defect 1 found with 679 vertices, area 1039.25
	centroid (-31.4,-82.0,-47.9)
	376
	384
	742
	743
	755
	725
	1114
	1115
	756
	744
	768
	769
	726
	1097
	1113
	1122
	1587
	1586
	1597
	1116
	1588
	727
	1099
	778
	779
	1098
	1096
	1573
	1574
	1585
	1121
	1128
	1607
	1575
	2176
	1598
	2189
	2188
	1576
	789
	1139
	1572
	2162
	2163
	2164
	1596
	1584
	1595
	1127
	1606
	2201
	1618
	1619
	2213
	2175
	2187
	2200
	1151
	800
	2161
	2866
	2867
	2886
	1605
	2173
	2186
	2199
	1617
	2212
	1632
	2223
	2174
	2885
	2901
	2916
	2211
	2915
	1163
	1152
	2865
	2884
	2900
	1631
	2222
	3730
	3746
	2931
	2932
	2917
	3747
	2914
	2899
	2930
	1164
	1174
	1644
	1643
	1649
	3729
	4679
	4680
	3731
	3760
	3761
	2933
	3762
	4699
	4715
	3728
	3745
	3759
	1173
	1648
	1660
	1661
	2254
	4678
	5765
	5766
	4697
	5783
	4681
	4698
	4714
	3776
	3775
	4733
	3777
	5785
	5800
	4735
	5821
	4696
	4713
	2253
	2984
	2985
	5782
	5764
	6852
	6853
	6872
	5784
	6873
	4734
	4732
	5819
	5820
	4749
	5799
	6891
	4750
	4751
	5836
	6915
	5798
	2997
	2998
	5781
	6870
	6871
	6851
	7931
	7932
	7947
	7948
	6890
	6889
	6913
	5834
	6928
	5835
	4765
	6914
	4766
	4767
	5853
	6930
	7986
	7987
	3828
	3835
	7946
	6888
	7962
	7930
	9080
	9081
	9097
	7963
	7964
	6912
	6927
	5850
	6945
	5851
	5852
	6948
	8005
	6929
	6947
	8004
	9112
	9137
	9158
	4791
	3834
	9095
	7961
	7945
	9094
	7985
	7984
	9079
	9096
	9111
	9110
	8002
	6944
	6926
	8001
	6946
	6962
	8022
	8041
	8024
	8023
	8003
	9157
	9136
	4790
	5882
	10365
	10366
	9109
	9134
	10367
	10385
	10386
	6943
	6961
	8020
	9154
	8000
	6972
	6973
	6963
	8042
	8021
	9175
	9176
	8040
	8061
	8062
	9135
	9156
	10406
	4789
	5881
	6990
	6991
	10383
	11657
	11656
	10384
	11674
	9133
	9108
	10382
	10405
	6960
	6971
	8039
	8019
	9153
	5867
	5868
	6974
	8063
	9174
	9191
	9155
	8060
	9211
	9212
	9213
	8082
	10428
	5880
	5869
	5870
	6989
	7005
	7006
	6992
	7007
	11673
	10404
	11695
	10403
	9132
	10381
	11672
	6970
	8059
	6987
	8038
	8058
	9173
	9190
	9152
	6975
	6988
	8083
	10447
	10466
	10427
	10492
	10493
	9241
	9242
	8084
	8106
	7023
	7024
	7008
	8085
	8107
	7025
	11694
	11714
	10402
	10425
	11671
	11692
	12981
	11693
	13003
	6986
	6969
	7004
	7003
	8057
	8037
	6968
	9172
	9189
	9151
	9243
	10446
	10465
	11744
	11745
	10467
	10426
	10516
	10494
	10517
	9240
	9265
	9266
	10515
	9267
	9244
	8124
	9269
	8105
	9268
	7026
	9247
	9272
	11713
	10424
	10401
	12980
	11691
	13002
	11712
	5876
	5875
	6985
	5904
	7019
	8101
	8102
	5891
	7002
	7017
	7018
	8080
	9210
	9237
	6984
	9171
	9188
	9209
	10445
	9214
	9215
	10495
	10518
	11728
	13046
	13047
	11746
	13048
	10468
	11788
	11789
	11790
	9239
	9264
	10514
	8103
	11787
	9216
	9245
	9270
	10534
	10535
	10533
	9246
	9218
	9271
	10537
	11727
	11711
	11726
	11690
	13001
	13016
	5890
	5874
	5914
	5915
	7034
	8120
	7020
	8119
	8100
	8118
	9263
	5902
	7016
	5901
	8117
	8079
	8098
	8099
	8081
	10489
	10490
	9238
	10512
	5889
	7001
	7000
	6983
	10464
	9208
	9187
	9235
	9236
	10463
	10444
	11725
	10496
	10469
	11791
	11811
	13045
	13075
	13076
	14421
	14420
	11747
	13049
	14422
	13098
	13099
	13100
	13101
	10513
	11786
	11770
	11769
	10497
	9217
	10536
	11812
	11813
	11814
	10498
	11815
	11710
	13000
	13015
	13031
	5929
	7033
	7047
	7048
	7015
	8116
	8097
	9261
	9262
	9287
	10511
	11767
	11785
	11768
	10491
	7014
	6999
	8056
	9207
	8078
	9186
	9169
	9170
	9234
	10509
	10510
	10443
	11724
	13030
	13029
	10470
	11748
	13102
	11792
	13044
	13074
	14442
	13077
	14443
	13050
	13079
	13078
	14444
	13080
	10471
	13103
	13122
	13123
	13124
	4842
	5948
	5930
	7031
	7032
	8136
	8115
	9286
	8096
	9260
	11784
	11766
	13073
	5900
	5888
	5912
	5887
	6998
	8077
	8055
	9206
	10462
	9185
	9233
	9259
	10508
	10487
	10486
	10488
	11742
	13042
	13043
	11749
	13051
	14445
	14465
	14466
	14423
	11750
	13104
	14467
	13105
	4841
	5947
	5967
	5913
	5928
	7046
	8147
	8135
	9301
	9285
	8095
	11765
	13072
	5899
	5911
	5926
	5927
	7013
	7012
	6997
	8076
	8054
	9205
	9232
	10461
	11741
	9258
	9284
	11764
	13071
	13052
	14424
	14446
	13053
	14468
	5946
	5966
	5944
	5945
	7057
	7045
	8146
	8134
	9300
	5910
	5898
	5925
	5943
	7030
	7011
	7029
	6996
	6982
	6981
	8075
	8053
	9231
	9257
	8094
	8114
	9283
	9299
	14425
	7058
	5965
