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# Output of a CGAL tool
#CBP
# polyhedral_surface 0
# halfedges 0
# triangulated 0
# non_empty_facets 0
# terrain 0
# normalized_to_sphere 0
# radius 0
# rounded 0
# rounded_bits 0
# ENDCBP
OFF
926 1848 0
# 926 vertices
# ------------------------------------------
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# 1848 facets
# ------------------------------------------
3 0 1 2
3 3 1 0
3 1 3 4
3 5 6 7
3 8 6 5
3 9 6 8
3 6 9 10
3 9 11 10
3 12 11 9
3 13 11 12
3 13 14 11
3 15 16 17
3 18 16 15
3 19 16 18
3 16 19 20
3 19 21 20
3 22 21 19
3 23 21 22
3 23 24 21
3 25 26 27
3 28 26 25
3 29 26 28
3 26 29 30
3 29 31 30
3 32 31 29
3 33 31 32
3 33 34 31
3 35 2 1
3 36 37 38
3 37 2 38
3 35 38 2
3 39 36 38
3 40 41 42
3 43 44 45
3 46 47 48
3 49 50 51
3 52 53 54
3 55 56 57
3 58 59 60
3 61 62 63
3 42 41 64
3 41 65 64
3 65 41 66
3 66 41 67
3 68 67 41
3 69 44 70
3 70 44 71
3 72 44 69
3 44 43 73
3 44 73 71
3 48 47 74
3 47 75 74
3 75 47 76
3 47 77 76
3 78 77 47
3 79 50 80
3 80 50 81
3 50 82 81
3 50 49 83
3 50 83 82
3 54 53 84
3 53 85 84
3 85 53 86
3 53 87 86
3 88 87 53
3 89 56 90
3 90 56 91
3 56 92 91
3 56 55 93
3 56 93 92
3 60 59 94
3 59 95 94
3 95 59 96
3 97 98 59
3 59 98 96
3 99 62 100
3 100 62 101
3 62 102 101
3 62 61 103
3 62 103 102
3 67 104 66
3 67 105 104
3 106 69 107
3 70 107 69
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3 81 110 80
3 87 112 86
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3 90 114 115
3 91 114 90
3 98 116 96
3 116 98 117
3 100 118 119
3 101 118 100
3 120 104 121
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3 123 107 124
3 125 124 107
3 126 108 127
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3 110 129 130
3 131 129 110
3 132 112 133
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3 114 135 136
3 137 135 114
3 138 116 139
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3 141 142 118
3 118 142 143
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3 121 148 149
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3 202 203 145
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3 228 229 179
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3 279 233 283
3 232 283 233
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3 270 314 269
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3 271 315 314
3 272 316 317
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3 290 326 288
3 290 327 326
3 290 291 327
3 296 328 294
3 296 329 328
3 297 329 296
3 298 330 297
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3 299 331 330
3 300 332 301
3 332 300 333
3 300 334 333
3 335 246 302
3 300 246 335
3 300 335 334
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3 341 255 306
3 305 255 341
3 305 341 340
3 306 340 341
3 340 306 342
3 306 343 342
3 307 343 306
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3 590 833 589
3 589 833 834
3 589 834 624
3 830 833 590
3 830 832 833
3 586 835 836
3 836 835 837
3 585 838 835
3 585 835 586
3 587 618 585
3 618 617 585
3 585 617 838
3 826 618 587
3 827 618 826
3 827 616 618
3 561 586 562
3 562 586 836
3 562 836 839
3 836 840 839
3 560 584 558
3 537 560 534
3 537 562 560
3 562 839 560
3 560 839 584
3 836 837 840
3 511 535 512
3 512 535 559
3 512 841 698
3 512 559 841
3 679 688 828
3 686 688 679
3 687 696 688
3 569 842 591
3 828 842 569
3 688 842 828
3 688 843 842
3 696 843 688
3 696 844 843
3 844 631 843
3 843 631 626
3 829 845 831
3 592 846 845
3 592 845 593
3 593 845 829
3 591 628 592
3 628 627 592
3 592 627 846
3 843 626 628
3 843 628 842
3 842 628 591
3 847 848 849
3 849 848 850
3 850 848 851
3 851 848 852
3 852 848 853
3 853 848 854
3 854 848 855
3 855 848 856
3 856 848 857
3 857 848 858
3 858 848 859
3 630 847 849
3 630 849 629
3 629 849 627
