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2409,7 → 2710,7 |
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2423,7 → 2724,7 |
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2430,7 → 2731,7 |
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2444,7 → 2745,7 |
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2465,7 → 2766,7 |
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2472,9 → 2773,9 |
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2487,7 → 2788,7 |
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2494,7 → 2795,7 |
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2508,7 → 2809,7 |
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2515,7 → 2816,7 |
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2529,7 → 2830,7 |
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2536,21 → 2837,21 |
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2557,21 → 2858,21 |
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2585,7 → 2886,7 |
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2592,7 → 2893,7 |
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2606,7 → 2907,7 |
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2613,7 → 2914,7 |
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2627,7 → 2928,7 |
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2634,7 → 2935,7 |
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2648,13 → 2949,13 |
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2725,497 → 3026,77 |
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3222,48 → 3103,48 |
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3277,7 → 3158,7 |
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3284,7 → 3165,7 |
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3298,7 → 3179,7 |
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3305,7 → 3186,7 |
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3319,7 → 3200,7 |
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3326,7 → 3207,7 |
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3340,15 → 3221,15 |
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3362,7 → 3243,7 |
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3369,7 → 3250,7 |
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3383,7 → 3264,7 |
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3390,7 → 3271,7 |
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3404,7 → 3285,7 |
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3411,7 → 3292,7 |
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3418,35 → 3299,35 |
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3460,7 → 3341,7 |
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3467,7 → 3348,7 |
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3481,7 → 3362,7 |
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3488,7 → 3369,7 |
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3509,7 → 3390,7 |
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3522,7 → 3403,7 |
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3529,7 → 3410,7 |
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21584,7 → 22802,7 |
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21701,7 → 22919,7 |
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21708,8 → 22926,8 |
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21716,8 → 22934,8 |
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21724,7 → 22942,7 |
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21841,7 → 23059,7 |
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21848,8 → 23066,8 |
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21856,8 → 23074,8 |
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21864,7 → 23082,7 |
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21962,7 → 23180,7 |
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23082,7 → 24300,7 |
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24202,7 → 25420,7 |
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25322,7 → 26540,7 |
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26442,7 → 27660,7 |
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27554,14 → 28772,14 |
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27568,13 → 28786,13 |
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28534,13 → 29752,13 |
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28548,13 → 29766,13 |
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28673,7 → 29891,7 |
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28680,7 → 29898,7 |
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28687,7 → 29905,7 |
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28694,7 → 29912,7 |
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28701,7 → 29919,7 |
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28708,7 → 29926,7 |
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28715,7 → 29933,7 |
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28722,7 → 29940,7 |
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28731,7 → 29949,7 |
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28834,7 → 30052,7 |
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28841,7 → 30059,7 |
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28850,7 → 30068,7 |
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29081,7 → 30299,7 |
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29221,7 → 30439,7 |
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29354,7 → 30572,7 |
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29457,7 → 30675,7 |
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29486,7 → 30704,7 |
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29494,7 → 30712,7 |
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29501,7 → 30719,7 |
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29627,7 → 30845,7 |
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29758,9 → 30976,9 |
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29892,7 → 31110,7 |
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30025,7 → 31243,7 |
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30165,7 → 31383,7 |
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30298,7 → 31516,7 |
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30306,7 → 31524,7 |
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30388,7 → 31606,7 |
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30402,7 → 31620,7 |
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30424,7 → 31642,7 |
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30438,13 → 31656,13 |
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30452,7 → 31670,7 |
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30459,7 → 31677,7 |
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30466,7 → 31684,7 |