	7068
	7056
	7067
	8153
	8145
	9313
	7044
	8133
	7043
	7028
	8132
	8093
	8074
	9298
	9312
	7066
	8163
	8152
	9327
	9326
	8144
	9311
	7042
	8143
	9325
defect 2 found with 8 vertices, area 11.50
	centroid (-30.0,-87.0,-39.1)
	704
	712
	1066
	705
	713
	1067
	1079
	1080
defect 3 found with 185 vertices, area 283.50
	centroid (-38.5,-84.4,-37.4)
	978
	1432
	1442
	988
	1981
	1980
	1995
	1452
	989
	1453
	1996
	1997
	2006
	2681
	2680
	1462
	990
	1454
	1443
	2007
	1463
	1444
	2696
	2017
	2695
	2016
	2005
	2694
	1471
	2029
	1464
	1455
	2018
	1472
	2030
	2707
	2028
	2706
	2705
	2715
	1480
	1479
	2041
	1465
	2008
	2042
	2717
	2043
	2031
	2040
	2716
	2726
	2727
	1490
	2053
	1489
	2052
	2019
	1474
	2032
	2728
	2741
	2718
	2729
	2051
	2739
	2740
	3576
	2064
	2756
	2063
	2044
	2033
	3577
	3589
	2062
	2754
	3588
	2755
	2079
	2080
	2065
	2757
	3603
	2776
	2775
	3619
	2774
	2054
	2045
	2731
	2730
	3602
	3618
	2095
	2793
	2081
	2096
	2097
	2066
	2758
	2777
	3620
	2796
	2795
	3635
	3636
	2773
	2742
	2743
	3617
	4541
	3634
	2794
	2792
	3633
	2114
	2113
	2098
	2810
	2759
	2778
	2797
	2809
	4540
	4555
	4556
	4529
	4530
	5618
	5634
	3621
	3637
	2812
	4539
	4528
	4554
	4574
	4575
	4576
	5613
	5614
	6713
	6729
	5619
	5654
	5635
	4557
	3653
	4578
	4594
	4595
	4577
	6712
	6697
	7791
	7804
	6714
	6730
	5655
	6743
	5657
	4597
	4596
	8927
	7805
	7792
	8928
	7825
	7840
	5675
	6754
	5676
	5656
	5678
	6757
	6772
	8945
	8944
	8963
	6755
	6770
	5677
	6771
	6756
defect 4 found with 312 vertices, area 477.75
	centroid (-19.0,-91.0,-36.8)
	1058
	1070
	1059
	1544
	1071
	1554
	1545
	1535
	1534
	1543
	1553
	1555
	1565
	1536
	2121
	2132
	2143
	2119
	2120
	2130
	1564
	2141
	2154
	1581
	2168
	2820
	2834
	2142
	2131
	2833
	2819
	2832
	2152
	2846
	2153
	2861
	2862
	1582
	2169
	2878
	2879
	2835
	3673
	3674
	2847
	3672
	3671
	2877
	3707
	2170
	2880
	3708
	3709
	2849
	2848
	3682
	4606
	3681
	4625
	4655
	2171
	2182
	2896
	3710
	4656
	4657
	3723
	3683
	4626
	4627
	4607
	2183
	1593
	2181
	1594
	2194
	2195
	2910
	3724
	4673
	3675
	3684
	4628
	5712
	5713
	5714
	2196
	1602
	1592
	2911
	3740
	3741
	4674
	3725
	5759
	4608
	3676
	4609
	3685
	4629
	5730
	5731
	5691
	5715
	5732
	2207
	2926
	2927
	2912
	3742
	4675
	4693
	5760
	4590
	3677
	4610
	5670
	4630
	6815
	5692
	5716
	5733
	6816
	2208
	3743
	4694
	3757
	3756
	5761
	5779
	4711
	4710
	5795
	3666
	4591
	4592
	4611
	5651
	5671
	5734
	5693
	6800
	6817
	6832
	3758
	2929
	2928
	3773
	3772
	4730
	5796
	5817
	6885
	5816
	5652
	5672
	5735
	6819
	6818
	6801
	6833
	2941
	3774
	4731
	2940
	2939
	2953
	3787
	4745
	5831
	6909
	6923
	6908
	7981
	6834
	6849
	6848
	2219
	2218
	2942
	2955
	3789
	4747
	5818
	2229
	2954
	3788
	4746
	5832
	6924
	7982
	7998
	7959
	6868
	6869
	6867
	2209
	1615
	1628
	1640
	2230
	2220
	2943
	2956
	3804
	3805
	3790
	4748
	5833
	4763
	6887
	4762
	5848
	6910
	7983
	7999
	7960
	7944
	6886
	2210
	1137
	1614
	1138
	1616
	1627
	1149
	1150
	1629
	1641
	2231
	2221
	2957
	2969
	2970
	3806
	4764
	5849
	1148
	1136
	1135
	1613
	1161
	1639
	1626
	1642
	1630
	2232
	2238
	2233
	2958
	2971
	2979
	2980
	3808
	3807
	3818
	1147
	1160
	1146
	1134
	1612
	1625
	1638
	2239
	2248
	2240
	2241
	2972
	2982
	2981
	3819
	2992
	3817
	3825
	3826
	3827
	2249
	2263
	2250
	2251
	2252
	2983
	2995
	2996
	2994
	2264
	2993
	1658
	1657
	1659
	2265
	2266
	3009
	3008
	3007
	1671
	2276
	1186
	1201
	1672
	1673
	1185
	1200
	2278
	2277
	1687
	1686
	1688
	1705
	2291
	1704
	2290
defect 5 found with 77 vertices, area 124.50
	centroid (-12.7,-96.8,-21.4)
	1375
	1393
	1376
	1392
	1915
	1914
	1933
	1394
	1934
	1935
	1377
	1916
	2594
	2595
	1913
	1932
	2593
	1953
	2616
	2615
	1395
	1936
	2617
	2618
	1378
	1917
	2596
	3427
	3428
	1912
	1931
	2592
	1952
	2613
	2614
	2634
	2633
	3448
	1396
	1937
	2619
	2597
	3429
	3451
	2637
	3472
	1379
	1918
	3447
	1930
	1951
	2612
	2632
	3445
	3446
	3469
	2635
	3470
	3468
	1397
	1938
	2598
	2638
	2620
	2636
	3471
	1380
	1919
	1950
	1967
	1968
	2649
	3467
	3484
	1410
	1954
	2639
defect 6 found with 15 vertices, area 24.50
	centroid (-4.5,-99.8,3.2)
	2360
	3097
	2366
	3103
	3976
	3096
	3102
	3111
	3104
	3110
	3987
	3986
	3998
	3975
	3985
defect 7 found with 46 vertices, area 72.75
	centroid (0.8,-99.9,3.6)
