3 10994 11000 11001
|
|
3 10995 10994 11001
|
|
3 10995 11001 11002
|
|
3 10996 11024 11003
|
|
3 11002 11009 11025
|
|
3 10997 10996 11003
|
|
3 10997 11003 11004
|
|
3 10998 10997 11004
|
|
3 10998 11004 11005
|
|
3 10999 10998 11005
|
|
3 10999 11005 11006
|
|
3 11000 10999 11006
|
|
3 11000 11006 11007
|
|
3 11001 11000 11007
|
|
3 11001 11007 11008
|
|
3 11002 11001 11008
|
|
3 11002 11008 11009
|
|
3 11003 11024 11010
|
|
3 11009 11016 11025
|
|
3 11004 11003 11010
|
|
3 11004 11010 11011
|
|
3 11005 11004 11011
|
|
3 11005 11011 11012
|
|
3 11006 11005 11012
|
|
3 11006 11012 11013
|
|
3 11007 11006 11013
|
|
3 11007 11013 11014
|
|
3 11008 11007 11014
|
|
3 11008 11014 11015
|
|
3 11009 11008 11015
|
|
3 11009 11015 11016
|
|
3 11010 11024 11017
|
|
3 11016 11023 11025
|
|
3 11011 11010 11017
|
|
3 11011 11017 11018
|
|
3 11012 11011 11018
|
|
3 11012 11018 11019
|
|
3 11013 11012 11019
|
|
3 11013 11019 11020
|
|
3 11014 11013 11020
|
|
3 11014 11020 11021
|
|
3 11015 11014 11021
|
|
3 11015 11021 11022
|
|
3 11016 11015 11022
|
|
3 11016 11022 11023
|
|
3 11017 11024 10968
|
|
3 11023 10974 11025
|
|
3 11018 11017 10968
|
|
3 11018 10968 10969
|
|
3 11019 11018 10969
|
|
3 11019 10969 10970
|
|
3 11020 11019 10970
|
|
3 11020 10970 10971
|
|
3 11021 11020 10971
|
|
3 11021 10971 10972
|
|
3 11022 11021 10972
|
|
3 11022 10972 10973
|
|
3 11023 11022 10973
|
|
3 11023 10973 10974
|
|
3 11026 11028 11027
|
|
3 11027 11028 11029
|
|
3 11028 11030 11029
|
|
3 11029 11030 11031
|
|
3 11030 11032 11031
|
|
3 11031 11032 11033
|
|
3 11032 11034 11033
|
|
3 11033 11034 11035
|
|
3 11034 11036 11035
|
|
3 11035 11036 11037
|
|
3 11036 11038 11037
|
|
3 11037 11038 11039
|
|
3 11038 11040 11039
|
|
3 11039 11040 11041
|
|
3 11040 11026 11041
|
|
3 11041 11026 11027
|
|
3 11042 11044 11043
|
|
3 11043 11044 11045
|
|
3 11044 11046 11045
|
|
3 11045 11046 11047
|
|
3 11046 11048 11047
|
|
3 11047 11048 11049
|
|
3 11048 11050 11049
|
|
3 11049 11050 11051
|
|
3 11050 11052 11051
|
|
3 11051 11052 11053
|
|
3 11052 11054 11053
|
|
3 11053 11054 11055
|
|
3 11054 11056 11055
|
|
3 11055 11056 11057
|
|
3 11056 11042 11057
|
|
3 11057 11042 11043
|
|
3 11058 11060 11059
|
|
3 11059 11060 11061
|
|
3 11060 11062 11061
|
|
3 11061 11062 11063
|
|
3 11062 11064 11063
|
|
3 11063 11064 11065
|
|
3 11064 11066 11065
|
|
3 11065 11066 11067
|
|
3 11066 11068 11067
|
|
3 11067 11068 11069
|
|
3 11068 11070 11069
|
|
3 11069 11070 11071
|
|
3 11070 11072 11071
|
|
3 11071 11072 11073
|
|
3 11072 11058 11073
|
|
3 11073 11058 11059
|
|
3 11074 11130 11081
|
|
3 11080 11087 11131
|
|
3 11075 11074 11081
|
|
3 11075 11081 11082
|
|
3 11076 11075 11082
|
|
3 11076 11082 11083
|
|
3 11077 11076 11083
|
|
3 11077 11083 11084
|
|
3 11078 11077 11084
|
|
3 11078 11084 11085
|
|
3 11079 11078 11085
|
|
3 11079 11085 11086
|
|
3 11080 11079 11086
|
|
3 11080 11086 11087
|
|
3 11081 11130 11088
|
|
3 11087 11094 11131
|
|
3 11082 11081 11088
|
|
3 11082 11088 11089
|
|
3 11083 11082 11089
|
|
3 11083 11089 11090
|
|
3 11084 11083 11090
|
|
3 11084 11090 11091
|
|
3 11085 11084 11091
|
|
3 11085 11091 11092
|
|
3 11086 11085 11092
|
|
3 11086 11092 11093
|
|
3 11087 11086 11093
|
|
3 11087 11093 11094
|
|
3 11088 11130 11095
|
|
3 11094 11101 11131
|
|
3 11089 11088 11095
|
|
3 11089 11095 11096
|
|
3 11090 11089 11096
|
|
3 11090 11096 11097
|
|
3 11091 11090 11097
|
|
3 11091 11097 11098
|
|
3 11092 11091 11098
|
|
3 11092 11098 11099
|
|
3 11093 11092 11099
|
|
3 11093 11099 11100
|
|
3 11094 11093 11100
|
|
3 11094 11100 11101
|
|
3 11095 11130 11102
|
|
3 11101 11108 11131
|
|
3 11096 11095 11102
|
|
3 11096 11102 11103
|
|
3 11097 11096 11103
|
|
3 11097 11103 11104
|
|
3 11098 11097 11104
|
|
3 11098 11104 11105
|
|
3 11099 11098 11105
|
|
3 11099 11105 11106
|
|
3 11100 11099 11106
|
|
3 11100 11106 11107
|
|
3 11101 11100 11107
|
|
3 11101 11107 11108
|
|
3 11102 11130 11109
|
|
3 11108 11115 11131
|
|
3 11103 11102 11109
|
|
3 11103 11109 11110
|
|
3 11104 11103 11110
|
|
3 11104 11110 11111
|
|
3 11105 11104 11111
|
|
3 11105 11111 11112
|
|
3 11106 11105 11112
|
|
3 11106 11112 11113
|
|
3 11107 11106 11113
|
|
3 11107 11113 11114
|
|
3 11108 11107 11114
|
|
3 11108 11114 11115
|
|
3 11109 11130 11116
|
|
3 11115 11122 11131
|
|
3 11110 11109 11116
|
|
3 11110 11116 11117
|
|
3 11111 11110 11117
|
|
3 11111 11117 11118
|
|
3 11112 11111 11118
|
|
3 11112 11118 11119
|
|
3 11113 11112 11119
|
|
3 11113 11119 11120
|
|
3 11114 11113 11120
|
|
3 11114 11120 11121
|
|
3 11115 11114 11121
|
|
3 11115 11121 11122
|
|
3 11116 11130 11123
|
|
3 11122 11129 11131
|
|
3 11117 11116 11123
|
|
3 11117 11123 11124
|
|
3 11118 11117 11124
|
|
3 11118 11124 11125
|
|
3 11119 11118 11125
|
|
3 11119 11125 11126
|
|
3 11120 11119 11126
|
|
3 11120 11126 11127
|
|
3 11121 11120 11127
|
|
3 11121 11127 11128
|
|
3 11122 11121 11128
|
|
3 11122 11128 11129
|
|
3 11123 11130 11074
|
|
3 11129 11080 11131
|
|
3 11124 11123 11074
|
|
3 11124 11074 11075
|
|
3 11125 11124 11075
|
|
3 11125 11075 11076
|
|
3 11126 11125 11076
|
|
3 11126 11076 11077
|
|
3 11127 11126 11077
|
|
3 11127 11077 11078
|
|
3 11128 11127 11078
|
|
3 11128 11078 11079
|
|
3 11129 11128 11079
|
|
3 11129 11079 11080
|
|
3 11132 11134 11133
|
|
3 11133 11134 11135
|
|
3 11134 11136 11135
|
|
3 11135 11136 11137
|
|
3 11136 11138 11137
|
|
3 11137 11138 11139
|
|
3 11138 11140 11139
|
|
3 11139 11140 11141
|
|
3 11140 11142 11141
|
|
3 11141 11142 11143
|
|
3 11142 11144 11143
|
|
3 11143 11144 11145
|
|
3 11144 11146 11145
|
|
3 11145 11146 11147
|
|
3 11146 11132 11147
|
|
3 11147 11132 11133
|
|
3 11148 11150 11149
|
|
3 11149 11150 11151
|
|
3 11150 11152 11151
|
|
3 11151 11152 11153
|
|
3 11152 11154 11153
|
|
3 11153 11154 11155
|
|
3 11154 11156 11155
|
|
3 11155 11156 11157
|
|
3 11156 11158 11157
|
|
3 11157 11158 11159
|
|
3 11158 11160 11159
|
|
3 11159 11160 11161
|
|
3 11160 11162 11161
|
|
3 11161 11162 11163
|
|
3 11162 11148 11163
|
|
3 11163 11148 11149
|
|
3 11164 11166 11165
|
|
3 11165 11166 11167
|
|
3 11166 11168 11167
|
|
3 11167 11168 11169
|
|
3 11168 11170 11169
|
|
3 11169 11170 11171
|
|
3 11170 11172 11171
|
|
3 11171 11172 11173
|
|
3 11172 11174 11173
|
|
3 11173 11174 11175
|
|
3 11174 11176 11175
|
|
3 11175 11176 11177
|
|
3 11176 11178 11177
|
|
3 11177 11178 11179
|
|
3 11178 11164 11179
|
|
3 11179 11164 11165
|
|
3 11180 11236 11187
|
|
3 11186 11193 11237
|
|
3 11181 11180 11187
|
|
3 11181 11187 11188
|
|
3 11182 11181 11188
|
|
3 11182 11188 11189
|
|
3 11183 11182 11189
|
|
3 11183 11189 11190
|
|
3 11184 11183 11190
|
|
3 11184 11190 11191
|
|
3 11185 11184 11191
|
|
3 11185 11191 11192
|
|
3 11186 11185 11192
|
|
3 11186 11192 11193
|
|
3 11187 11236 11194
|
|
3 11193 11200 11237
|
|
3 11188 11187 11194
|
|
3 11188 11194 11195
|
|
3 11189 11188 11195
|
|
3 11189 11195 11196
|
|
3 11190 11189 11196
|
|
3 11190 11196 11197
|
|
3 11191 11190 11197
|
|
3 11191 11197 11198
|
|
3 11192 11191 11198
|
|
3 11192 11198 11199
|
|
3 11193 11192 11199
|
|
3 11193 11199 11200
|
|
3 11194 11236 11201
|
|
3 11200 11207 11237
|
|
3 11195 11194 11201
|
|
3 11195 11201 11202
|
|
3 11196 11195 11202
|
|
3 11196 11202 11203
|
|
3 11197 11196 11203
|
|
3 11197 11203 11204
|
|
3 11198 11197 11204
|
|
3 11198 11204 11205
|
|
3 11199 11198 11205
|
|
3 11199 11205 11206
|
|
3 11200 11199 11206
|
|
3 11200 11206 11207
|
|
3 11201 11236 11208
|
|
3 11207 11214 11237
|
|
3 11202 11201 11208
|
|
3 11202 11208 11209
|
|
3 11203 11202 11209
|
|
3 11203 11209 11210
|
|
3 11204 11203 11210
|
|
3 11204 11210 11211
|
|
3 11205 11204 11211
|
|
3 11205 11211 11212
|
|
3 11206 11205 11212
|
|
3 11206 11212 11213
|
|
3 11207 11206 11213
|
|
3 11207 11213 11214
|
|
3 11208 11236 11215
|
|
3 11214 11221 11237
|
|
3 11209 11208 11215
|
|
3 11209 11215 11216
|
|
3 11210 11209 11216
|
|
3 11210 11216 11217
|
|