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30473,7 → 31691,7 |
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30480,28 → 31698,28 |
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30508,7 → 31726,7 |
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30515,7 → 31733,7 |
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30522,7 → 31740,7 |
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30529,7 → 31747,7 |
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30536,20 → 31754,20 |
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30557,7 → 31775,7 |
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30564,7 → 31782,7 |
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30571,7 → 31789,7 |
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30578,49 → 31796,49 |
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30627,7 → 31845,7 |
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30634,7 → 31852,7 |
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30641,7 → 31859,7 |
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30649,7 → 31867,7 |
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30697,7 → 31915,7 |
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30704,14 → 31922,14 |
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30719,7 → 31937,7 |
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30726,13 → 31944,13 |
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30739,8 → 31957,8 |
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30747,13 → 31965,13 |
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30760,7 → 31978,7 |
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30816,7 → 32034,7 |
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30823,14 → 32041,14 |
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30838,7 → 32056,7 |
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30845,20 → 32063,20 |
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30866,7 → 32084,7 |
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30894,7 → 32112,7 |
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30942,7 → 32160,7 |
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30949,14 → 32167,14 |
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30964,7 → 32182,7 |
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30971,20 → 32189,20 |
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30992,7 → 32210,7 |
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31027,7 → 32245,7 |
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31075,7 → 32293,7 |
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31082,14 → 32300,14 |
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31097,7 → 32315,7 |
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31104,20 → 32322,20 |
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31125,7 → 32343,7 |
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facet normal 0 0 1 |
31160,7 → 32378,7 |
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facet normal 0 0 1 |
31208,7 → 32426,7 |
facet normal 0 0 1 |
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31215,14 → 32433,14 |
facet normal 0 0 1 |
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31230,7 → 32448,7 |
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facet normal 0 0 1 |
31237,20 → 32455,20 |
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31258,7 → 32476,7 |
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facet normal 0 0 1 |
31293,7 → 32511,7 |
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facet normal 0 0 1 |
31341,7 → 32559,7 |
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31348,14 → 32566,14 |
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31363,7 → 32581,7 |
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31370,34 → 32588,34 |
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31405,7 → 32623,7 |
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facet normal 0 0 1 |
31426,7 → 32644,7 |
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31474,7 → 32692,7 |
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31481,14 → 32699,14 |
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31496,7 → 32714,7 |
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31503,20 → 32721,20 |
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31524,7 → 32742,7 |
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facet normal 0 0 1 |
31559,7 → 32777,7 |
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facet normal 0 0 1 |
31607,7 → 32825,7 |
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31614,14 → 32832,14 |
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31629,7 → 32847,7 |
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31636,20 → 32854,20 |
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31657,7 → 32875,7 |
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31690,7 → 32908,7 |
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31740,7 → 32958,7 |
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31747,14 → 32965,14 |
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31762,7 → 32980,7 |
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31769,20 → 32987,20 |
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31790,7 → 33008,7 |
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31823,7 → 33041,7 |
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31873,7 → 33091,7 |
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31880,14 → 33098,14 |
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31895,7 → 33113,7 |
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vertex -33.91 -7.6294e-008 2 |
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31902,20 → 33120,20 |
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31923,7 → 33141,7 |
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vertex -34.2251 -0.969846 2 |
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facet normal 0 0 1 |
31956,7 → 33174,7 |
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32028,7 → 33246,7 |
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32322,12 → 33540,12 |
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32335,13 → 33553,13 |
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32349,13 → 33567,13 |
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32377,14 → 33595,14 |
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32391,14 → 33609,14 |
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32405,43 → 33623,15 |
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32454,7 → 33644,7 |
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32461,7 → 33651,7 |
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32469,7 → 33659,7 |
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32538,7 → 33728,7 |
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32545,7 → 33735,7 |