	2371
	2379
	2372
	3117
	2380
	3133
	2389
	2388
	3148
	3118
	2373
	2381
	2390
	3134
	3132
	3147
	4022
	4023
	3149
	3150
	4039
	3119
	3135
	4024
	5066
	5067
	4007
	4006
	5045
	4040
	4025
	4041
	6204
	6205
	5068
	5083
	5082
	6224
	6180
	5046
	6181
	5084
	5069
	6179
	6206
	6207
defect 8 found with 78 vertices, area 123.25
	centroid (-37.7,-88.4,-27.6)
	3423
	3424
	3442
	4325
	3425
	4326
	4343
	4342
	4311
	4310
	4324
	5412
	5413
	4327
	4312
	5395
	5414
	5431
	4371
	5459
	4370
	4309
	5393
	5394
	5432
	4328
	5415
	6518
	6540
	6539
	6561
	6560
	5458
	6584
	6583
	5392
	6516
	6517
	5416
	6541
	7620
	6562
	6563
	6585
	7663
	7662
	7682
	6602
	6603
	7681
	7619
	7638
	7639
	7664
	7683
	7701
	8809
	8834
	7699
	7700
	7661
	8765
	8808
	8833
	8832
	8786
	10034
	10065
	10088
	10087
	10048
	8807
	10064
	11365
	10086
	11353
	8806
	10063
defect 9 found with 37 vertices, area 54.00
	centroid (1.0,-92.0,-39.3)
	4483
	4497
	4484
	5586
	4498
	5594
	4513
	5587
	4485
	6681
	6685
	4499
	4514
	5603
	6699
	5588
	6682
	5596
	5595
	6686
	4515
	4500
	5604
	6700
	5597
	6687
	5606
	5605
	4516
	4501
	6701
	5598
	6688
	6702
	4517
	5607
	5608
defect 10 found with 31 vertices, area 51.50
	centroid (-5.9,-98.5,-16.5)
	5343
	5344
	6474
	5359
	5360
	6486
	7578
	5358
	5379
	5380
	6485
	5381
	6487
	7594
	7593
	8721
	6506
	6488
	7595
	7613
	7614
	8722
	7612
	8743
	8742
	6522
	7596
	8723
	7625
	7615
	8744
defect 11 found with 18 vertices, area 31.25
	centroid (-39.8,-85.7,-32.9)
	6654
	6666
	7747
	7746
	7754
	6667
	6677
	6676
	7765
	7748
	7755
	8873
	6668
	7756
	7766
	8875
	8874
	7767
defect 12 found with 119 vertices, area 186.00
	centroid (-28.3,-77.9,-55.9)
	8154
	8155
	8165
	9329
	9328
	9339
	8166
	8156
	9330
	9340
	9314
	9315
	10592
	10602
	9349
	8167
	8177
	9350
	9341
	10581
	10594
	10580
	10611
	10601
	9361
	8178
	9351
	9362
	10612
	10603
	11869
	11870
	11885
	11898
	10620
	10610
	11908
	11909
	10621
	9373
	10613
	9374
	9375
	9363
	11910
	11911
	13224
	13225
	13241
	10629
	10630
	11923
	11924
	10622
	10631
	9387
	9386
	11925
	13261
	13223
	13203
	13204
	14569
	14591
	14590
	14570
	14592
	14612
	10640
	10641
	11934
	11935
	13260
	13276
	11936
	11946
	14631
	13240
	15942
	15960
	15959
	14610
	15977
	15943
	15961
	15979
	14611
	11945
	14630
	14647
	14629
	17325
	17343
	15978
	17366
	17326
	17344
	17367
	15995
	17391
	14646
	16015
	17365
	17342
	18775
	18776
	15994
	17390
	17389
	18777
	17345
	17368
	18793
	17415
	16014
	17414
	17413
	18778
	18794
defect 13 found with 26 vertices, area 42.25
	centroid (-38.2,-90.0,20.8)
	8279
	8280
	9472
	9473
	8290
	9474
	9482
	9483
	10768
	8304
	9484
	8289
	8303
	10769
	8288
	10783
	10767
	9498
	9499
	10784
	8302
	9497
	10782
	10802
	10803
	10804
defect 14 found with 186 vertices, area 288.50
	centroid (-43.1,-86.7,-24.9)
	8676
	8696
	8695
	9927
	9926
	9946
	9947
	9948
	9906
	9905
	11248
	9945
	9925
	11247
	9970
	9971
	9972
	9973
	11268
	11230
	11231
	11229
	12535
	12553
	11266
	9969
	9944
	11265
	11246
	12552
	9997
	9998
	11287
	11310
	11288
	11289
	11269
	11267
	12568
	12569
	12536
	11249
	11250
	12554
	12566
	12567
	11286
	9996
	12551
	12565
	11309
	11311
	12600
	12601
	12584
	12570
	12555
	13940
	13941
	13942
	13943
	13938
	13939
	11308
	12583
	11285
	13957
	11333
	11334
	12599
	12625
	13978
	13993
	13979
	13958
	13927
	15323
	15324
	15325
	15302
	15326
	13959
	15322
	11307
	12598
	12623
	12582
	13956
	15338
	15337
	12624
	13992
	13977
	15362
	15339
	16649
	12597
	12622
	12646
	13991
	14011
	13976
	15359
	15360
	15361
	15381
	14012
	15396
	15340
	16667
	16685
	16666
	12596
	12621
	12645
	14010
	15395
	13975
	15358
	16683
	15380
	15379
	16705
	18133
	18145
	16707
	16684
	16708
	18144
	13990
	12644
	12620
	14009
	14029
	15394
	15408
	16724
	15378
	16682
	16704
	16706
	18157
	18158
	18160
	18161
	13989
	14008
	15393
	12643
	14028
	15407
	16723
	16742
	18159
	18174
	16743
	16725
	16722
	18172
	19688
	19689
	18173
	19690
	18175
	16741
	19708
	19709
	16740
	16721
	18171
	19707
	19706
	19710
	19716
	19717
	18187
	18201
	19715
	21214
	19721
	19724
	21226
	21227
	19725
	21234
	21235
defect 15 found with 197 vertices, area 300.75
	centroid (-18.2,-79.3,-58.2)
	9255
	10506
	10530
	9281
	9282
	9256