3 11211 11210 11217
|
|
3 11211 11217 11218
|
|
3 11212 11211 11218
|
|
3 11212 11218 11219
|
|
3 11213 11212 11219
|
|
3 11213 11219 11220
|
|
3 11214 11213 11220
|
|
3 11214 11220 11221
|
|
3 11215 11236 11222
|
|
3 11221 11228 11237
|
|
3 11216 11215 11222
|
|
3 11216 11222 11223
|
|
3 11217 11216 11223
|
|
3 11217 11223 11224
|
|
3 11218 11217 11224
|
|
3 11218 11224 11225
|
|
3 11219 11218 11225
|
|
3 11219 11225 11226
|
|
3 11220 11219 11226
|
|
3 11220 11226 11227
|
|
3 11221 11220 11227
|
|
3 11221 11227 11228
|
|
3 11222 11236 11229
|
|
3 11228 11235 11237
|
|
3 11223 11222 11229
|
|
3 11223 11229 11230
|
|
3 11224 11223 11230
|
|
3 11224 11230 11231
|
|
3 11225 11224 11231
|
|
3 11225 11231 11232
|
|
3 11226 11225 11232
|
|
3 11226 11232 11233
|
|
3 11227 11226 11233
|
|
3 11227 11233 11234
|
|
3 11228 11227 11234
|
|
3 11228 11234 11235
|
|
3 11229 11236 11180
|
|
3 11235 11186 11237
|
|
3 11230 11229 11180
|
|
3 11230 11180 11181
|
|
3 11231 11230 11181
|
|
3 11231 11181 11182
|
|
3 11232 11231 11182
|
|
3 11232 11182 11183
|
|
3 11233 11232 11183
|
|
3 11233 11183 11184
|
|
3 11234 11233 11184
|
|
3 11234 11184 11185
|
|
3 11235 11234 11185
|
|
3 11235 11185 11186
|
|
3 11238 11240 11239
|
|
3 11239 11240 11241
|
|
3 11240 11242 11241
|
|
3 11241 11242 11243
|
|
3 11242 11244 11243
|
|
3 11243 11244 11245
|
|
3 11244 11246 11245
|
|
3 11245 11246 11247
|
|
3 11246 11248 11247
|
|
3 11247 11248 11249
|
|
3 11248 11250 11249
|
|
3 11249 11250 11251
|
|
3 11250 11252 11251
|
|
3 11251 11252 11253
|
|
3 11252 11238 11253
|
|
3 11253 11238 11239
|
|
3 11254 11256 11255
|
|
3 11255 11256 11257
|
|
3 11256 11258 11257
|
|
3 11257 11258 11259
|
|
3 11258 11260 11259
|
|
3 11259 11260 11261
|
|
3 11260 11262 11261
|
|
3 11261 11262 11263
|
|
3 11262 11264 11263
|
|
3 11263 11264 11265
|
|
3 11264 11266 11265
|
|
3 11265 11266 11267
|
|
3 11266 11268 11267
|
|
3 11267 11268 11269
|
|
3 11268 11254 11269
|
|
3 11269 11254 11255
|
|
3 11270 11272 11271
|
|
3 11271 11272 11273
|
|
3 11272 11274 11273
|
|
3 11273 11274 11275
|
|
3 11274 11276 11275
|
|
3 11275 11276 11277
|
|
3 11276 11278 11277
|
|
3 11277 11278 11279
|
|
3 11278 11280 11279
|
|
3 11279 11280 11281
|
|
3 11280 11282 11281
|
|
3 11281 11282 11283
|
|
3 11282 11284 11283
|
|
3 11283 11284 11285
|
|
3 11284 11270 11285
|
|
3 11285 11270 11271
|
|
3 11286 11342 11293
|
|
3 11292 11299 11343
|
|
3 11287 11286 11293
|
|
3 11287 11293 11294
|
|
3 11288 11287 11294
|
|
3 11288 11294 11295
|
|
3 11289 11288 11295
|
|
3 11289 11295 11296
|
|
3 11290 11289 11296
|
|
3 11290 11296 11297
|
|
3 11291 11290 11297
|
|
3 11291 11297 11298
|
|
3 11292 11291 11298
|
|
3 11292 11298 11299
|
|
3 11293 11342 11300
|
|
3 11299 11306 11343
|
|
3 11294 11293 11300
|
|
3 11294 11300 11301
|
|
3 11295 11294 11301
|
|
3 11295 11301 11302
|
|
3 11296 11295 11302
|
|
3 11296 11302 11303
|
|
3 11297 11296 11303
|
|
3 11297 11303 11304
|
|
3 11298 11297 11304
|
|
3 11298 11304 11305
|
|
3 11299 11298 11305
|
|
3 11299 11305 11306
|
|
3 11300 11342 11307
|
|
3 11306 11313 11343
|
|
3 11301 11300 11307
|
|
3 11301 11307 11308
|
|
3 11302 11301 11308
|
|
3 11302 11308 11309
|
|
3 11303 11302 11309
|
|
3 11303 11309 11310
|
|
3 11304 11303 11310
|
|
3 11304 11310 11311
|
|
3 11305 11304 11311
|
|
3 11305 11311 11312
|
|
3 11306 11305 11312
|
|
3 11306 11312 11313
|
|
3 11307 11342 11314
|
|
3 11313 11320 11343
|
|
3 11308 11307 11314
|
|
3 11308 11314 11315
|
|
3 11309 11308 11315
|
|
3 11309 11315 11316
|
|
3 11310 11309 11316
|
|
3 11310 11316 11317
|
|
3 11311 11310 11317
|
|
3 11311 11317 11318
|
|
3 11312 11311 11318
|
|
3 11312 11318 11319
|
|
3 11313 11312 11319
|
|
3 11313 11319 11320
|
|
3 11314 11342 11321
|
|
3 11320 11327 11343
|
|
3 11315 11314 11321
|
|
3 11315 11321 11322
|
|
3 11316 11315 11322
|
|
3 11316 11322 11323
|
|
3 11317 11316 11323
|
|
3 11317 11323 11324
|
|
3 11318 11317 11324
|
|
3 11318 11324 11325
|
|
3 11319 11318 11325
|
|
3 11319 11325 11326
|
|
3 11320 11319 11326
|
|
3 11320 11326 11327
|
|
3 11321 11342 11328
|
|
3 11327 11334 11343
|
|
3 11322 11321 11328
|
|
3 11322 11328 11329
|
|
3 11323 11322 11329
|
|
3 11323 11329 11330
|
|
3 11324 11323 11330
|
|
3 11324 11330 11331
|
|
3 11325 11324 11331
|
|
3 11325 11331 11332
|
|
3 11326 11325 11332
|
|
3 11326 11332 11333
|
|
3 11327 11326 11333
|
|
3 11327 11333 11334
|
|
3 11328 11342 11335
|
|
3 11334 11341 11343
|
|
3 11329 11328 11335
|
|
3 11329 11335 11336
|
|
3 11330 11329 11336
|
|
3 11330 11336 11337
|
|
3 11331 11330 11337
|
|
3 11331 11337 11338
|
|
3 11332 11331 11338
|
|
3 11332 11338 11339
|
|
3 11333 11332 11339
|
|
3 11333 11339 11340
|
|
3 11334 11333 11340
|
|
3 11334 11340 11341
|
|
3 11335 11342 11286
|
|
3 11341 11292 11343
|
|
3 11336 11335 11286
|
|
3 11336 11286 11287
|
|
3 11337 11336 11287
|
|
3 11337 11287 11288
|
|
3 11338 11337 11288
|
|
3 11338 11288 11289
|
|
3 11339 11338 11289
|
|
3 11339 11289 11290
|
|
3 11340 11339 11290
|
|
3 11340 11290 11291
|
|
3 11341 11340 11291
|
|
3 11341 11291 11292
|
|
3 11344 11346 11345
|
|
3 11345 11346 11347
|
|
3 11346 11348 11347
|
|
3 11347 11348 11349
|
|
3 11348 11350 11349
|
|
3 11349 11350 11351
|
|
3 11350 11352 11351
|
|
3 11351 11352 11353
|
|
3 11352 11354 11353
|
|
3 11353 11354 11355
|
|
3 11354 11356 11355
|
|
3 11355 11356 11357
|
|
3 11356 11358 11357
|
|
3 11357 11358 11359
|
|
3 11358 11344 11359
|
|
3 11359 11344 11345
|
|
3 11360 11362 11361
|
|
3 11361 11362 11363
|
|
3 11362 11364 11363
|
|
3 11363 11364 11365
|
|
3 11364 11366 11365
|
|
3 11365 11366 11367
|
|
3 11366 11368 11367
|
|
3 11367 11368 11369
|
|
3 11368 11370 11369
|
|
3 11369 11370 11371
|
|
3 11370 11372 11371
|
|
3 11371 11372 11373
|
|
3 11372 11374 11373
|
|
3 11373 11374 11375
|
|
3 11374 11360 11375
|
|
3 11375 11360 11361
|
|
3 11376 11378 11377
|
|
3 11377 11378 11379
|
|
3 11378 11380 11379
|
|
3 11379 11380 11381
|
|
3 11380 11382 11381
|
|
3 11381 11382 11383
|
|
3 11382 11384 11383
|
|
3 11383 11384 11385
|
|
3 11384 11386 11385
|
|
3 11385 11386 11387
|
|
3 11386 11388 11387
|
|
3 11387 11388 11389
|
|
3 11388 11390 11389
|
|
3 11389 11390 11391
|
|
3 11390 11376 11391
|
|
3 11391 11376 11377
|
|
3 11392 11448 11399
|
|
3 11398 11405 11449
|
|
3 11393 11392 11399
|
|
3 11393 11399 11400
|
|
3 11394 11393 11400
|
|
3 11394 11400 11401
|
|
3 11395 11394 11401
|
|
3 11395 11401 11402
|
|
3 11396 11395 11402
|
|
3 11396 11402 11403
|
|
3 11397 11396 11403
|
|
3 11397 11403 11404
|
|
3 11398 11397 11404
|
|
3 11398 11404 11405
|
|
3 11399 11448 11406
|
|
3 11405 11412 11449
|
|
3 11400 11399 11406
|
|
3 11400 11406 11407
|
|
3 11401 11400 11407
|
|
3 11401 11407 11408
|
|
3 11402 11401 11408
|
|
3 11402 11408 11409
|
|
3 11403 11402 11409
|
|
3 11403 11409 11410
|
|
3 11404 11403 11410
|
|
3 11404 11410 11411
|
|
3 11405 11404 11411
|
|
3 11405 11411 11412
|
|
3 11406 11448 11413
|
|
3 11412 11419 11449
|
|
3 11407 11406 11413
|
|
3 11407 11413 11414
|
|
3 11408 11407 11414
|
|
3 11408 11414 11415
|
|
3 11409 11408 11415
|
|
3 11409 11415 11416
|
|
3 11410 11409 11416
|
|
3 11410 11416 11417
|
|
3 11411 11410 11417
|
|
3 11411 11417 11418
|
|
3 11412 11411 11418
|
|
3 11412 11418 11419
|
|
3 11413 11448 11420
|
|
3 11419 11426 11449
|
|
3 11414 11413 11420
|
|
3 11414 11420 11421
|
|
3 11415 11414 11421
|
|
3 11415 11421 11422
|
|
3 11416 11415 11422
|
|
3 11416 11422 11423
|
|
3 11417 11416 11423
|
|
3 11417 11423 11424
|
|
3 11418 11417 11424
|
|
3 11418 11424 11425
|
|
3 11419 11418 11425
|
|
3 11419 11425 11426
|
|
3 11420 11448 11427
|
|
3 11426 11433 11449
|
|
3 11421 11420 11427
|
|
3 11421 11427 11428
|
|
3 11422 11421 11428
|
|
3 11422 11428 11429
|
|
3 11423 11422 11429
|
|
3 11423 11429 11430
|
|
3 11424 11423 11430
|
|
3 11424 11430 11431
|
|
3 11425 11424 11431
|
|
3 11425 11431 11432
|
|
3 11426 11425 11432
|
|
3 11426 11432 11433
|
|
3 11427 11448 11434
|
|
3 11433 11440 11449