3 627 849 850
3 627 850 846
3 846 850 851
3 846 851 852
3 846 852 845
3 845 852 831
3 831 852 853
3 831 853 832
3 832 853 854
3 832 854 855
3 832 855 833
3 833 855 834
3 834 855 856
3 834 856 857
3 834 857 624
3 624 857 858
3 624 858 623
3 623 858 620
3 620 858 859
3 620 860 619
3 619 860 617
3 617 860 861
3 860 848 861
3 861 848 862
3 862 848 863
3 863 848 864
3 864 848 865
3 865 848 866
3 866 848 867
3 867 848 868
3 868 848 869
3 869 848 870
3 613 869 610
3 610 869 870
3 614 869 613
3 871 868 614
3 614 868 869
3 871 867 868
3 871 866 867
3 872 866 871
3 840 866 872
3 840 865 866
3 837 865 840
3 837 864 865
3 837 863 864
3 835 863 837
3 838 863 835
3 838 862 863
3 838 861 862
3 617 861 838
3 859 848 860
3 620 859 860
3 839 840 872
3 839 872 584
3 584 872 583
3 583 872 871
3 583 871 614
3 583 614 615
3 582 615 873
3 873 615 874
3 874 615 612
3 582 583 615
3 841 873 708
3 708 873 874
3 708 874 709
3 709 874 875
3 874 611 875
3 874 612 611
3 559 873 841
3 559 582 873
3 698 841 708
3 698 708 706
3 694 695 693
3 694 876 695
3 877 632 631
3 877 631 844
3 696 877 844
3 695 877 696
3 695 878 877
3 876 878 695
3 571 878 876
3 571 594 878
3 877 635 632
3 878 635 877
3 594 635 878
3 594 595 635
3 595 634 635
3 595 879 634
3 595 880 879
3 596 880 595
3 881 880 596
3 881 882 880
3 883 848 884
3 884 848 885
3 885 848 886
3 886 848 887
3 887 848 888
3 888 848 889
3 889 848 890
3 890 848 891
3 891 848 892
3 892 848 893
3 893 848 847
3 637 884 638
3 638 884 885
3 638 885 894
3 894 885 886
3 894 886 887
3 894 887 895
3 895 887 896
3 896 887 888
3 896 888 889
3 896 889 882
3 882 889 890
3 882 890 880
3 880 890 879
3 879 890 891
3 879 891 892
3 879 892 634
3 634 892 893
3 634 893 633
3 633 893 630
3 630 893 847
3 601 884 637
3 883 884 601
3 603 897 601
3 601 897 883
3 897 848 883
3 898 848 897
3 604 898 897
3 604 897 603
3 899 898 604
3 899 900 898
3 900 848 898
3 901 848 900
3 899 901 900
3 902 901 899
3 903 901 902
3 903 904 901
3 904 848 901
3 905 848 904
3 903 905 904
3 906 905 903
3 907 908 906
3 906 908 905
3 908 848 905
3 909 848 908
3 910 909 908
3 910 908 907
3 607 911 910
3 910 911 909
3 911 848 909
3 912 848 911
3 607 912 911
3 609 912 607
3 870 848 912
3 610 870 912
3 610 912 609
3 608 607 580
3 580 607 910
3 580 910 907
3 580 907 581
3 581 907 913
3 913 907 906
3 579 608 580
3 914 608 579
3 915 608 914
3 915 606 608
3 557 914 579
3 916 914 557
3 715 914 916
3 715 915 914
3 709 915 715
3 709 875 915
3 875 611 915
3 915 611 606
3 707 709 715
3 713 715 714
3 714 715 916
3 524 876 694
3 524 571 876
3 523 547 524
3 524 547 571
3 573 598 574
3 574 598 917
3 917 896 882
3 917 882 881
3 572 596 570
3 572 881 596
3 574 881 572
3 549 574 572
3 549 572 546
3 574 917 881
3 639 638 597
3 597 638 894
3 597 894 895
3 597 895 598
3 598 895 917
3 917 895 896
3 599 639 597
3 918 639 599
3 919 639 918
3 919 636 639
3 920 903 902
3 920 902 578
3 578 902 577
3 577 902 899
3 577 899 604
3 577 604 605
3 921 605 922
3 922 605 600
3 576 605 921
3 576 577 605
3 555 581 556
3 556 581 913
3 556 913 554
3 554 913 920
3 913 906 920
3 920 906 903
3 554 920 578
3 554 578 552
3 531 556 528
3 528 556 554
3 509 557 533
3 509 533 508
3 714 916 509
3 509 916 557
3 550 546 548
3 498 550 548
3 498 548 497
3 550 549 546
3 527 551 526
3 527 575 551
3 923 602 919
3 602 636 919
3 923 919 670
3 670 919 671
3 671 919 918
3 671 918 924
3 924 918 575
3 575 918 599
3 553 576 921
3 553 921 925
3 925 921 677
3 677 921 922
3 677 922 670
3 670 922 923
3 922 602 923
3 922 600 602
3 506 529 553
3 505 529 506
3 458 532 530
3 532 531 530
3 530 531 528
3 459 532 458
3 660 924 527
3 527 924 575
3 660 671 924
3 668 671 660
3 676 925 677
3 676 677 675
3 669 677 670
3 506 925 676
3 506 553 925
# End of OFF #
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