	10531
	11780
	10507
	11781
	9280
	10551
	10552
	11808
	10532
	11809
	11762
	11763
	13094
	11782
	13095
	9296
	10550
	10565
	10566
	10553
	10567
	11828
	11810
	11829
	13067
	13068
	13069
	11783
	13096
	13070
	9308
	9309
	9297
	10577
	10568
	10578
	11843
	13119
	13136
	11844
	11830
	13137
	14436
	14437
	14438
	14439
	14460
	13097
	9323
	10576
	10587
	10588
	11860
	10579
	11861
	11862
	13120
	11845
	11863
	13158
	13121
	13138
	13159
	14458
	14459
	15849
	15864
	15850
	15851
	14461
	14440
	10586
	11874
	11875
	11876
	11859
	13176
	13177
	13178
	11877
	13193
	14480
	11864
	11878
	13179
	14481
	14477
	14478
	15879
	15865
	15880
	17202
	17201
	17220
	15852
	15838
	14462
	14441
	10598
	11889
	13191
	13190
	13175
	13192
	14539
	14558
	14540
	14541
	11891
	13212
	14559
	11879
	11892
	13195
	13194
	13117
	13118
	14498
	14499
	14479
	17239
	15897
	15898
	15881
	17240
	17184
	17185
	17203
	17221
	18641
	15853
	15839
	17204
	11888
	13210
	11901
	11902
	14557
	14523
	14538
	14524
	14525
	15913
	15924
	11903
	11890
	11904
	13211
	14582
	15939
	15956
	13135
	17262
	15914
	18659
	18679
	18703
	18642
	13229
	11914
	13244
	13156
	13157
	17282
	17300
	13230
	11918
	11917
	14581
	14602
	14603
	15974
	17317
	17334
	15955
	17333
	17283
	18725
	11915
	13245
	14619
	18724
	18742
	18755
	13247
	14622
	14601
	15973
	13246
	14620
	14621
defect 16 found with 1173 vertices, area 1801.75
	centroid (-42.0,-79.7,-43.3)
	10150
	10170
	11442
	11441
	11467
	10169
	11466
	11443
	11468
	12775
	12776
	11487
	11486
	11465
	12774
	11469
	12777
	11488
	12753
	12754
	14160
	14161
	12797
	12796
	14183
	11501
	11500
	11485
	11499
	11464
	11440
	11489
	14136
	14137
	14159
	15572
	14182
	15595
	12798
	14184
	12810
	14198
	14199
	10218
	11522
	11521
	11484
	12795
	12809
	11520
	11502
	16926
	14197
	15618
	16953
	15594
	15617
	16952
	12811
	12828
	14218
	14219
	10217
	10235
	11540
	12794
	12808
	12827
	12826
	11539
	11503
	11523
	12829
	14217
	15640
	15639
	16974
	18357
	12842
	14238
	14239
	10254
	11561
	14216
	12841
	12840
	14236
	11560
	11538
	11524
	11545
	11544
	12843
	14237
	15660
	15659
	16989
	16990
	16975
	18358
	18376
	18377
	19872
	15661
	14240
	15662
	14257
	11562
	11581
	11582
	15637
	15638
	11559
	12857
	14256
	15658
	15678
	12858
	12844
	11565
	12860
	12859
	17010
	17011
	17009
	16988
	17008
	18378
	19873
	18404
	19918
	19892
	18406
	18405
	19919
	17012
	14258
	15679
	17025
	14274
	11583
	12877
	12878
	12879
	16987
	15657
	12876
	14272
	15698
	15677
	12861
	12880
	12881
	14275
	18407
	19893
	19920
	21387
	21408
	21409
	21388
	19921
	18408
	15699
	15700
	15680
	17026
	18430
	12896
	14273
	12895
	12894
	17007
	18375
	17006
	14285
	14271
	14286
	15697
	17024
	17040
	12862
	12882
	14276
	12899
	12898
	14290
	14289
	18379
	19894
	18380
	19922
	19944
	15714
	17041
	17053
	18431
	17027
	19945
	12916
	12917
	14287
	14288
	12915
	18402
	18403
	19890
	19917
	15712
	15713
	14305
	14304
	15726
	17052
	18429
	18447
	12883
	12900
	14291
	14292
	15715
	19895
	19874
	19875
	21369
	19896
	19923
	17054
	17042
	18448
	18463
	17062
	18432
	19946
	14306
	14307
	14308
	19943
	21385
	21386
	21407
	15725
	17059
	15727
	14318
	14317
	15736
	15734
	15735
	18458
	19964
	12901
	14293
	15716
	14309
	15729
	14310
	15728
	17063
	19876
	21370
	21371
	21391
	19897
	19924
	18449
	18464
	18478
	18462
	19983
	19984
	17061
	17073
	17074
	18477
	18450
	18433
	19947
	21419
	19970
	19969
	21442
	14319
	14320
	21418
	21406
	22887
	22897
	17070
	18472
	15737
	15751
	15752
	17071
	17088
	19978
	21436
	21456
	14294
	14311
	15717
	15731
	15730
	17064
	17075
	22858
	21392
	21372
	22859
	21410
	19985
	18461
	19982
	21460
	19998
	19997
	21473
	19999
	17060
	17072
	18476
	18493
	17091
	17090
	18516
	17092
	17043
	17044
	18451
	18409
	17028
	18434
	19948
	21421
	21420
	22901
	19971
	21443
	19987
	19986
	21463
	21462
	15738
	14337
	14336
	14338
	22915
	22886
	24446
	24463
	22898
	24464
	18488
	17087
	19993
	15753
	17089
	15765
	18512
	17103
	17102
	18537
	21470
	21437
	22916
	21457
	15718
	15701
	17056
	17066
	17065
	17076
	17093
	22874
	22875
	22888
	21475
	18460
	19981
	19968
	19967
	21459
	22935
	21461
	22936
	21474
	18492
	18475
	18491
	18515
	18517
	18518
	18539