|
|
3 11428 11427 11434
|
|
3 11428 11434 11435
|
|
3 11429 11428 11435
|
|
3 11429 11435 11436
|
|
3 11430 11429 11436
|
|
3 11430 11436 11437
|
|
3 11431 11430 11437
|
|
3 11431 11437 11438
|
|
3 11432 11431 11438
|
|
3 11432 11438 11439
|
|
3 11433 11432 11439
|
|
3 11433 11439 11440
|
|
3 11434 11448 11441
|
|
3 11440 11447 11449
|
|
3 11435 11434 11441
|
|
3 11435 11441 11442
|
|
3 11436 11435 11442
|
|
3 11436 11442 11443
|
|
3 11437 11436 11443
|
|
3 11437 11443 11444
|
|
3 11438 11437 11444
|
|
3 11438 11444 11445
|
|
3 11439 11438 11445
|
|
3 11439 11445 11446
|
|
3 11440 11439 11446
|
|
3 11440 11446 11447
|
|
3 11441 11448 11392
|
|
3 11447 11398 11449
|
|
3 11442 11441 11392
|
|
3 11442 11392 11393
|
|
3 11443 11442 11393
|
|
3 11443 11393 11394
|
|
3 11444 11443 11394
|
|
3 11444 11394 11395
|
|
3 11445 11444 11395
|
|
3 11445 11395 11396
|
|
3 11446 11445 11396
|
|
3 11446 11396 11397
|
|
3 11447 11446 11397
|
|
3 11447 11397 11398
|
|
3 11450 11452 11451
|
|
3 11451 11452 11453
|
|
3 11452 11454 11453
|
|
3 11453 11454 11455
|
|
3 11454 11456 11455
|
|
3 11455 11456 11457
|
|
3 11456 11458 11457
|
|
3 11457 11458 11459
|
|
3 11458 11460 11459
|
|
3 11459 11460 11461
|
|
3 11460 11462 11461
|
|
3 11461 11462 11463
|
|
3 11462 11464 11463
|
|
3 11463 11464 11465
|
|
3 11464 11450 11465
|
|
3 11465 11450 11451
|
|
3 11466 11468 11467
|
|
3 11467 11468 11469
|
|
3 11468 11470 11469
|
|
3 11469 11470 11471
|
|
3 11470 11472 11471
|
|
3 11471 11472 11473
|
|
3 11472 11474 11473
|
|
3 11473 11474 11475
|
|
3 11474 11476 11475
|
|
3 11475 11476 11477
|
|
3 11476 11478 11477
|
|
3 11477 11478 11479
|
|
3 11478 11480 11479
|
|
3 11479 11480 11481
|
|
3 11480 11466 11481
|
|
3 11481 11466 11467
|
|
3 11482 11484 11483
|
|
3 11483 11484 11485
|
|
3 11484 11486 11485
|
|
3 11485 11486 11487
|
|
3 11486 11488 11487
|
|
3 11487 11488 11489
|
|
3 11488 11490 11489
|
|
3 11489 11490 11491
|
|
3 11490 11492 11491
|
|
3 11491 11492 11493
|
|
3 11492 11494 11493
|
|
3 11493 11494 11495
|
|
3 11494 11496 11495
|
|
3 11495 11496 11497
|
|
3 11496 11482 11497
|
|
3 11497 11482 11483
|
|
3 11498 11554 11505
|
|
3 11504 11511 11555
|
|
3 11499 11498 11505
|
|
3 11499 11505 11506
|
|
3 11500 11499 11506
|
|
3 11500 11506 11507
|
|
3 11501 11500 11507
|
|
3 11501 11507 11508
|
|
3 11502 11501 11508
|
|
3 11502 11508 11509
|
|
3 11503 11502 11509
|
|
3 11503 11509 11510
|
|
3 11504 11503 11510
|
|
3 11504 11510 11511
|
|
3 11505 11554 11512
|
|
3 11511 11518 11555
|
|
3 11506 11505 11512
|
|
3 11506 11512 11513
|
|
3 11507 11506 11513
|
|
3 11507 11513 11514
|
|
3 11508 11507 11514
|
|
3 11508 11514 11515
|
|
3 11509 11508 11515
|
|
3 11509 11515 11516
|
|
3 11510 11509 11516
|
|
3 11510 11516 11517
|
|
3 11511 11510 11517
|
|
3 11511 11517 11518
|
|
3 11512 11554 11519
|
|
3 11518 11525 11555
|
|
3 11513 11512 11519
|
|
3 11513 11519 11520
|
|
3 11514 11513 11520
|
|
3 11514 11520 11521
|
|
3 11515 11514 11521
|
|
3 11515 11521 11522
|
|
3 11516 11515 11522
|
|
3 11516 11522 11523
|
|
3 11517 11516 11523
|
|
3 11517 11523 11524
|
|
3 11518 11517 11524
|
|
3 11518 11524 11525
|
|
3 11519 11554 11526
|
|
3 11525 11532 11555
|
|
3 11520 11519 11526
|
|
3 11520 11526 11527
|
|
3 11521 11520 11527
|
|
3 11521 11527 11528
|
|
3 11522 11521 11528
|
|
3 11522 11528 11529
|
|
3 11523 11522 11529
|
|
3 11523 11529 11530
|
|
3 11524 11523 11530
|
|
3 11524 11530 11531
|
|
3 11525 11524 11531
|
|
3 11525 11531 11532
|
|
3 11526 11554 11533
|
|
3 11532 11539 11555
|
|
3 11527 11526 11533
|
|
3 11527 11533 11534
|
|
3 11528 11527 11534
|
|
3 11528 11534 11535
|
|
3 11529 11528 11535
|
|
3 11529 11535 11536
|
|
3 11530 11529 11536
|
|
3 11530 11536 11537
|
|
3 11531 11530 11537
|
|
3 11531 11537 11538
|
|
3 11532 11531 11538
|
|
3 11532 11538 11539
|
|
3 11533 11554 11540
|
|
3 11539 11546 11555
|
|
3 11534 11533 11540
|
|
3 11534 11540 11541
|
|
3 11535 11534 11541
|
|
3 11535 11541 11542
|
|
3 11536 11535 11542
|
|
3 11536 11542 11543
|
|
3 11537 11536 11543
|
|
3 11537 11543 11544
|
|
3 11538 11537 11544
|
|
3 11538 11544 11545
|
|
3 11539 11538 11545
|
|
3 11539 11545 11546
|
|
3 11540 11554 11547
|
|
3 11546 11553 11555
|
|
3 11541 11540 11547
|
|
3 11541 11547 11548
|
|
3 11542 11541 11548
|
|
3 11542 11548 11549
|
|
3 11543 11542 11549
|
|
3 11543 11549 11550
|
|
3 11544 11543 11550
|
|
3 11544 11550 11551
|
|
3 11545 11544 11551
|
|
3 11545 11551 11552
|
|
3 11546 11545 11552
|
|
3 11546 11552 11553
|
|
3 11547 11554 11498
|
|
3 11553 11504 11555
|
|
3 11548 11547 11498
|
|
3 11548 11498 11499
|
|
3 11549 11548 11499
|
|
3 11549 11499 11500
|
|
3 11550 11549 11500
|
|
3 11550 11500 11501
|
|
3 11551 11550 11501
|
|
3 11551 11501 11502
|
|
3 11552 11551 11502
|
|
3 11552 11502 11503
|
|
3 11553 11552 11503
|
|
3 11553 11503 11504
|
|
3 11556 11558 11557
|
|
3 11557 11558 11559
|
|
3 11558 11560 11559
|
|
3 11559 11560 11561
|
|
3 11560 11562 11561
|
|
3 11561 11562 11563
|
|
3 11562 11564 11563
|
|
3 11563 11564 11565
|
|
3 11564 11566 11565
|
|
3 11565 11566 11567
|
|
3 11566 11568 11567
|
|
3 11567 11568 11569
|
|
3 11568 11570 11569
|
|
3 11569 11570 11571
|
|
3 11570 11556 11571
|
|
3 11571 11556 11557
|
|
3 11572 11574 11573
|
|
3 11573 11574 11575
|
|
3 11574 11576 11575
|
|
3 11575 11576 11577
|
|
3 11576 11578 11577
|
|
3 11577 11578 11579
|
|
3 11578 11580 11579
|
|
3 11579 11580 11581
|
|
3 11580 11582 11581
|
|
3 11581 11582 11583
|
|
3 11582 11584 11583
|
|
3 11583 11584 11585
|
|
3 11584 11586 11585
|
|
3 11585 11586 11587
|
|
3 11586 11572 11587
|
|
3 11587 11572 11573
|
|
3 11588 11590 11589
|
|
3 11589 11590 11591
|
|
3 11590 11592 11591
|
|
3 11591 11592 11593
|
|
3 11592 11594 11593
|
|
3 11593 11594 11595
|
|
3 11594 11596 11595
|
|
3 11595 11596 11597
|
|
3 11596 11598 11597
|
|
3 11597 11598 11599
|
|
3 11598 11600 11599
|
|
3 11599 11600 11601
|
|
3 11600 11602 11601
|
|
3 11601 11602 11603
|
|
3 11602 11588 11603
|
|
3 11603 11588 11589
|
|
3 11604 11660 11611
|
|
3 11610 11617 11661
|
|
3 11605 11604 11611
|
|
3 11605 11611 11612
|
|
3 11606 11605 11612
|
|
3 11606 11612 11613
|
|
3 11607 11606 11613
|
|
3 11607 11613 11614
|
|
3 11608 11607 11614
|
|
3 11608 11614 11615
|
|
3 11609 11608 11615
|
|
3 11609 11615 11616
|
|
3 11610 11609 11616
|
|
3 11610 11616 11617
|
|
3 11611 11660 11618
|
|
3 11617 11624 11661
|
|
3 11612 11611 11618
|
|
3 11612 11618 11619
|
|
3 11613 11612 11619
|
|
3 11613 11619 11620
|
|
3 11614 11613 11620
|
|
3 11614 11620 11621
|
|
3 11615 11614 11621
|
|
3 11615 11621 11622
|
|
3 11616 11615 11622
|
|
3 11616 11622 11623
|
|
3 11617 11616 11623
|
|
3 11617 11623 11624
|
|
3 11618 11660 11625
|
|
3 11624 11631 11661
|
|
3 11619 11618 11625
|
|
3 11619 11625 11626
|
|
3 11620 11619 11626
|
|
3 11620 11626 11627
|
|
3 11621 11620 11627
|
|
3 11621 11627 11628
|
|
3 11622 11621 11628
|
|
3 11622 11628 11629
|
|
3 11623 11622 11629
|
|
3 11623 11629 11630
|
|
3 11624 11623 11630
|
|
3 11624 11630 11631
|
|
3 11625 11660 11632
|
|
3 11631 11638 11661
|
|
3 11626 11625 11632
|
|
3 11626 11632 11633
|
|
3 11627 11626 11633
|
|
3 11627 11633 11634
|
|
3 11628 11627 11634
|
|
3 11628 11634 11635
|
|
3 11629 11628 11635
|
|
3 11629 11635 11636
|
|
3 11630 11629 11636
|
|
3 11630 11636 11637
|
|
3 11631 11630 11637
|
|
3 11631 11637 11638
|
|
3 11632 11660 11639
|
|
3 11638 11645 11661
|
|
3 11633 11632 11639
|
|
3 11633 11639 11640
|
|
3 11634 11633 11640
|
|
3 11634 11640 11641
|
|
3 11635 11634 11641
|
|
3 11635 11641 11642
|
|
3 11636 11635 11642
|
|
3 11636 11642 11643
|
|
3 11637 11636 11643
|
|
3 11637 11643 11644
|
|
3 11638 11637 11644
|
|
3 11638 11644 11645
|
|
3 11639 11660 11646
|
|
3 11645 11652 11661
|
|
3 11640 11639 11646
|
|
3 11640 11646 11647
|
|
3 11641 11640 11647
|
|
3 11641 11647 11648
|
|
3 11642 11641 11648
|
|
3 11642 11648 11649
|
|
3 11643 11642 11649
|
|
3 11643 11649 11650
|
|
3 11644 11643 11650
|
|