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32553,7 → 33743,7 |
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32560,73 → 33750,59 |
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32633,90 → 33809,34 |
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32731,63 → 33851,63 |
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33200,7 → 34320,7 |
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33267,7 → 34443,7 |
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33280,7 → 34456,7 |
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33287,7 → 34463,7 |
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33295,7 → 34471,7 |
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33364,7 → 34540,7 |
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35339,7 → 36501,7 |
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35381,7 → 36543,7 |
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35436,7 → 36598,7 |
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35443,7 → 36605,7 |
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35451,7 → 36613,7 |
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35744,7 → 36948,7 |
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35751,7 → 36955,7 |
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35759,7 → 36963,7 |
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35828,7 → 37032,7 |
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35835,7 → 37039,7 |
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35843,7 → 37047,7 |
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35850,10 → 37054,10 |
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35860,7 → 37064,7 |
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35867,98 → 37071,14 |
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35993,46 → 37113,46 |
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36049,60 → 37169,116 |
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36109,7 → 37285,7 |
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36122,7 → 37298,7 |
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36129,7 → 37305,7 |
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36137,7 → 37313,7 |
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36206,7 → 37382,7 |
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36213,7 → 37389,7 |
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36221,7 → 37397,7 |
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36228,10 → 37404,10 |
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36238,7 → 37414,7 |
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vertex 26.3698 -1.33488 0.3 |
36245,7 → 37421,7 |
vertex 25.9099 -1.56924 0.3 |
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facet normal 0.453989 -0.891007 0 |
facet normal 0.453992 -0.891006 0 |
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36252,7 → 37428,7 |
vertex 24.4302 1.33488 2 |
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facet normal 0.453992 -0.891006 0 |
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36259,34 → 37435,6 |
vertex 24.8901 1.56924 0.3 |
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vertex 23.8308 -0.509878 0.3 |
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vertex 24.0651 -0.969846 0.3 |
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vertex 24.8901 -1.56924 0.3 |
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36301,20 → 37449,6 |
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36329,56 → 37463,42 |
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vertex 24.0651 0.969845 2 |
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vertex 36.0699 1.56924 2 |
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36385,7 → 37505,7 |
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36392,7 → 37512,7 |
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36399,42 → 37519,28 |
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vertex 35.56 -1.65 2 |
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vertex 37.21 -8.39233e-007 2 |
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vertex 37.21 -8.39233e-007 2 |
vertex 37.1292 -0.509878 0.3 |
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vertex 37.1292 0.509877 0.3 |
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vertex 37.21 -7.6294e-008 0.3 |
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vertex 36.5298 1.33488 2 |
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vertex 36.8949 0.969845 0.3 |
36441,7 → 37547,7 |
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36448,7 → 37554,7 |
vertex 36.0699 1.56924 2 |
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36455,60 → 37561,60 |
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vertex 37.1292 0.509877 2 |
vertex 37.1292 -0.509878 2 |
vertex 36.8949 -0.969847 0.3 |
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vertex 36.5298 -1.33488 0.3 |
vertex 36.8949 -0.969847 2 |
vertex 36.8949 -0.969847 0.3 |
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vertex 37.1292 -0.509878 2 |
vertex 36.8949 -0.969847 2 |
vertex 36.5298 -1.33488 0.3 |
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vertex 36.5298 -1.33488 2 |
vertex 37.1292 0.509877 0.3 |
vertex 36.8949 0.969845 2 |
vertex 36.8949 0.969845 0.3 |
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vertex 36.5298 -1.33488 0.3 |
vertex 36.0699 -1.56924 0.3 |
vertex 36.8949 0.969845 2 |
vertex 37.1292 0.509877 0.3 |
vertex 37.1292 0.509877 2 |
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vertex 37.1292 -0.509878 0.3 |
vertex 37.21 -8.39233e-007 0.3 |
vertex 37.1292 0.509877 2 |
vertex 37.1292 0.509877 0.3 |
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vertex 36.8949 -0.969846 0.3 |
vertex 36.8949 -0.969846 2 |
vertex 37.1292 0.509877 2 |
vertex 37.21 -8.39233e-007 0.3 |
vertex 37.21 -8.39233e-007 2 |
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facet normal 0 0 1 |
36515,7 → 37621,7 |
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vertex 37.1292 0.509877 0.3 |
vertex 37.1292 -0.509878 0.3 |
vertex 37.21 -7.6294e-008 0.3 |
vertex 37.21 -8.39233e-007 0.3 |
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36528,7 → 37634,7 |
facet normal 0 0 1 |
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vertex 36.8949 0.969845 0.3 |
vertex 36.8949 -0.969846 0.3 |
vertex 36.8949 -0.969847 0.3 |
vertex 37.1292 -0.509878 0.3 |
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36535,7 → 37641,7 |
facet normal 0 0 1 |
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vertex 36.5298 1.33488 0.3 |
vertex 36.8949 -0.969846 0.3 |
vertex 36.8949 -0.969847 0.3 |
vertex 36.8949 0.969845 0.3 |
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36543,7 → 37649,7 |
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vertex 36.5298 1.33488 0.3 |