	18540
	18519
	17029
	18410
	17030
	18435
	19972
	19949
	21422
	22902
	22903
	22889
	19988
	21464
	21465
	22938
	22939
	22937
	15754
	14359
	14360
	14358
	14361
	22885
	24445
	25963
	25986
	25987
	22899
	24465
	24448
	24447
	25964
	18511
	20004
	20005
	19994
	21471
	15766
	18536
	17104
	18538
	17115
	17114
	18556
	20044
	20045
	21438
	22917
	21458
	17046
	17045
	18452
	18466
	17055
	18465
	18479
	17077
	17094
	18520
	24432
	22876
	24433
	22946
	18459
	19980
	19966
	21441
	21440
	22934
	22921
	22922
	22945
	22923
	18514
	18474
	18490
	18513
	20025
	20026
	18541
	18542
	20048
	20049
	18543
	17031
	18436
	19950
	19973
	21411
	22904
	24450
	24470
	22924
	22925
	18480
	20000
	21476
	21445
	21444
	22940
	22947
	15767
	15768
	15769
	15770
	22884
	24444
	25962
	27528
	27529
	27552
	27553
	25965
	25988
	27554
	22900
	24466
	24449
	25966
	20021
	20006
	20022
	19995
	21472
	20043
	17105
	17116
	20064
	18557
	17132
	17131
	18573
	18572
	20082
	20023
	20024
	20046
	19965
	21439
	22918
	19979
	18453
	18494
	18495
	18521
	18544
	24434
	19996
	22920
	22919
	24485
	24486
	24487
	24488
	18473
	18489
	20007
	20047
	20050
	18558
	20069
	18559
	20066
	20067
	20068
	18560
	22891
	24472
	22926
	24489
	24451
	24471
	24469
	25994
	25995
	20008
	21479
	24499
	15791
	15792
	15793
	15771
	15794
	24443
	25961
	25984
	25985
	27551
	29184
	29185
	27574
	27573
	27575
	25989
	26007
	24482
	26008
	17117
	17133
	20065
	18574
	17153
	17152
	18586
	20083
	18585
	20101
	24483
	20027
	18545
	18561
	22877
	24484
	24468
	24467
	25991
	26010
	20070
	20086
	20087
	20071
	20084
	20085
	17120
	18575
	20089
	22890
	24452
	25996
	26012
	25993
	25969
	25970
	25971
	17118
	15795
	17119
	15811
	24442
	25960
	25983
	27550
	27572
	29203
	29204
	29205
	27587
	29224
	27588
	26019
	24496
	26020
	17134
	17154
	18587
	20102
	20103
	24497
	18562
	20072
	17121
	24498
	26009
	26022
	25992
	25990
	27557
	27558
	20088
	20104
	20105
	20106
	15796
	15797
	15813
	17137
	18576
	20090
	20107
	20108
	25968
	27533
	17135
	15812
	24427
	22869
	25959
	25982
	26005
	26006
	27549
	27571
	29202
	29222
	29223
	29225
	30840
	30841
	27603
	29241
	26030
	24506
	24505
	26031
	17155
	18588
	18606
	18605
	20121
	20122
	26021
	26032
	17122
	18577
	20091
	27556
	27577
	27590
	25967
	27531
	27530
	29188
	29187
	21526
	21525
	18589
	20123
	21537
	18590
	20124
	20125
	17136
	17157
	17158
	17138
	18591
	18592
	20109
	27532
	17156
	24426
	22868
	25937
	21383
	25958
	25936
	27526
	27527
	27548
	27569
	27570
	29201
	30821
	30822
	29221
	30838
	30839
	30842
	29242
	29226
	32361
	32362
	32363
	27604
	27605
	18607
	21536
	27589
	27555
	29186
	27576
	27505
	29166
	29165
	29164
	30806
	30805
	17172
	18608
	20141
	21538
	17173
	17174
	22867
	21382
	27500
	29161
	27547
	29182
	29183
	29200
	30820
	30837
	32359
	32360
	30843
	32364
	29243
	29227
	29206
	33884
	33885
	32342
	32341
	33874
	33886
	32343
	29207
	30824
	29134
	29133
	30786
	30785
	30784
	30804
	30823
	18623
	18622
	20140
	21552
	21553
	22850
	21381
	29162
	30776
	30775
	30800
	29199
	30819
	30835
	30836
	32358
	33882
	33883
	33872
	33873
	32320
	32321
	32319
	33855
	30749
	30750
	30748
	30747
	30746
	30783
	30803
	18624
	18645
	18646
	18644
	18621
	20139
	21551
	21569
	21570
	21554
	21571
	22851
	21362
	29163
	30777
	30801
	32313
	32338
	29219
	29239
	30856
	32356
	32375
	29220
	29240
	30857
	32357
	32376
	32340
	33870
	33871
	33853
	33854
	32300
	32299
	32318
	30717
	30716
	32242
	32273
	32274
	30715
	30714
	30713
	30745
	30782
	18625
	18647
	18662
	18663
	18664
	18643
	20157
	20158
	18620
	20138
	21550
	21568
	21590
	21591
	20160
	20161
	20177
	21592
	23030
	22829
	21363
	24380
	29132
	30739
	30740
	30778
	30802
	32295
	32314
	32339
	33869
	33851
	33852
	32317
	30781
	32298
	32241
	32219
	32218
	33781
	32243
	33782
	30690
	30689
	32240
	30688
	30687
	30712
	30744
	18648
	18665
	20173
	20174
	18686
	18687
	21567
	20159
	21589
	20175
	21610
	23057
	23056
	23084
	20176
	23058
	18666
	22830
	21347
	24381
	30708
	30741
	30779
	32296
	32315
	33850
	32316
	32297
	30743
	30780
	32217
	32202
	32201
	33748
	32200
	33749
	35393
	30668
	30667
	30666
	30665
	30664
	30686
	30711
	18688
	20190
	20191
	22831
	24382
	24352
	30709
	30742