3 11644 11650 11651
|
|
3 11645 11644 11651
|
|
3 11645 11651 11652
|
|
3 11646 11660 11653
|
|
3 11652 11659 11661
|
|
3 11647 11646 11653
|
|
3 11647 11653 11654
|
|
3 11648 11647 11654
|
|
3 11648 11654 11655
|
|
3 11649 11648 11655
|
|
3 11649 11655 11656
|
|
3 11650 11649 11656
|
|
3 11650 11656 11657
|
|
3 11651 11650 11657
|
|
3 11651 11657 11658
|
|
3 11652 11651 11658
|
|
3 11652 11658 11659
|
|
3 11653 11660 11604
|
|
3 11659 11610 11661
|
|
3 11654 11653 11604
|
|
3 11654 11604 11605
|
|
3 11655 11654 11605
|
|
3 11655 11605 11606
|
|
3 11656 11655 11606
|
|
3 11656 11606 11607
|
|
3 11657 11656 11607
|
|
3 11657 11607 11608
|
|
3 11658 11657 11608
|
|
3 11658 11608 11609
|
|
3 11659 11658 11609
|
|
3 11659 11609 11610
|
|
3 11662 11664 11663
|
|
3 11663 11664 11665
|
|
3 11664 11666 11665
|
|
3 11665 11666 11667
|
|
3 11666 11668 11667
|
|
3 11667 11668 11669
|
|
3 11668 11670 11669
|
|
3 11669 11670 11671
|
|
3 11670 11672 11671
|
|
3 11671 11672 11673
|
|
3 11672 11674 11673
|
|
3 11673 11674 11675
|
|
3 11674 11676 11675
|
|
3 11675 11676 11677
|
|
3 11676 11662 11677
|
|
3 11677 11662 11663
|
|
3 11678 11680 11679
|
|
3 11679 11680 11681
|
|
3 11680 11682 11681
|
|
3 11681 11682 11683
|
|
3 11682 11684 11683
|
|
3 11683 11684 11685
|
|
3 11684 11686 11685
|
|
3 11685 11686 11687
|
|
3 11686 11688 11687
|
|
3 11687 11688 11689
|
|
3 11688 11690 11689
|
|
3 11689 11690 11691
|
|
3 11690 11692 11691
|
|
3 11691 11692 11693
|
|
3 11692 11678 11693
|
|
3 11693 11678 11679
|
|
3 11694 11696 11695
|
|
3 11695 11696 11697
|
|
3 11696 11698 11697
|
|
3 11697 11698 11699
|
|
3 11698 11700 11699
|
|
3 11699 11700 11701
|
|
3 11700 11702 11701
|
|
3 11701 11702 11703
|
|
3 11702 11704 11703
|
|
3 11703 11704 11705
|
|
3 11704 11706 11705
|
|
3 11705 11706 11707
|
|
3 11706 11708 11707
|
|
3 11707 11708 11709
|
|
3 11708 11694 11709
|
|
3 11709 11694 11695
|
|
3 11710 11766 11717
|
|
3 11716 11723 11767
|
|
3 11711 11710 11717
|
|
3 11711 11717 11718
|
|
3 11712 11711 11718
|
|
3 11712 11718 11719
|
|
3 11713 11712 11719
|
|
3 11713 11719 11720
|
|
3 11714 11713 11720
|
|
3 11714 11720 11721
|
|
3 11715 11714 11721
|
|
3 11715 11721 11722
|
|
3 11716 11715 11722
|
|
3 11716 11722 11723
|
|
3 11717 11766 11724
|
|
3 11723 11730 11767
|
|
3 11718 11717 11724
|
|
3 11718 11724 11725
|
|
3 11719 11718 11725
|
|
3 11719 11725 11726
|
|
3 11720 11719 11726
|
|
3 11720 11726 11727
|
|
3 11721 11720 11727
|
|
3 11721 11727 11728
|
|
3 11722 11721 11728
|
|
3 11722 11728 11729
|
|
3 11723 11722 11729
|
|
3 11723 11729 11730
|
|
3 11724 11766 11731
|
|
3 11730 11737 11767
|
|
3 11725 11724 11731
|
|
3 11725 11731 11732
|
|
3 11726 11725 11732
|
|
3 11726 11732 11733
|
|
3 11727 11726 11733
|
|
3 11727 11733 11734
|
|
3 11728 11727 11734
|
|
3 11728 11734 11735
|
|
3 11729 11728 11735
|
|
3 11729 11735 11736
|
|
3 11730 11729 11736
|
|
3 11730 11736 11737
|
|
3 11731 11766 11738
|
|
3 11737 11744 11767
|
|
3 11732 11731 11738
|
|
3 11732 11738 11739
|
|
3 11733 11732 11739
|
|
3 11733 11739 11740
|
|
3 11734 11733 11740
|
|
3 11734 11740 11741
|
|
3 11735 11734 11741
|
|
3 11735 11741 11742
|
|
3 11736 11735 11742
|
|
3 11736 11742 11743
|
|
3 11737 11736 11743
|
|
3 11737 11743 11744
|
|
3 11738 11766 11745
|
|
3 11744 11751 11767
|
|
3 11739 11738 11745
|
|
3 11739 11745 11746
|
|
3 11740 11739 11746
|
|
3 11740 11746 11747
|
|
3 11741 11740 11747
|
|
3 11741 11747 11748
|
|
3 11742 11741 11748
|
|
3 11742 11748 11749
|
|
3 11743 11742 11749
|
|
3 11743 11749 11750
|
|
3 11744 11743 11750
|
|
3 11744 11750 11751
|
|
3 11745 11766 11752
|
|
3 11751 11758 11767
|
|
3 11746 11745 11752
|
|
3 11746 11752 11753
|
|
3 11747 11746 11753
|
|
3 11747 11753 11754
|
|
3 11748 11747 11754
|
|
3 11748 11754 11755
|
|
3 11749 11748 11755
|
|
3 11749 11755 11756
|
|
3 11750 11749 11756
|
|
3 11750 11756 11757
|
|
3 11751 11750 11757
|
|
3 11751 11757 11758
|
|
3 11752 11766 11759
|
|
3 11758 11765 11767
|
|
3 11753 11752 11759
|
|
3 11753 11759 11760
|
|
3 11754 11753 11760
|
|
3 11754 11760 11761
|
|
3 11755 11754 11761
|
|
3 11755 11761 11762
|
|
3 11756 11755 11762
|
|
3 11756 11762 11763
|
|
3 11757 11756 11763
|
|
3 11757 11763 11764
|
|
3 11758 11757 11764
|
|
3 11758 11764 11765
|
|
3 11759 11766 11710
|
|
3 11765 11716 11767
|
|
3 11760 11759 11710
|
|
3 11760 11710 11711
|
|
3 11761 11760 11711
|
|
3 11761 11711 11712
|
|
3 11762 11761 11712
|
|
3 11762 11712 11713
|
|
3 11763 11762 11713
|
|
3 11763 11713 11714
|
|
3 11764 11763 11714
|
|
3 11764 11714 11715
|
|
3 11765 11764 11715
|
|
3 11765 11715 11716
|
|
3 11768 11770 11769
|
|
3 11769 11770 11771
|
|
3 11770 11772 11771
|
|
3 11771 11772 11773
|
|
3 11772 11774 11773
|
|
3 11773 11774 11775
|
|
3 11774 11776 11775
|
|
3 11775 11776 11777
|
|
3 11776 11778 11777
|
|
3 11777 11778 11779
|
|
3 11778 11780 11779
|
|
3 11779 11780 11781
|
|
3 11780 11782 11781
|
|
3 11781 11782 11783
|
|
3 11782 11768 11783
|
|
3 11783 11768 11769
|
|
3 11784 11786 11785
|
|
3 11785 11786 11787
|
|
3 11786 11788 11787
|
|
3 11787 11788 11789
|
|
3 11788 11790 11789
|
|
3 11789 11790 11791
|
|
3 11790 11792 11791
|
|
3 11791 11792 11793
|
|
3 11792 11794 11793
|
|
3 11793 11794 11795
|
|
3 11794 11796 11795
|
|
3 11795 11796 11797
|
|
3 11796 11798 11797
|
|
3 11797 11798 11799
|
|
3 11798 11784 11799
|
|
3 11799 11784 11785
|
|
3 11800 11802 11801
|
|
3 11801 11802 11803
|
|
3 11802 11804 11803
|
|
3 11803 11804 11805
|
|
3 11804 11806 11805
|
|
3 11805 11806 11807
|
|
3 11806 11808 11807
|
|
3 11807 11808 11809
|
|
3 11808 11810 11809
|
|
3 11809 11810 11811
|
|
3 11810 11812 11811
|
|
3 11811 11812 11813
|
|
3 11812 11814 11813
|
|
3 11813 11814 11815
|
|
3 11814 11800 11815
|
|
3 11815 11800 11801
|
|
3 11816 11872 11823
|
|
3 11822 11829 11873
|
|
3 11817 11816 11823
|
|
3 11817 11823 11824
|
|
3 11818 11817 11824
|
|
3 11818 11824 11825
|
|
3 11819 11818 11825
|
|
3 11819 11825 11826
|
|
3 11820 11819 11826
|
|
3 11820 11826 11827
|
|
3 11821 11820 11827
|
|
3 11821 11827 11828
|
|
3 11822 11821 11828
|
|
3 11822 11828 11829
|
|
3 11823 11872 11830
|
|
3 11829 11836 11873
|
|
3 11824 11823 11830
|
|
3 11824 11830 11831
|
|
3 11825 11824 11831
|
|
3 11825 11831 11832
|
|
3 11826 11825 11832
|
|
3 11826 11832 11833
|
|
3 11827 11826 11833
|
|
3 11827 11833 11834
|
|
3 11828 11827 11834
|
|
3 11828 11834 11835
|
|
3 11829 11828 11835
|
|
3 11829 11835 11836
|
|
3 11830 11872 11837
|
|
3 11836 11843 11873
|
|
3 11831 11830 11837
|
|
3 11831 11837 11838
|
|
3 11832 11831 11838
|
|
3 11832 11838 11839
|
|
3 11833 11832 11839
|
|
3 11833 11839 11840
|
|
3 11834 11833 11840
|
|
3 11834 11840 11841
|
|
3 11835 11834 11841
|
|
3 11835 11841 11842
|
|
3 11836 11835 11842
|
|
3 11836 11842 11843
|
|
3 11837 11872 11844
|
|
3 11843 11850 11873
|
|
3 11838 11837 11844
|
|
3 11838 11844 11845
|
|
3 11839 11838 11845
|
|
3 11839 11845 11846
|
|
3 11840 11839 11846
|
|
3 11840 11846 11847
|
|
3 11841 11840 11847
|
|
3 11841 11847 11848
|
|
3 11842 11841 11848
|
|
3 11842 11848 11849
|
|
3 11843 11842 11849
|
|
3 11843 11849 11850
|
|
3 11844 11872 11851
|
|
3 11850 11857 11873
|
|
3 11845 11844 11851
|
|
3 11845 11851 11852
|
|
3 11846 11845 11852
|
|
3 11846 11852 11853
|
|
3 11847 11846 11853
|
|
3 11847 11853 11854
|
|
3 11848 11847 11854
|
|
3 11848 11854 11855
|
|
3 11849 11848 11855
|
|
3 11849 11855 11856
|
|
3 11850 11849 11856
|
|
3 11850 11856 11857
|
|
3 11851 11872 11858
|
|
3 11857 11864 11873
|
|
3 11852 11851 11858
|
|
3 11852 11858 11859
|
|
3 11853 11852 11859
|
|
3 11853 11859 11860
|
|
3 11854 11853 11860
|
|
3 11854 11860 11861
|
|
3 11855 11854 11861
|
|
3 11855 11861 11862
|
|
3 11856 11855 11862
|
|
3 11856 11862 11863
|
|
3 11857 11856 11863
|
|
3 11857 11863 11864
|
|
3 11858 11872 11865
|
|
3 11864 11871 11873
|
|
3 11859 11858 11865
|
|
3 11859 11865 11866
|
|
3 11860 11859 11866
|
|
3 11860 11866 11867
|
|
3 11861 11860 11867