vertex 36.5298 -1.33488 0.3 |
vertex 36.8949 -0.969846 0.3 |
vertex 36.8949 -0.969847 0.3 |
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36612,7 → 37718,7 |
facet normal 0 0 1 |
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vertex 34.2251 0.969845 0.3 |
vertex 34.2251 -0.969846 0.3 |
vertex 34.2251 -0.969847 0.3 |
vertex 34.5902 -1.33488 0.3 |
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36619,7 → 37725,7 |
facet normal -0 0 1 |
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vertex 33.9908 0.509877 0.3 |
vertex 34.2251 -0.969846 0.3 |
vertex 34.2251 -0.969847 0.3 |
vertex 34.2251 0.969845 0.3 |
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36627,7 → 37733,7 |
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vertex 33.9908 0.509877 0.3 |
vertex 33.9908 -0.509878 0.3 |
vertex 34.2251 -0.969846 0.3 |
vertex 34.2251 -0.969847 0.3 |
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facet normal 0 -0 1 |
36634,87 → 37740,73 |
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vertex 33.9908 -0.509878 0.3 |
vertex 33.9908 0.509877 0.3 |
vertex 33.91 -7.6294e-008 0.3 |
vertex 33.91 -8.39233e-007 0.3 |
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vertex 36.8949 -0.969846 2 |
vertex 36.8949 -0.969846 0.3 |
vertex 36.0699 -1.56924 2 |
vertex 36.5298 -1.33488 2 |
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vertex 36.0699 -1.56924 2 |
vertex 36.5298 -1.33488 0.3 |
vertex 36.5298 -1.33488 2 |
vertex 36.0699 -1.56924 0.3 |
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vertex 35.0501 1.56924 2 |
vertex 34.5902 1.33488 2 |
vertex 33.9908 0.509877 2 |
vertex 34.2251 0.969845 0.3 |
vertex 34.2251 0.969845 2 |
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vertex 34.2251 0.969845 0.3 |
vertex 33.9908 0.509877 2 |
vertex 33.9908 0.509877 0.3 |
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vertex 33.9908 -0.509878 0.3 |
vertex 33.9908 -0.509878 2 |
vertex 35.0501 1.56924 0.3 |
vertex 35.56 1.65 2 |
vertex 35.0501 1.56924 2 |
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vertex 34.2251 -0.969846 2 |
vertex 34.2251 -0.969846 0.3 |
vertex 35.56 1.65 2 |
vertex 35.0501 1.56924 0.3 |
vertex 35.56 1.65 0.3 |
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vertex 34.5902 -1.33488 2 |
vertex 35.56 -1.65 0.3 |
vertex 35.0501 -1.56924 2 |
vertex 35.56 -1.65 2 |
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vertex 35.0501 -1.56924 2 |
vertex 35.56 -1.65 0.3 |
vertex 35.0501 -1.56924 0.3 |
vertex 34.5902 -1.33488 0.3 |
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vertex 33.9908 0.509877 2 |
vertex 34.2251 0.969845 0.3 |
vertex 34.2251 0.969845 2 |
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vertex 33.9908 0.509877 2 |
vertex 33.9908 0.509877 0.3 |
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vertex 34.5902 1.33488 0.3 |
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facet normal 0.707107 -0.707107 0 |
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36721,70 → 37813,98 |
vertex 34.2251 0.969845 0.3 |
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facet normal 0.156436 -0.987688 0 |
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vertex 35.56 1.65 2 |
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vertex 35.0501 1.56924 2 |
vertex 34.5902 1.33488 2 |
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vertex 35.0501 1.56924 2 |
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vertex 34.2251 -0.969847 0.3 |
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vertex 34.2251 -0.969847 2 |
vertex 33.9908 -0.509878 0.3 |
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vertex 33.9908 -0.509878 0.3 |
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vertex 34.2251 -0.969847 0.3 |
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vertex 33.91 -8.39233e-007 0.3 |
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vertex 45.72 1.65 0.3 |
vertex 46.2299 1.56924 2 |
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facet normal -0.156436 -0.987688 -0 |
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vertex 46.2299 1.56924 2 |
vertex 45.72 1.65 0.3 |
36791,7 → 37911,7 |
vertex 46.2299 1.56924 0.3 |
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facet normal -0.156435 0.987688 0 |
facet normal -0.156436 0.987688 0 |
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36798,7 → 37918,7 |
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facet normal -0.156435 0.987688 0 |
facet normal -0.156436 0.987688 0 |
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36805,42 → 37925,28 |
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facet normal -0.987688 -0.156435 0 |
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36976,7 → 38026,7 |
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37141,48 → 38177,132 |
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37197,56 → 38317,42 |
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37299,7 → 38419,7 |
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37312,7 → 38432,7 |
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37319,7 → 38439,7 |
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37327,7 → 38447,7 |
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37396,7 → 38516,7 |
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37403,7 → 38523,7 |
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37411,7 → 38531,7 |
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37418,49 → 38538,63 |
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37603,49 → 38723,63 |
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37673,39 → 38807,165 |
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37718,7 → 38978,7 |
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37725,7 → 38985,7 |
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37733,7 → 38993,7 |
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37802,7 → 39062,7 |
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37809,7 → 39069,7 |
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37817,7 → 39077,7 |
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37883,42 → 39101,14 |
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37925,104 → 39115,90 |
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40928,7 → 42048,7 |
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40935,9 → 42055,37 |
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40986,7 → 42218,7 |
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40993,8 → 42225,8 |
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41001,8 → 42233,8 |
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41131,118 → 42335,48 |
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41257,32 → 42391,32 |
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vertex 13.59 10.16 2 |