	30710
	33721
	32180
	32179
	33720
	30643
	33722
	35357
	30642
	30641
	30640
	30639
	32199
	30663
	30685
	24383
	24353
	30684
	33698
	35329
	35330
	32148
	32147
	33667
	33697
	32178
	32146
	35358
	32177
	32176
	32175
	32174
	24384
	24354
	33668
	35275
	35302
	35303
	36995
	35331
	36996
	32121
	32122
	32149
	32120
	32145
	32119
	32144
	32143
	32142
	33693
	24355
	25896
	25873
	33669
	35276
	35274
	35253
	35254
	35301
	36960
	36961
	36994
	30596
	30597
	30620
	32150
	30595
	32118
	33642
	33664
	33663
	30594
	32100
	33662
	33661
	27439
	25849
	27412
	35273
	35252
	36932
	36933
	33646
	36959
	36993
	30575
	30576
	29026
	29006
	29048
	30574
	32099
	33622
	33623
	33643
	33641
	35248
	35249
	35270
	35269
	30573
	32079
	33598
	27413
	27393
	27394
	33666
	35251
	35272
	36931
	33645
	36958
	33626
	29005
	29004
	27355
	27331
	27381
	27330
	28980
	30552
	33599
	33624
	33644
	35250
	33665
	35271
	35298
	30551
	27395
	27414
	27375
	36930
	36957
	33625
	27329
	27311
	27354
	27380
	27310
	28979
	35299
	27376
	27396
	27349
	27328
	27353
	27379
	25785
	27350
	27377
	27397
	27327
	25784
	27352
	27378
	27351
	27416
	27417
	25874
	27443
	25875
	27444
	24356
	24387
	25898
	25899
	27470
	27471
	24357
	27472
	24388
	24410
	25915
	25916
	24411
	25914
	27501
	27502
	27503
	25939
	25940
	24428
	25938
defect 17 found with 6 vertices, area 8.25
	centroid (-25.5,-78.0,-57.2)
	11849
	11868
	13163
	13164
	13184
	13183
defect 18 found with 6 vertices, area 9.00
	centroid (-43.3,-84.9,-30.2)
	14066
	14080
	14079
	15451
	15466
	15467
defect 19 found with 31 vertices, area 50.50
	centroid (-19.4,-84.5,49.8)
	18887
	18902
	18901
	20377
	20394
	18915
	18914
	20378
	20395
	21836
	21837
	18923
	18924
	20379
	20396
	20413
	21853
	21818
	21819
	21838
	23339
	20431
	20432
	20414
	21854
	23356
	21874
	23340
	21875
	23357
	21855
defect 20 found with 293 vertices, area 463.25
	centroid (23.5,-89.2,-38.5)
	19759
	19783
	21267
	21266
	21284
	19804
	19782
	21268
	21285
	21283
	22772
	22773
	19803
	19824
	19825
	21306
	21286
	22774
	22771
	24313
	24314
	24315
	22787
	19823
	21326
	21327
	21328
	19826
	22785
	21287
	21308
	22788
	24326
	24300
	25816
	24312
	25815
	24301
	24328
	24302
	25818
	21307
	22803
	22786
	24327
	22801
	22802
	21329
	19839
	24338
	21309
	24325
	24284
	25791
	25835
	25790
	25814
	25834
	25792
	25793
	25837
	25794
	25819
	25836
	25817
	27363
	27364
	24339
	21339
	21330
	22804
	22820
	24337
	24360
	24361
	25851
	24263
	24264
	27385
	27386
	27384
	27338
	27365
	25852
	27388
	27405
	27387
	27362
	29034
	29035
	29036
	24362
	24340
	22819
	22821
	24363
	24359
	25877
	24391
	24392
	24393
	27403
	27422
	22736
	24245
	22737
	24262
	24246
	22728
	27360
	27361
	29055
	29054
	28989
	29016
	25853
	27406
	27404
	27423
	27424
	29033
	29014
	29015
	30582
	30606
	30583
	30607
	24341
	25854
	25878
	24390
	25902
	27453
	25903
	25904
	25905
	24417
	29076
	29075
	22727
	24228
	24229
	24244
	25724
	25725
	22717
	25726
	29032
	29031
	30602
	30627
	28959
	28988
	28958
	30559
	30560
	27407
	27425
	29077
	27455
	29095
	29013
	30580
	30604
	30603
	28986
	28987
	30581
	32104
	32105
	32128
	27426
	25925
	25924
	27481
	29093
	27454
	27456
	25927
	27484
	24418
	29094
	22716
	24227
	24210
	25684
	25701
	24211
	22699
	25685
	25702
	25723
	25700
	27249
	27264
	25748
	25747
	27265
	27288
	21222
	21231
	21230
	25749
	25703
	27251
	27266
	30628
	32155
	30647
	30646
	32181
	28944
	27289
	28943
	28957
	30538
	30558
	30539
	27482
	27483
	29112
	30694
	30720
	30557
	30605
	30629
	32127
	32158
	27457
	25949
	25950
	25926
	25948
	27511
	30693
	27485
	25928
	21229
	27250
	27287
	28942
	21221
	21220
	30648
	32182
	32156
	33674
	32183
	30524
	30523
	30537
	27513
	29142
	30757
	32223
	30721
	30695
	32224
	32250
	30630
	32157
	33676
	27486
	27512
	27514
	27515
	30522
	33675
	35279
	32279
	33755
	33756
	32251
	33789
	35280
	35281
	29144
	29145
	35305
	32280
	33754
	35363
	35364
	32252
	33790
	35306
	35307
	30759
	30760
	35334
	32281
	35362
	35335
defect 21 found with 76 vertices, area 118.75
	centroid (-33.7,-76.0,-55.6)
	20205
	20218
	20219
	21624
	20206
	21638
	20232
	21653
	20220
	20233
	21625
	23105
	21652
	21654
	23149
	23150
	21639
	20234
	20221
	21655
	23106