|
|
3 11861 11867 11868
|
|
3 11862 11861 11868
|
|
3 11862 11868 11869
|
|
3 11863 11862 11869
|
|
3 11863 11869 11870
|
|
3 11864 11863 11870
|
|
3 11864 11870 11871
|
|
3 11865 11872 11816
|
|
3 11871 11822 11873
|
|
3 11866 11865 11816
|
|
3 11866 11816 11817
|
|
3 11867 11866 11817
|
|
3 11867 11817 11818
|
|
3 11868 11867 11818
|
|
3 11868 11818 11819
|
|
3 11869 11868 11819
|
|
3 11869 11819 11820
|
|
3 11870 11869 11820
|
|
3 11870 11820 11821
|
|
3 11871 11870 11821
|
|
3 11871 11821 11822
|
|
3 11874 11876 11875
|
|
3 11875 11876 11877
|
|
3 11876 11878 11877
|
|
3 11877 11878 11879
|
|
3 11878 11880 11879
|
|
3 11879 11880 11881
|
|
3 11880 11882 11881
|
|
3 11881 11882 11883
|
|
3 11882 11884 11883
|
|
3 11883 11884 11885
|
|
3 11884 11886 11885
|
|
3 11885 11886 11887
|
|
3 11886 11888 11887
|
|
3 11887 11888 11889
|
|
3 11888 11874 11889
|
|
3 11889 11874 11875
|
|
3 11890 11892 11891
|
|
3 11891 11892 11893
|
|
3 11892 11894 11893
|
|
3 11893 11894 11895
|
|
3 11894 11896 11895
|
|
3 11895 11896 11897
|
|
3 11896 11898 11897
|
|
3 11897 11898 11899
|
|
3 11898 11900 11899
|
|
3 11899 11900 11901
|
|
3 11900 11902 11901
|
|
3 11901 11902 11903
|
|
3 11902 11904 11903
|
|
3 11903 11904 11905
|
|
3 11904 11890 11905
|
|
3 11905 11890 11891
|
|
3 11906 11908 11907
|
|
3 11907 11908 11909
|
|
3 11908 11910 11909
|
|
3 11909 11910 11911
|
|
3 11910 11912 11911
|
|
3 11911 11912 11913
|
|
3 11912 11914 11913
|
|
3 11913 11914 11915
|
|
3 11914 11916 11915
|
|
3 11915 11916 11917
|
|
3 11916 11918 11917
|
|
3 11917 11918 11919
|
|
3 11918 11920 11919
|
|
3 11919 11920 11921
|
|
3 11920 11906 11921
|
|
3 11921 11906 11907
|
|
3 11922 11978 11929
|
|
3 11928 11935 11979
|
|
3 11923 11922 11929
|
|
3 11923 11929 11930
|
|
3 11924 11923 11930
|
|
3 11924 11930 11931
|
|
3 11925 11924 11931
|
|
3 11925 11931 11932
|
|
3 11926 11925 11932
|
|
3 11926 11932 11933
|
|
3 11927 11926 11933
|
|
3 11927 11933 11934
|
|
3 11928 11927 11934
|
|
3 11928 11934 11935
|
|
3 11929 11978 11936
|
|
3 11935 11942 11979
|
|
3 11930 11929 11936
|
|
3 11930 11936 11937
|
|
3 11931 11930 11937
|
|
3 11931 11937 11938
|
|
3 11932 11931 11938
|
|
3 11932 11938 11939
|
|
3 11933 11932 11939
|
|
3 11933 11939 11940
|
|
3 11934 11933 11940
|
|
3 11934 11940 11941
|
|
3 11935 11934 11941
|
|
3 11935 11941 11942
|
|
3 11936 11978 11943
|
|
3 11942 11949 11979
|
|
3 11937 11936 11943
|
|
3 11937 11943 11944
|
|
3 11938 11937 11944
|
|
3 11938 11944 11945
|
|
3 11939 11938 11945
|
|
3 11939 11945 11946
|
|
3 11940 11939 11946
|
|
3 11940 11946 11947
|
|
3 11941 11940 11947
|
|
3 11941 11947 11948
|
|
3 11942 11941 11948
|
|
3 11942 11948 11949
|
|
3 11943 11978 11950
|
|
3 11949 11956 11979
|
|
3 11944 11943 11950
|
|
3 11944 11950 11951
|
|
3 11945 11944 11951
|
|
3 11945 11951 11952
|
|
3 11946 11945 11952
|
|
3 11946 11952 11953
|
|
3 11947 11946 11953
|
|
3 11947 11953 11954
|
|
3 11948 11947 11954
|
|
3 11948 11954 11955
|
|
3 11949 11948 11955
|
|
3 11949 11955 11956
|
|
3 11950 11978 11957
|
|
3 11956 11963 11979
|
|
3 11951 11950 11957
|
|
3 11951 11957 11958
|
|
3 11952 11951 11958
|
|
3 11952 11958 11959
|
|
3 11953 11952 11959
|
|
3 11953 11959 11960
|
|
3 11954 11953 11960
|
|
3 11954 11960 11961
|
|
3 11955 11954 11961
|
|
3 11955 11961 11962
|
|
3 11956 11955 11962
|
|
3 11956 11962 11963
|
|
3 11957 11978 11964
|
|
3 11963 11970 11979
|
|
3 11958 11957 11964
|
|
3 11958 11964 11965
|
|
3 11959 11958 11965
|
|
3 11959 11965 11966
|
|
3 11960 11959 11966
|
|
3 11960 11966 11967
|
|
3 11961 11960 11967
|
|
3 11961 11967 11968
|
|
3 11962 11961 11968
|
|
3 11962 11968 11969
|
|
3 11963 11962 11969
|
|
3 11963 11969 11970
|
|
3 11964 11978 11971
|
|
3 11970 11977 11979
|
|
3 11965 11964 11971
|
|
3 11965 11971 11972
|
|
3 11966 11965 11972
|
|
3 11966 11972 11973
|
|
3 11967 11966 11973
|
|
3 11967 11973 11974
|
|
3 11968 11967 11974
|
|
3 11968 11974 11975
|
|
3 11969 11968 11975
|
|
3 11969 11975 11976
|
|
3 11970 11969 11976
|
|
3 11970 11976 11977
|
|
3 11971 11978 11922
|
|
3 11977 11928 11979
|
|
3 11972 11971 11922
|
|
3 11972 11922 11923
|
|
3 11973 11972 11923
|
|
3 11973 11923 11924
|
|
3 11974 11973 11924
|
|
3 11974 11924 11925
|
|
3 11975 11974 11925
|
|
3 11975 11925 11926
|
|
3 11976 11975 11926
|
|
3 11976 11926 11927
|
|
3 11977 11976 11927
|
|
3 11977 11927 11928
|
|
3 11980 11982 11981
|
|
3 11981 11982 11983
|
|
3 11982 11984 11983
|
|
3 11983 11984 11985
|
|
3 11984 11986 11985
|
|
3 11985 11986 11987
|
|
3 11986 11988 11987
|
|
3 11987 11988 11989
|
|
3 11988 11990 11989
|
|
3 11989 11990 11991
|
|
3 11990 11992 11991
|
|
3 11991 11992 11993
|
|
3 11992 11994 11993
|
|
3 11993 11994 11995
|
|
3 11994 11980 11995
|
|
3 11995 11980 11981
|
|
3 11996 11998 11997
|
|
3 11997 11998 11999
|
|
3 11998 12000 11999
|
|
3 11999 12000 12001
|
|
3 12000 12002 12001
|
|
3 12001 12002 12003
|
|
3 12002 12004 12003
|
|
3 12003 12004 12005
|
|
3 12004 12006 12005
|
|
3 12005 12006 12007
|
|
3 12006 12008 12007
|
|
3 12007 12008 12009
|
|
3 12008 12010 12009
|
|
3 12009 12010 12011
|
|
3 12010 11996 12011
|
|
3 12011 11996 11997
|
|
3 12012 12014 12013
|
|
3 12013 12014 12015
|
|
3 12014 12016 12015
|
|
3 12015 12016 12017
|
|
3 12016 12018 12017
|
|
3 12017 12018 12019
|
|
3 12018 12020 12019
|
|
3 12019 12020 12021
|
|
3 12020 12022 12021
|
|
3 12021 12022 12023
|
|
3 12022 12024 12023
|
|
3 12023 12024 12025
|
|
3 12024 12026 12025
|
|
3 12025 12026 12027
|
|
3 12026 12012 12027
|
|
3 12027 12012 12013
|
|
3 12028 12084 12035
|
|
3 12034 12041 12085
|
|
3 12029 12028 12035
|
|
3 12029 12035 12036
|
|
3 12030 12029 12036
|
|
3 12030 12036 12037
|
|
3 12031 12030 12037
|
|
3 12031 12037 12038
|
|
3 12032 12031 12038
|
|
3 12032 12038 12039
|
|
3 12033 12032 12039
|
|
3 12033 12039 12040
|
|
3 12034 12033 12040
|
|
3 12034 12040 12041
|
|
3 12035 12084 12042
|
|
3 12041 12048 12085
|
|
3 12036 12035 12042
|
|
3 12036 12042 12043
|
|
3 12037 12036 12043
|
|
3 12037 12043 12044
|
|
3 12038 12037 12044
|
|
3 12038 12044 12045
|
|
3 12039 12038 12045
|
|
3 12039 12045 12046
|
|
3 12040 12039 12046
|
|
3 12040 12046 12047
|
|
3 12041 12040 12047
|
|
3 12041 12047 12048
|
|
3 12042 12084 12049
|
|
3 12048 12055 12085
|
|
3 12043 12042 12049
|
|
3 12043 12049 12050
|
|
3 12044 12043 12050
|
|
3 12044 12050 12051
|
|
3 12045 12044 12051
|
|
3 12045 12051 12052
|
|
3 12046 12045 12052
|
|
3 12046 12052 12053
|
|
3 12047 12046 12053
|
|
3 12047 12053 12054
|
|
3 12048 12047 12054
|
|
3 12048 12054 12055
|
|
3 12049 12084 12056
|
|
3 12055 12062 12085
|
|
3 12050 12049 12056
|
|
3 12050 12056 12057
|
|
3 12051 12050 12057
|
|
3 12051 12057 12058
|
|
3 12052 12051 12058
|
|
3 12052 12058 12059
|
|
3 12053 12052 12059
|
|
3 12053 12059 12060
|
|
3 12054 12053 12060
|
|
3 12054 12060 12061
|
|
3 12055 12054 12061
|
|
3 12055 12061 12062
|
|
3 12056 12084 12063
|
|
3 12062 12069 12085
|
|
3 12057 12056 12063
|
|
3 12057 12063 12064
|
|
3 12058 12057 12064
|
|
3 12058 12064 12065
|
|
3 12059 12058 12065
|
|
3 12059 12065 12066
|
|
3 12060 12059 12066
|
|
3 12060 12066 12067
|
|
3 12061 12060 12067
|
|
3 12061 12067 12068
|
|
3 12062 12061 12068
|
|
3 12062 12068 12069
|
|
3 12063 12084 12070
|
|
3 12069 12076 12085
|
|
3 12064 12063 12070
|
|
3 12064 12070 12071
|
|
3 12065 12064 12071
|
|
3 12065 12071 12072
|
|
3 12066 12065 12072
|
|
3 12066 12072 12073
|
|
3 12067 12066 12073
|
|
3 12067 12073 12074
|
|
3 12068 12067 12074
|
|
3 12068 12074 12075
|
|
3 12069 12068 12075
|
|
3 12069 12075 12076
|
|
3 12070 12084 12077
|
|
3 12076 12083 12085
|
|
3 12071 12070 12077
|
|
3 12071 12077 12078
|
|
3 12072 12071 12078
|
|
3 12072 12078 12079
|
|
3 12073 12072 12079
|
|
3 12073 12079 12080
|
|
3 12074 12073 12080
|
|
3 12074 12080 12081
|
|
3 12075 12074 12081
|
|
3 12075 12081 12082
|
|
3 12076 12075 12082
|
|
3 12076 12082 12083
|
|
3 12077 12084 12028
|
|
3 12083 12034 12085