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41299,14 → 42433,28 |
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41313,21 → 42461,21 |
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41334,7 → 42482,7 |
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41341,7 → 42489,7 |
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41348,7 → 42496,7 |
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41355,48 → 42503,6 |
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41943,28 → 43105,14 |
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41971,18 → 43119,18 |
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41999,70 → 43147,42 |
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42069,7 → 43189,7 |
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42132,7 → 43238,7 |
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42139,46 → 43245,32 |
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42349,7 → 43483,7 |
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42370,7 → 43504,7 |
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42398,7 → 43532,7 |
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42405,34 → 43539,6 |
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42461,63 → 43567,63 |
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vertex 45.72 11.81 0.3 |
vertex 46.2299 11.7292 2 |
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vertex 46.2299 11.7292 2 |
vertex 45.72 11.81 0.3 |
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vertex 45.72 8.51 2 |
vertex 46.2299 8.59076 0.3 |
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vertex 47.37 10.16 0.3 |
vertex 47.2892 10.6699 2 |
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vertex 47.2892 10.6699 2 |
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42524,7 → 43630,7 |
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42531,7 → 43637,7 |
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42538,7 → 43644,7 |
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42545,20 → 43651,6 |
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42573,7 → 43665,7 |
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42580,7 → 43672,7 |
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42587,76 → 43679,20 |
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vertex 47.2892 10.6699 0.3 |
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vertex 47.0549 11.1298 2 |
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vertex 45.2101 11.7292 2 |
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vertex 45.2101 8.59076 2 |
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42783,14 → 43819,28 |
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42797,32 → 43847,32 |
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vertex 46.2299 11.7292 2 |
vertex 45.72 11.81 2 |
vertex 44.7502 11.4949 0.3 |
vertex 45.2101 11.7292 2 |
vertex 44.7502 11.4949 2 |
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vertex 45.72 11.81 0.3 |
vertex 46.2299 11.7292 0.3 |
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vertex 44.7502 11.4949 0.3 |
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vertex 44.1508 10.6699 0.3 |
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vertex 45.72 8.51 0.3 |
vertex 45.2101 8.59076 2 |
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vertex 45.72 8.51 0.3 |
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42839,14 → 43889,56 |
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vertex 45.72 11.81 2 |
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vertex 45.2101 11.7292 0.3 |
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vertex 44.7502 8.82512 2 |
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42853,20 → 43945,62 |
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42881,49 → 44015,49 |
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vertex 54.23 10.16 2 |
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42930,7 → 44064,7 |
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42937,7 → 44071,7 |
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48551,14 → 49629,56 |
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48565,48 → 49685,62 |
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64399,21 → 65519,21 |
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64420,7 → 65540,7 |
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64427,6 → 65547,20 |
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64441,7 → 65575,7 |
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64637,14 → 65757,42 |
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70419,7 → 71553,7 |
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70426,7 → 71560,7 |
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70433,34 → 71567,6 |
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70475,14 → 71581,28 |
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70496,7 → 71616,7 |
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70503,18 → 71623,18 |
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70545,28 → 71665,42 |
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70573,6 → 71707,20 |
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70699,7 → 71847,7 |
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70706,7 → 71854,7 |
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vertex 35.56 62.61 2 |
vertex 35.0501 62.5292 2 |
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70762,7 → 71896,7 |
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70797,18 → 71917,18 |
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81465,49 → 82585,49 |
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81514,7 → 82634,7 |
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81703,7 → 82851,7 |
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81710,7 → 82858,7 |
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81717,32 → 82865,32 |
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81759,21 → 82907,21 |
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81857,7 → 82977,7 |
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81864,7 → 82984,7 |
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82151,7 → 83313,7 |
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82249,14 → 83369,28 |
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82263,48 → 83397,34 |
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82333,20 → 83453,6 |
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82571,48 → 83635,62 |
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82627,34 → 83705,90 |
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84177,27 → 85143,27 |
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84499,69 → 85465,69 |
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