	24689
	24690
	23127
	23148
	21668
	23167
	24736
	24737
	24738
	21640
	23128
	20235
	20245
	21669
	24713
	24712
	26248
	24756
	26267
	26268
	24739
	24757
	21656
	23129
	21641
	24714
	20246
	20236
	26269
	24771
	24772
	26287
	26288
	24740
	24758
	24773
	21657
	23130
	24715
	23151
	20247
	27885
	26309
	26308
	26310
	26289
	27886
	23169
	21670
	23152
	21658
	23170
	21671
	23153
	23171
defect 22 found with 22 vertices, area 36.75
	centroid (-16.4,-84.5,50.9)
	20390
	20408
	20391
	21833
	21832
	20409
	20426
	21834
	23336
	21851
	23354
	20410
	20427
	21869
	21852
	23337
	21870
	23373
	23355
	23374
	20428
	21871
defect 23 found with 14 vertices, area 21.00
	centroid (-38.3,-84.3,37.8)
	21904
	21912
	21905
	23435
	23436
	23446
	23460
	24957
	24956
	24964
	24965
	24974
	24973
	24963
defect 24 found with 6 vertices, area 9.00
	centroid (-45.4,-78.9,-41.4)
	24238
	24239
	24252
	25715
	25734
	24253
defect 25 found with 18 vertices, area 25.50
	centroid (27.0,-96.3,2.8)
	25362
	25380
	25363
	25379
	26885
	25381
	26901
	26902
	26886
	25364
	28544
	28563
	26887
	26903
	28564
	26922
	26921
	28588
defect 26 found with 21 vertices, area 36.00
	centroid (32.9,-87.1,-36.5)
	25618
	25642
	27149
	27173
	27199
	28829
	28828
	28855
	27174
	27200
	27198
	28880
	28881
	28856
	28827
	28854
	30410
	30411
	30439
	28879
	30454
defect 27 found with 522 vertices, area 801.75
	centroid (-45.0,-75.6,-47.4)
	25840
	25841
	25863
	27390
	27411
	25864
	25888
	25862
	25889
	29059
	29070
	27410
	29069
	25887
	27435
	27436
	27437
	29058
	30634
	29082
	30653
	29081
	29068
	30652
	27463
	29099
	27464
	27465
	32167
	30633
	29098
	30674
	30702
	30651
	30632
	27494
	27493
	29123
	29122
	27495
	32166
	30736
	30673
	30701
	30735
	32187
	32206
	32165
	29124
	29157
	29158
	29156
	30772
	33685
	30771
	32233
	30700
	30734
	32265
	32266
	32186
	32164
	32205
	33684
	30738
	30737
	30774
	30773
	32291
	32292
	32232
	33802
	32290
	33708
	33733
	33683
	33767
	35288
	35287
	30703
	32234
	32268
	32267
	32294
	32293
	33828
	33829
	33830
	35411
	35442
	35314
	35343
	33732
	33766
	35380
	36924
	36946
	36945
	36976
	30704
	32235
	32269
	33804
	33805
	33832
	33831
	35443
	35444
	33848
	35410
	35379
	37068
	37069
	35412
	35313
	35342
	36925
	36923
	38566
	38567
	38583
	36944
	36975
	29101
	30676
	32209
	32236
	33806
	33803
	35415
	35416
	35414
	35445
	33849
	37070
	37097
	35470
	35471
	33867
	37045
	38690
	38691
	38692
	37012
	36907
	38550
	38568
	38565
	38548
	38549
	38582
	38599
	38628
	29083
	30677
	30655
	30654
	30675
	32208
	33738
	32210
	33739
	32237
	35417
	35383
	35382
	35384
	37073
	35381
	35413
	37072
	35472
	37099
	33868
	38725
	37125
	35491
	37126
	37044
	37011
	38659
	38689
	38658
	38723
	38724
	36908
	38551
	38523
	38524
	40139
	40138
	40162
	40178
	38598
	38581
	40177
	38627
	30656
	32211
	32190
	32191
	32189
	32188
	32207
	33737
	33711
	33712
	33713
	37074
	33770
	33769
	33768
	35347
	33771
	37049
	38694
	38695
	33734
	35344
	37047
	37071
	37098
	35492
	37127
	38726
	38727
	38756
	40297
	40322
	37145
	38757
	40232
	40263
	38722
	40294
	40210
	40295
	40296
	40112
	38504
	40113
	40189
	33710
	33736
	35318
	33735
	35346
	35317
	37016
	37048
	37015
	38663
	40237
	38729
	38728
	38730
	35345
	35315
	37014
	37013
	37046
	38661
	38693
	37146
	38758
	40298
	40323
	40265
	40266
	40321
	41857
	41858
	41876
	41877
	41800
	40262
	40231
	41799
	40293
	40318
	40319
	41779
	40320
	40264
	41830
	38505
	40097
	33709
	35316
	36979
	38662
	38631
	40236
	40267
	40301
	38759
	40324
	38760
	40302
	36978
	36977
	38630
	38629
	38660
	40234
	41859
	41878
	40233
	41802
	41831
	41875
	43365
	43383
	43381
	43382
	41829
	41854
	41828
	41873
	41874
	40098
	38506
	41640
	36948
	36947
	36980
	38604
	38603
	40213
	40193
	40235
	41804
	41833
	40325
	38602
	38601
	38600
	40211
	41781
	41801
	43318
	43319
	43340
	41856
	41855
	43363
	44871
	43364
	43338
	43361
	40099
	40115
	40114
	41662
	38526
	38584
	38585
	36949
	41783
	40212
	41782
	41759
	41758
	41803
	41832
	40180
	40192
	40191
	40190
	41756
	41780
	43299
	44800
	44822
	44823
	43320
	43341
	44849
	44848
	43362
	44869
	44870
	44844
	43339
	44845
	38552
	40140
	41663
	41691
	43200
	43201
	38586
	38570
	38569
	40163