|
|
3 12078 12077 12028
|
|
3 12078 12028 12029
|
|
3 12079 12078 12029
|
|
3 12079 12029 12030
|
|
3 12080 12079 12030
|
|
3 12080 12030 12031
|
|
3 12081 12080 12031
|
|
3 12081 12031 12032
|
|
3 12082 12081 12032
|
|
3 12082 12032 12033
|
|
3 12083 12082 12033
|
|
3 12083 12033 12034
|
|
3 12086 12088 12087
|
|
3 12087 12088 12089
|
|
3 12088 12090 12089
|
|
3 12089 12090 12091
|
|
3 12090 12092 12091
|
|
3 12091 12092 12093
|
|
3 12092 12094 12093
|
|
3 12093 12094 12095
|
|
3 12094 12096 12095
|
|
3 12095 12096 12097
|
|
3 12096 12098 12097
|
|
3 12097 12098 12099
|
|
3 12098 12100 12099
|
|
3 12099 12100 12101
|
|
3 12100 12086 12101
|
|
3 12101 12086 12087
|
|
3 12102 12104 12103
|
|
3 12103 12104 12105
|
|
3 12104 12106 12105
|
|
3 12105 12106 12107
|
|
3 12106 12108 12107
|
|
3 12107 12108 12109
|
|
3 12108 12110 12109
|
|
3 12109 12110 12111
|
|
3 12110 12112 12111
|
|
3 12111 12112 12113
|
|
3 12112 12114 12113
|
|
3 12113 12114 12115
|
|
3 12114 12116 12115
|
|
3 12115 12116 12117
|
|
3 12116 12102 12117
|
|
3 12117 12102 12103
|
|
3 12118 12120 12119
|
|
3 12119 12120 12121
|
|
3 12120 12122 12121
|
|
3 12121 12122 12123
|
|
3 12122 12124 12123
|
|
3 12123 12124 12125
|
|
3 12124 12126 12125
|
|
3 12125 12126 12127
|
|
3 12126 12128 12127
|
|
3 12127 12128 12129
|
|
3 12128 12130 12129
|
|
3 12129 12130 12131
|
|
3 12130 12132 12131
|
|
3 12131 12132 12133
|
|
3 12132 12118 12133
|
|
3 12133 12118 12119
|
|
3 12134 12190 12141
|
|
3 12140 12147 12191
|
|
3 12135 12134 12141
|
|
3 12135 12141 12142
|
|
3 12136 12135 12142
|
|
3 12136 12142 12143
|
|
3 12137 12136 12143
|
|
3 12137 12143 12144
|
|
3 12138 12137 12144
|
|
3 12138 12144 12145
|
|
3 12139 12138 12145
|
|
3 12139 12145 12146
|
|
3 12140 12139 12146
|
|
3 12140 12146 12147
|
|
3 12141 12190 12148
|
|
3 12147 12154 12191
|
|
3 12142 12141 12148
|
|
3 12142 12148 12149
|
|
3 12143 12142 12149
|
|
3 12143 12149 12150
|
|
3 12144 12143 12150
|
|
3 12144 12150 12151
|
|
3 12145 12144 12151
|
|
3 12145 12151 12152
|
|
3 12146 12145 12152
|
|
3 12146 12152 12153
|
|
3 12147 12146 12153
|
|
3 12147 12153 12154
|
|
3 12148 12190 12155
|
|
3 12154 12161 12191
|
|
3 12149 12148 12155
|
|
3 12149 12155 12156
|
|
3 12150 12149 12156
|
|
3 12150 12156 12157
|
|
3 12151 12150 12157
|
|
3 12151 12157 12158
|
|
3 12152 12151 12158
|
|
3 12152 12158 12159
|
|
3 12153 12152 12159
|
|
3 12153 12159 12160
|
|
3 12154 12153 12160
|
|
3 12154 12160 12161
|
|
3 12155 12190 12162
|
|
3 12161 12168 12191
|
|
3 12156 12155 12162
|
|
3 12156 12162 12163
|
|
3 12157 12156 12163
|
|
3 12157 12163 12164
|
|
3 12158 12157 12164
|
|
3 12158 12164 12165
|
|
3 12159 12158 12165
|
|
3 12159 12165 12166
|
|
3 12160 12159 12166
|
|
3 12160 12166 12167
|
|
3 12161 12160 12167
|
|
3 12161 12167 12168
|
|
3 12162 12190 12169
|
|
3 12168 12175 12191
|
|
3 12163 12162 12169
|
|
3 12163 12169 12170
|
|
3 12164 12163 12170
|
|
3 12164 12170 12171
|
|
3 12165 12164 12171
|
|
3 12165 12171 12172
|
|
3 12166 12165 12172
|
|
3 12166 12172 12173
|
|
3 12167 12166 12173
|
|
3 12167 12173 12174
|
|
3 12168 12167 12174
|
|
3 12168 12174 12175
|
|
3 12169 12190 12176
|
|
3 12175 12182 12191
|
|
3 12170 12169 12176
|
|
3 12170 12176 12177
|
|
3 12171 12170 12177
|
|
3 12171 12177 12178
|
|
3 12172 12171 12178
|
|
3 12172 12178 12179
|
|
3 12173 12172 12179
|
|
3 12173 12179 12180
|
|
3 12174 12173 12180
|
|
3 12174 12180 12181
|
|
3 12175 12174 12181
|
|
3 12175 12181 12182
|
|
3 12176 12190 12183
|
|
3 12182 12189 12191
|
|
3 12177 12176 12183
|
|
3 12177 12183 12184
|
|
3 12178 12177 12184
|
|
3 12178 12184 12185
|
|
3 12179 12178 12185
|
|
3 12179 12185 12186
|
|
3 12180 12179 12186
|
|
3 12180 12186 12187
|
|
3 12181 12180 12187
|
|
3 12181 12187 12188
|
|
3 12182 12181 12188
|
|
3 12182 12188 12189
|
|
3 12183 12190 12134
|
|
3 12189 12140 12191
|
|
3 12184 12183 12134
|
|
3 12184 12134 12135
|
|
3 12185 12184 12135
|
|
3 12185 12135 12136
|
|
3 12186 12185 12136
|
|
3 12186 12136 12137
|
|
3 12187 12186 12137
|
|
3 12187 12137 12138
|
|
3 12188 12187 12138
|
|
3 12188 12138 12139
|
|
3 12189 12188 12139
|
|
3 12189 12139 12140
|
|
3 12192 12194 12193
|
|
3 12193 12194 12195
|
|
3 12194 12196 12195
|
|
3 12195 12196 12197
|
|
3 12196 12198 12197
|
|
3 12197 12198 12199
|
|
3 12198 12200 12199
|
|
3 12199 12200 12201
|
|
3 12200 12202 12201
|
|
3 12201 12202 12203
|
|
3 12202 12204 12203
|
|
3 12203 12204 12205
|
|
3 12204 12206 12205
|
|
3 12205 12206 12207
|
|
3 12206 12192 12207
|
|
3 12207 12192 12193
|
|
3 12208 12210 12209
|
|
3 12209 12210 12211
|
|
3 12210 12212 12211
|
|
3 12211 12212 12213
|
|
3 12212 12214 12213
|
|
3 12213 12214 12215
|
|
3 12214 12216 12215
|
|
3 12215 12216 12217
|
|
3 12216 12218 12217
|
|
3 12217 12218 12219
|
|
3 12218 12220 12219
|
|
3 12219 12220 12221
|
|
3 12220 12222 12221
|
|
3 12221 12222 12223
|
|
3 12222 12208 12223
|
|
3 12223 12208 12209
|
|
3 12224 12226 12225
|
|
3 12225 12226 12227
|
|
3 12226 12228 12227
|
|
3 12227 12228 12229
|
|
3 12228 12230 12229
|
|
3 12229 12230 12231
|
|
3 12230 12232 12231
|
|
3 12231 12232 12233
|
|
3 12232 12234 12233
|
|
3 12233 12234 12235
|
|
3 12234 12236 12235
|
|
3 12235 12236 12237
|
|
3 12236 12238 12237
|
|
3 12237 12238 12239
|
|
3 12238 12224 12239
|
|
3 12239 12224 12225
|
|
3 12240 12296 12247
|
|
3 12246 12253 12297
|
|
3 12241 12240 12247
|
|
3 12241 12247 12248
|
|
3 12242 12241 12248
|
|
3 12242 12248 12249
|
|
3 12243 12242 12249
|
|
3 12243 12249 12250
|
|
3 12244 12243 12250
|
|
3 12244 12250 12251
|
|
3 12245 12244 12251
|
|
3 12245 12251 12252
|
|
3 12246 12245 12252
|
|
3 12246 12252 12253
|
|
3 12247 12296 12254
|
|
3 12253 12260 12297
|
|
3 12248 12247 12254
|
|
3 12248 12254 12255
|
|
3 12249 12248 12255
|
|
3 12249 12255 12256
|
|
3 12250 12249 12256
|
|
3 12250 12256 12257
|
|
3 12251 12250 12257
|
|
3 12251 12257 12258
|
|
3 12252 12251 12258
|
|
3 12252 12258 12259
|
|
3 12253 12252 12259
|
|
3 12253 12259 12260
|
|
3 12254 12296 12261
|
|
3 12260 12267 12297
|
|
3 12255 12254 12261
|
|
3 12255 12261 12262
|
|
3 12256 12255 12262
|
|
3 12256 12262 12263
|
|
3 12257 12256 12263
|
|
3 12257 12263 12264
|
|
3 12258 12257 12264
|
|
3 12258 12264 12265
|
|
3 12259 12258 12265
|
|
3 12259 12265 12266
|
|
3 12260 12259 12266
|
|
3 12260 12266 12267
|
|
3 12261 12296 12268
|
|
3 12267 12274 12297
|
|
3 12262 12261 12268
|
|
3 12262 12268 12269
|
|
3 12263 12262 12269
|
|
3 12263 12269 12270
|
|
3 12264 12263 12270
|
|
3 12264 12270 12271
|
|
3 12265 12264 12271
|
|
3 12265 12271 12272
|
|
3 12266 12265 12272
|
|
3 12266 12272 12273
|
|
3 12267 12266 12273
|
|
3 12267 12273 12274
|
|
3 12268 12296 12275
|
|
3 12274 12281 12297
|
|
3 12269 12268 12275
|
|
3 12269 12275 12276
|
|
3 12270 12269 12276
|
|
3 12270 12276 12277
|
|
3 12271 12270 12277
|
|
3 12271 12277 12278
|
|
3 12272 12271 12278
|
|
3 12272 12278 12279
|
|
3 12273 12272 12279
|
|
3 12273 12279 12280
|
|
3 12274 12273 12280
|
|
3 12274 12280 12281
|
|
3 12275 12296 12282
|
|
3 12281 12288 12297
|
|
3 12276 12275 12282
|
|
3 12276 12282 12283
|
|
3 12277 12276 12283
|
|
3 12277 12283 12284
|
|
3 12278 12277 12284
|
|
3 12278 12284 12285
|
|
3 12279 12278 12285
|
|
3 12279 12285 12286
|
|
3 12280 12279 12286
|
|
3 12280 12286 12287
|
|
3 12281 12280 12287
|
|
3 12281 12287 12288
|
|
3 12282 12296 12289
|
|
3 12288 12295 12297
|
|
3 12283 12282 12289
|
|
3 12283 12289 12290
|
|
3 12284 12283 12290
|
|
3 12284 12290 12291
|
|
3 12285 12284 12291
|
|
3 12285 12291 12292
|
|
3 12286 12285 12292
|
|
3 12286 12292 12293
|
|
3 12287 12286 12293
|
|
3 12287 12293 12294
|
|
3 12288 12287 12294
|
|
3 12288 12294 12295
|
|
3 12289 12296 12240
|
|
3 12295 12246 12297
|
|
3 12290 12289 12240
|
|
3 12290 12240 12241
|
|
3 12291 12290 12241
|
|
3 12291 12241 12242
|
|
3 12292 12291 12242
|
|
3 12292 12242 12243
|
|
3 12293 12292 12243
|
|
3 12293 12243 12244
|
|
3 12294 12293 12244
|
|
3 12294 12244 12245
|
|
3 12295 12294 12245
|
|
3 12295 12245 12246
|
|
3 12298 12300 12299
|
|
3 12299 12300 12301
|
|
3 12300 12302 12301
|
|
3 12301 12302 12303
|
|
3 12302 12304 12303
|
|
3 12303 12304 12305
|
|
3 12304 12306 12305
|
|
3 12305 12306 12307
|
|
3 12306 12308 12307
|
|
3 12307 12308 12309
|
|
3 12308 12310 12309
|
|
3 12309 12310 12311
|
|
3 12310 12312 12311
|
|
3 12311 12312 12313
|
|
3 12312 12298 12313
|
|
3 12313 12298 12299
|
|
3 12314 12316 12315
|
|
3 12315 12316 12317
|
|
3 12316 12318 12317
|
|
3 12317 12318 12319
|
|
3 12318 12320 12319
|
|
3 12319 12320 12321
|
|
3 12320 12322 12321
|
|
3 12321 12322 12323
|
|
3 12322 12324 12323
|
|
3 12323 12324 12325
|
|
3 12324 12326 12325
|
|
3 12325 12326 12327
|
|
3 12326 12328 12327
|
|
3 12327 12328 12329
|
|
3 12328 12314 12329
|
|
3 12329 12314 12315
|
|
3 12330 12332 12331
|
|
3 12331 12332 12333
|
|
3 12332 12334 12333
|
|
3 12333 12334 12335
|
|
3 12334 12336 12335
|
|
3 12335 12336 12337
|
|
3 12336 12338 12337
|
|
3 12337 12338 12339
|
|
3 12338 12340 12339
|
|
3 12339 12340 12341
|
|
3 12340 12342 12341
|
|
3 12341 12342 12343
|
|
3 12342 12344 12343
|
|
3 12343 12344 12345
|
|
3 12344 12330 12345
|
|
3 12345 12330 12331
|
|
3 12346 12402 12353
|
|
3 12352 12359 12403
|
|
3 12347 12346 12353
|
|
3 12347 12353 12354
|
|
3 12348 12347 12354
|
|
3 12348 12354 12355
|
|
3 12349 12348 12355
|
|
3 12349 12355 12356
|
|
3 12350 12349 12356
|
|
3 12350 12356 12357
|
|
3 12351 12350 12357
|
|
3 12351 12357 12358
|
|
3 12352 12351 12358
|
|
3 12352 12358 12359
|
|
3 12353 12402 12360
|
|
3 12359 12366 12403
|
|
3 12354 12353 12360
|
|
3 12354 12360 12361
|
|
3 12355 12354 12361
|
|
3 12355 12361 12362
|
|
3 12356 12355 12362
|
|
3 12356 12362 12363
|
|
3 12357 12356 12363
|
|
3 12357 12363 12364
|
|
3 12358 12357 12364
|
|
3 12358 12364 12365
|
|
3 12359 12358 12365
|
|
3 12359 12365 12366
|
|
3 12360 12402 12367
|
|
3 12366 12373 12403
|
|
3 12361 12360 12367
|
|
3 12361 12367 12368
|
|
3 12362 12361 12368
|
|
3 12362 12368 12369
|
|
3 12363 12362 12369
|
|
3 12363 12369 12370
|
|
3 12364 12363 12370
|
|
3 12364 12370 12371
|
|
3 12365 12364 12371
|
|
3 12365 12371 12372
|
|
3 12366 12365 12372
|
|
3 12366 12372 12373
|
|
3 12367 12402 12374
|
|
3 12373 12380 12403
|
|
3 12368 12367 12374
|
|
3 12368 12374 12375
|
|
3 12369 12368 12375
|
|
3 12369 12375 12376
|
|
3 12370 12369 12376
|
|
3 12370 12376 12377
|
|
3 12371 12370 12377
|
|
3 12371 12377 12378
|
|
3 12372 12371 12378
|
|
3 12372 12378 12379
|
|
3 12373 12372 12379
|
|
3 12373 12379 12380
|
|
3 12374 12402 12381
|
|
3 12380 12387 12403
|
|
3 12375 12374 12381
|
|
3 12375 12381 12382
|
|
3 12376 12375 12382
|
|
3 12376 12382 12383
|
|
3 12377 12376 12383
|
|
3 12377 12383 12384
|
|
3 12378 12377 12384
|
|
3 12378 12384 12385
|
|
3 12379 12378 12385
|
|
3 12379 12385 12386
|
|
3 12380 12379 12386
|
|
3 12380 12386 12387
|
|
3 12381 12402 12388
|
|
3 12387 12394 12403
|
|
3 12382 12381 12388
|
|
3 12382 12388 12389
|
|
3 12383 12382 12389
|
|
3 12383 12389 12390
|
|
3 12384 12383 12390
|
|
3 12384 12390 12391
|
|
3 12385 12384 12391
|
|
3 12385 12391 12392
|
|
3 12386 12385 12392
|
|
3 12386 12392 12393
|
|
3 12387 12386 12393
|
|
3 12387 12393 12394
|
|
3 12388 12402 12395
|
|
3 12394 12401 12403
|
|
3 12389 12388 12395
|
|
3 12389 12395 12396
|
|
3 12390 12389 12396
|
|
3 12390 12396 12397
|
|
3 12391 12390 12397
|
|
3 12391 12397 12398
|
|
3 12392 12391 12398
|
|
3 12392 12398 12399
|
|
3 12393 12392 12399
|
|
3 12393 12399 12400
|
|
3 12394 12393 12400
|
|
3 12394 12400 12401
|
|
3 12395 12402 12346
|
|
3 12401 12352 12403
|
|
3 12396 12395 12346
|
|
3 12396 12346 12347
|
|
3 12397 12396 12347
|
|
3 12397 12347 12348
|
|
3 12398 12397 12348
|
|
3 12398 12348 12349
|
|
3 12399 12398 12349
|
|
3 12399 12349 12350
|
|
3 12400 12399 12350
|
|
3 12400 12350 12351
|
|
3 12401 12400 12351
|
|
3 12401 12351 12352
|
|
3 12404 12406 12405
|
|
3 12405 12406 12407
|
|
3 12406 12408 12407
|
|
3 12407 12408 12409
|
|
3 12408 12410 12409
|
|
3 12409 12410 12411
|
|
3 12410 12412 12411
|
|
3 12411 12412 12413
|
|
3 12412 12414 12413
|
|
3 12413 12414 12415
|
|
3 12414 12416 12415
|
|
3 12415 12416 12417
|
|
3 12416 12418 12417
|
|
3 12417 12418 12419
|
|
3 12418 12404 12419
|
|
3 12419 12404 12405
|
|
3 12420 12422 12421
|
|
3 12421 12422 12423
|
|
3 12422 12424 12423
|
|
3 12423 12424 12425
|
|
3 12424 12426 12425
|
|
3 12425 12426 12427
|
|
3 12426 12428 12427
|
|
3 12427 12428 12429
|
|
3 12428 12430 12429
|
|
3 12429 12430 12431
|
|
3 12430 12432 12431
|
|
3 12431 12432 12433
|
|
3 12432 12434 12433
|
|
3 12433 12434 12435
|
|
3 12434 12420 12435
|
|
3 12435 12420 12421
|
|
3 12436 12438 12437
|
|
3 12437 12438 12439
|
|
3 12438 12440 12439
|
|
3 12439 12440 12441
|
|
3 12440 12442 12441
|
|
3 12441 12442 12443
|
|
3 12442 12444 12443
|
|
3 12443 12444 12445
|
|
3 12444 12446 12445
|
|
3 12445 12446 12447
|
|
3 12446 12448 12447
|
|
3 12447 12448 12449
|
|
3 12448 12450 12449
|
|
3 12449 12450 12451
|
|
3 12450 12436 12451
|
|
3 12451 12436 12437
|
|
3 12452 12508 12459
|
|
3 12458 12465 12509
|
|
3 12453 12452 12459
|
|
3 12453 12459 12460
|
|
3 12454 12453 12460
|
|
3 12454 12460 12461
|
|
3 12455 12454 12461
|
|
3 12455 12461 12462
|
|
3 12456 12455 12462
|
|
3 12456 12462 12463
|
|
3 12457 12456 12463
|
|
3 12457 12463 12464
|
|
3 12458 12457 12464
|
|
3 12458 12464 12465
|
|
3 12459 12508 12466
|
|
3 12465 12472 12509
|
|
3 12460 12459 12466
|
|
3 12460 12466 12467
|
|
3 12461 12460 12467
|
|
3 12461 12467 12468
|
|
3 12462 12461 12468
|
|
3 12462 12468 12469
|
|
3 12463 12462 12469
|
|
3 12463 12469 12470
|
|
3 12464 12463 12470
|
|
3 12464 12470 12471
|
|
3 12465 12464 12471
|
|
3 12465 12471 12472
|
|
3 12466 12508 12473
|
|
3 12472 12479 12509
|
|
3 12467 12466 12473
|
|
3 12467 12473 12474
|
|
3 12468 12467 12474
|
|
3 12468 12474 12475
|
|
3 12469 12468 12475
|
|
3 12469 12475 12476
|
|
3 12470 12469 12476
|
|
3 12470 12476 12477
|
|
3 12471 12470 12477
|
|
3 12471 12477 12478
|
|
3 12472 12471 12478
|
|
3 12472 12478 12479
|
|
3 12473 12508 12480
|
|
3 12479 12486 12509
|
|
3 12474 12473 12480
|
|
3 12474 12480 12481
|
|
3 12475 12474 12481
|
|
3 12475 12481 12482
|
|
3 12476 12475 12482
|
|
3 12476 12482 12483
|
|
3 12477 12476 12483
|
|
3 12477 12483 12484
|
|
3 12478 12477 12484
|
|
3 12478 12484 12485
|
|
3 12479 12478 12485
|
|
3 12479 12485 12486
|
|
3 12480 12508 12487
|
|
3 12486 12493 12509
|
|
3 12481 12480 12487
|
|
3 12481 12487 12488
|
|
3 12482 12481 12488
|
|
3 12482 12488 12489
|
|
3 12483 12482 12489
|
|
3 12483 12489 12490
|
|
3 12484 12483 12490
|
|
3 12484 12490 12491
|
|
3 12485 12484 12491
|
|
3 12485 12491 12492
|
|
3 12486 12485 12492
|
|
3 12486 12492 12493
|
|
3 12487 12508 12494
|
|
3 12493 12500 12509
|
|
3 12488 12487 12494
|
|
3 12488 12494 12495
|
|
3 12489 12488 12495
|
|
3 12489 12495 12496
|
|
3 12490 12489 12496
|
|
3 12490 12496 12497
|
|
3 12491 12490 12497
|
|
3 12491 12497 12498
|
|
3 12492 12491 12498
|
|
3 12492 12498 12499
|
|
3 12493 12492 12499
|
|
3 12493 12499 12500
|
|
3 12494 12508 12501
|
|
3 12500 12507 12509
|
|
3 12495 12494 12501
|
|
3 12495 12501 12502
|
|
3 12496 12495 12502
|
|
3 12496 12502 12503
|
|
3 12497 12496 12503
|
|
3 12497 12503 12504
|
|
3 12498 12497 12504
|
|
3 12498 12504 12505
|
|
3 12499 12498 12505
|
|
3 12499 12505 12506
|
|
3 12500 12499 12506
|
|
3 12500 12506 12507
|
|
3 12501 12508 12452
|
|
3 12507 12458 12509
|
|
3 12502 12501 12452
|
|
3 12502 12452 12453
|
|
3 12503 12502 12453
|
|
3 12503 12453 12454
|
|
3 12504 12503 12454
|
|
3 12504 12454 12455
|
|
3 12505 12504 12455
|
|
3 12505 12455 12456
|
|
3 12506 12505 12456
|
|
3 12506 12456 12457
|
|
3 12507 12506 12457
|
|
3 12507 12457 12458
|
|
3 12510 12512 12511
|
|
3 12511 12512 12513
|
|
3 12512 12514 12513
|
|
3 12513 12514 12515
|
|
3 12514 12516 12515
|
|
3 12515 12516 12517
|
|
3 12516 12518 12517
|
|
3 12517 12518 12519
|
|
3 12518 12520 12519
|
|
3 12519 12520 12521
|
|
3 12520 12522 12521
|
|
3 12521 12522 12523
|
|
3 12522 12524 12523
|
|
3 12523 12524 12525
|
|
3 12524 12510 12525
|
|
3 12525 12510 12511
|
|
3 12526 12528 12527
|
|
3 12527 12528 12529
|
|
3 12528 12530 12529
|
|
3 12529 12530 12531
|
|
3 12530 12532 12531
|
|
3 12531 12532 12533
|
|
3 12532 12534 12533
|
|
3 12533 12534 12535
|
|
3 12534 12536 12535
|
|
3 12535 12536 12537
|
|
3 12536 12538 12537
|
|
3 12537 12538 12539
|
|
3 12538 12540 12539
|
|
3 12539 12540 12541
|
|
3 12540 12526 12541
|
|
3 12541 12526 12527
|
|
3 12542 12544 12543
|
|
3 12543 12544 12545
|
|
3 12544 12546 12545
|
|
3 12545 12546 12547
|
|
3 12546 12548 12547
|
|
3 12547 12548 12549
|
|
3 12548 12550 12549
|
|
3 12549 12550 12551
|
|
3 12550 12552 12551
|
|
3 12551 12552 12553
|
|
3 12552 12554 12553
|
|
3 12553 12554 12555
|
|
3 12554 12556 12555
|
|
3 12555 12556 12557
|
|
3 12556 12542 12557
|
|
3 12557 12542 12543
|
|
3 12558 12614 12565
|
|
3 12564 12571 12615
|
|
3 12559 12558 12565
|
|
3 12559 12565 12566
|
|
3 12560 12559 12566
|
|
3 12560 12566 12567
|
|
3 12561 12560 12567
|
|
3 12561 12567 12568
|
|
3 12562 12561 12568
|
|
3 12562 12568 12569
|
|
3 12563 12562 12569
|
|
3 12563 12569 12570
|
|
3 12564 12563 12570
|
|
3 12564 12570 12571
|
|
3 12565 12614 12572
|
|
3 12571 12578 12615
|
|
3 12566 12565 12572
|
|
3 12566 12572 12573
|
|
3 12567 12566 12573
|
|
3 12567 12573 12574
|
|
3 12568 12567 12574
|
|
3 12568 12574 12575
|
|
3 12569 12568 12575
|
|
3 12569 12575 12576
|
|
3 12570 12569 12576
|
|
3 12570 12576 12577
|
|
3 12571 12570 12577
|
|
3 12571 12577 12578
|
|
3 12572 12614 12579
|
|
3 12578 12585 12615
|
|
3 12573 12572 12579
|
|
3 12573 12579 12580
|
|
3 12574 12573 12580
|
|
3 12574 12580 12581
|
|
3 12575 12574 12581
|
|
3 12575 12581 12582
|
|
3 12576 12575 12582
|
|
3 12576 12582 12583
|
|
3 12577 12576 12583
|
|
3 12577 12583 12584
|
|
3 12578 12577 12584
|
|
3 12578 12584 12585
|
|
3 12579 12614 12586
|
|
3 12585 12592 12615
|
|
3 12580 12579 12586
|
|
3 12580 12586 12587
|
|
3 12581 12580 12587
|
|
3 12581 12587 12588
|
|
3 12582 12581 12588
|
|
3 12582 12588 12589
|
|
3 12583 12582 12589
|
|
3 12583 12589 12590
|
|
3 12584 12583 12590
|
|
3 12584 12590 12591
|
|
3 12585 12584 12591
|
|
3 12585 12591 12592
|
|
3 12586 12614 12593
|
|
3 12592 12599 12615
|
|
3 12587 12586 12593
|
|
3 12587 12593 12594
|
|
3 12588 12587 12594
|
|
3 12588 12594 12595
|
|
3 12589 12588 12595
|
|
3 12589 12595 12596
|
|
3 12590 12589 12596
|
|
3 12590 12596 12597
|
|
3 12591 12590 12597
|
|
3 12591 12597 12598
|
|
3 12592 12591 12598
|
|
3 12592 12598 12599
|
|
3 12593 12614 12600
|
|
3 12599 12606 12615
|
|
3 12594 12593 12600
|
|
3 12594 12600 12601
|
|
3 12595 12594 12601
|
|
3 12595 12601 12602
|
|
3 12596 12595 12602
|
|
3 12596 12602 12603
|
|
3 12597 12596 12603
|
|
3 12597 12603 12604
|
|
3 12598 12597 12604
|
|
3 12598 12604 12605
|
|
3 12599 12598 12605
|
|
3 12599 12605 12606
|
|
3 12600 12614 12607
|
|
3 12606 12613 12615
|
|
3 12601 12600 12607
|
|
3 12601 12607 12608
|
|
3 12602 12601 12608
|
|
3 12602 12608 12609
|
|
3 12603 12602 12609
|
|
3 12603 12609 12610
|
|
3 12604 12603 12610
|
|
3 12604 12610 12611
|
|
3 12605 12604 12611
|
|
3 12605 12611 12612
|
|
3 12606 12605 12612
|
|
3 12606 12612 12613
|
|
3 12607 12614 12558
|
|
3 12613 12564 12615
|
|
3 12608 12607 12558
|
|
3 12608 12558 12559
|
|
3 12609 12608 12559
|
|
3 12609 12559 12560
|
|
3 12610 12609 12560
|
|
3 12610 12560 12561
|
|
3 12611 12610 12561
|
|
3 12611 12561 12562
|
|
3 12612 12611 12562
|
|
3 12612 12562 12563
|
|
3 12613 12612 12563
|
|
3 12613 12563 12564
|
|
3 12616 12618 12617
|
|
3 12617 12618 12619
|
|
3 12618 12620 12619
|
|
3 12619 12620 12621
|
|
3 12620 12622 12621
|
|
3 12621 12622 12623
|
|
3 12622 12624 12623
|
|
3 12623 12624 12625
|
|
3 12624 12626 12625
|
|
3 12625 12626 12627
|
|
3 12626 12628 12627
|
|
3 12627 12628 12629
|
|
3 12628 12630 12629
|
|
3 12629 12630 12631
|
|
3 12630 12616 12631
|
|
3 12631 12616 12617
|
|
3 12632 12634 12633
|
|
3 12633 12634 12635
|
|
3 12634 12636 12635
|
|
3 12635 12636 12637
|
|
3 12636 12638 12637
|
|
3 12637 12638 12639
|
|
3 12638 12640 12639
|
|
3 12639 12640 12641
|
|
3 12640 12642 12641
|
|
3 12641 12642 12643
|
|
3 12642 12644 12643
|
|
3 12643 12644 12645
|
|
3 12644 12646 12645
|
|
3 12645 12646 12647
|
|
3 12646 12632 12647
|
|
3 12647 12632 12633
|
|
3 12648 12650 12649
|
|
3 12649 12650 12651
|
|
3 12650 12652 12651
|
|
3 12651 12652 12653
|
|
3 12652 12654 12653
|
|
3 12653 12654 12655
|
|
3 12654 12656 12655
|
|
3 12655 12656 12657
|
|
3 12656 12658 12657
|
|
3 12657 12658 12659
|
|
3 12658 12660 12659
|
|
3 12659 12660 12661
|
|
3 12660 12662 12661
|
|
3 12661 12662 12663
|
|
3 12662 12648 12663
|
|
3 12663 12648 12649
|
|
3 12664 12720 12671
|
|
3 12670 12677 12721
|
|
3 12665 12664 12671
|
|
3 12665 12671 12672
|
|
3 12666 12665 12672
|
|
3 12666 12672 12673
|
|
3 12667 12666 12673
|
|
3 12667 12673 12674
|
|
3 12668 12667 12674
|
|
3 12668 12674 12675
|
|
3 12669 12668 12675
|
|
3 12669 12675 12676
|
|
3 12670 12669 12676
|
|
3 12670 12676 12677
|
|
3 12671 12720 12678
|
|
3 12677 12684 12721
|
|
3 12672 12671 12678
|
|
3 12672 12678 12679
|
|
3 12673 12672 12679
|
|
3 12673 12679 12680
|
|
3 12674 12673 12680
|
|
3 12674 12680 12681
|
|
3 12675 12674 12681
|
|
3 12675 12681 12682
|
|
3 12676 12675 12682
|
|
3 12676 12682 12683
|
|
3 12677 12676 12683
|
|
3 12677 12683 12684
|
|
3 12678 12720 12685
|
|
3 12684 12691 12721
|
|
3 12679 12678 12685
|
|
3 12679 12685 12686
|
|
3 12680 12679 12686
|
|
3 12680 12686 12687
|
|
3 12681 12680 12687
|
|
3 12681 12687 12688
|
|
3 12682 12681 12688
|
|
3 12682 12688 12689
|
|
3 12683 12682 12689
|
|
3 12683 12689 12690
|
|
3 12684 12683 12690
|
|
3 12684 12690 12691
|
|
3 12685 12720 12692
|
|
3 12691 12698 12721
|
|
3 12686 12685 12692
|
|
3 12686 12692 12693
|
|
3 12687 12686 12693
|
|
3 12687 12693 12694
|
|
3 12688 12687 12694
|
|
3 12688 12694 12695
|
|
3 12689 12688 12695
|
|
3 12689 12695 12696
|
|
3 12690 12689 12696
|
|
3 12690 12696 12697
|
|
3 12691 12690 12697
|
|
3 12691 12697 12698
|
|
3 12692 12720 12699
|
|
3 12698 12705 12721
|
|
3 12693 12692 12699
|
|
3 12693 12699 12700
|
|
3 12694 12693 12700
|
|
3 12694 12700 12701
|
|
3 12695 12694 12701
|
|
3 12695 12701 12702
|
|
3 12696 12695 12702
|
|
3 12696 12702 12703
|
|
3 12697 12696 12703
|
|
3 12697 12703 12704
|
|
3 12698 12697 12704
|
|
3 12698 12704 12705
|
|
3 12699 12720 12706
|
|
3 12705 12712 12721
|
|
3 12700 12699 12706
|
|
3 12700 12706 12707
|
|
3 12701 12700 12707
|
|
3 12701 12707 12708
|
|
3 12702 12701 12708
|
|
3 12702 12708 12709
|
|
3 12703 12702 12709
|
|
3 12703 12709 12710
|
|
3 12704 12703 12710
|
|
3 12704 12710 12711
|
|
3 12705 12704 12711
|
|
3 12705 12711 12712
|
|
3 12706 12720 12713
|
|
3 12712 12719 12721
|
|
3 12707 12706 12713
|
|
3 12707 12713 12714
|
|
3 12708 12707 12714
|
|
3 12708 12714 12715
|
|
3 12709 12708 12715
|
|
3 12709 12715 12716
|
|
3 12710 12709 12716
|
|
3 12710 12716 12717
|
|
3 12711 12710 12717
|
|
3 12711 12717 12718
|
|
3 12712 12711 12718
|
|
3 12712 12718 12719
|
|
3 12713 12720 12664
|
|
3 12719 12670 12721
|
|
3 12714 12713 12664
|
|
3 12714 12664 12665
|
|
3 12715 12714 12665
|
|
3 12715 12665 12666
|
|
3 12716 12715 12666
|
|
3 12716 12666 12667
|
|
3 12717 12716 12667
|
|
3 12717 12667 12668
|
|
3 12718 12717 12668
|
|
3 12718 12668 12669
|
|
3 12719 12718 12669
|
|
3 12719 12669 12670
|
|
3 12722 12724 12723
|
|
3 12723 12724 12725
|
|
3 12724 12726 12725
|
|
3 12725 12726 12727
|
|
3 12726 12728 12727
|
|
3 12727 12728 12729
|
|
3 12728 12730 12729
|
|
3 12729 12730 12731
|
|
3 12730 12732 12731
|
|
3 12731 12732 12733
|
|
3 12732 12734 12733
|
|
3 12733 12734 12735
|
|
3 12734 12736 12735
|
|
3 12735 12736 12737
|
|
3 12736 12722 12737
|
|
3 12737 12722 12723
|