	40181
	43302
	43301
	43321
	43284
	43285
	43342
	40179
	41738
	41739
	41757
	41736
	41755
	41737
	43280
	44784
	46269
	46287
	46311
	44847
	44824
	43300
	46312
	44868
	44846
	44843
	44821
	46310
	46330
	40164
	41718
	41692
	41664
	43202
	41690
	43215
	43216
	43217
	41717
	43283
	43265
	43266
	43264
	43239
	41735
	43262
	43263
	43261
	44771
	46251
	46250
	46268
	47766
	47795
	47818
	46333
	47841
	44801
	46288
	43282
	44820
	43317
	44799
	46286
	46309
	46285
	47816
	47817
	44754
	44774
	43238
	44753
	44772
	43281
	44785
	43237
	44752
	46232
	46231
	47742
	47765
	47794
	49246
	49247
	49269
	49289
	44786
	46270
	47796
	44798
	43297
	47793
	46267
	46233
	46252
	44773
	47720
	47721
	47719
	49184
	49204
	49222
	50686
	46253
	47767
	49225
	44783
	43278
	46234
	47722
	49185
	49186
	50622
	50621
	50641
	50661
	47743
	49207
	49224
	49206
	49187
	50623
	50643
	50642
	50662
	49223
	49205
defect 28 found with 7 vertices, area 10.50
	centroid (-37.5,-75.4,-53.9)
	26099
	27656
	27668
	29282
	29295
	29296
	29283
defect 29 found with 60 vertices, area 93.50
	centroid (27.5,-95.7,9.1)
	26849
	26865
	26850
	28503
	26866
	28523
	28524
	28504
	26851
	30108
	30107
	30133
	26867
	28525
	30134
	30135
	28505
	30109
	28526
	30136
	30110
	28506
	28527
	30137
	31640
	30155
	30111
	30083
	31623
	28507
	30112
	30138
	30156
	31624
	31641
	30084
	30085
	30113
	30139
	30157
	31625
	31642
	31661
	31626
	30114
	31643
	31663
	30158
	33153
	33167
	31662
	33154
	31644
	33168
	31679
	33180
	33181
	31664
	33169
	33182
defect 30 found with 46 vertices, area 72.50
	centroid (-4.5,-84.5,53.3)
	28029
	29639
	28030
	29640
	31210
	31211
	28043
	29665
	31212
	29666
	29641
	31209
	32748
	32749
	29686
	29685
	29664
	31234
	31235
	31232
	32769
	34287
	34288
	31252
	31253
	29684
	29697
	29698
	29663
	31233
	32770
	32771
	32791
	34304
	34305
	31264
	32793
	31251
	31263
	32792
	34306
	34324
	34325
	32814
	34326
	32813
defect 31 found with 44 vertices, area 64.50
	centroid (16.1,-91.6,36.6)
	28188
	28204
	28189
	29794
	28205
	29815
	28203
	28220
	28221
	29795
	31335
	31334
	31355
	29816
	28222
	28206
	29817
	29814
	29832
	29833
	28241
	31356
	32884
	32897
	29835
	29834
	31379
	28223
	28242
	28207
	29818
	29836
	31377
	31378
	29849
	29850
	32912
	29851
	29852
	32911
	28224
	28243
	32910
	28244
defect 32 found with 58 vertices, area 92.50
	centroid (31.2,-89.5,-31.9)
	30388
	30416
	30417
	31900
	31901
	31926
	31925
	31952
	31899
	31886
	31887
	31902
	31927
	31953
	31954
	31967
	31968
	31885
	33378
	33391
	33379
	33413
	33450
	33449
	33482
	33481
	33392
	33412
	35020
	33414
	33451
	35059
	35060
	33483
	35088
	33511
	35111
	35021
	35034
	33448
	35058
	36733
	36734
	35089
	36735
	36755
	35112
	35087
	36754
	35035
	35057
	36719
	36732
	38360
	38361
	38378
	36753
	38359
defect 33 found with 6 vertices, area 9.00
	centroid (-48.3,-85.0,-20.8)
	30446
	30468
	30467
	30447
	31978
	31979
defect 34 found with 30 vertices, area 47.00
	centroid (-11.1,-67.5,-73.0)
	32575
	34091
	34113
	34112
	34092
	35720
	35739
	34135
	34136
	35737
	35738
	34114
	35721
	35719
	35760
	35759
	32596
	32597
	34137
	34159
	35740
	37357
	35780
	37409
	35761
	34160
	35781
	37370
	37410
	37391
defect 35 found with 38 vertices, area 63.25
	centroid (25.0,-91.8,30.7)
	34526
	34550
	36149
	36173
	34527
	34551
	36198
	36199
	34578
	36150
	36148
	36172
	37811
	37812
	36174
	37833
	36200
	34579
	37832
	37852
	36231
	37853
	34606
	37834
	39410
	39411
	36232
	37854
	34607
	37873
	39429
	36258
	37874
	36259
	37875
	37893
	39444
	39445
defect 36 found with 6 vertices, area 8.00
	centroid (-32.4,-68.7,-65.1)
	37259
	37278
	37277
	37260
	38900
	38901
defect 37 found with 34 vertices, area 55.50
	centroid (32.4,-69.1,-64.7)
	40344
	40354
	40353
	41900
	41910
	40375
	40376
	40374
	41936
	41911
	41937
	40400
	40401
	41938
	40373
	40399
	41935
	43466
	43467
	41963
	43438
	43468
	41964
	43469
	40418
	40419
	41965
	43493
	43437
	43494
	43495
	41981
	43514
	41982
defect 38 found with 121 vertices, area 184.25
	centroid (20.8,-61.4,-76.1)
	40564
	40566
	40565
	42161
	40567
	42163
	40568
	42162
	42156
	43709
	43711
	42164
	40569
	42165
	43713
	42157
	43702
	43710
	43701
	43700
	43708
	45210
	45213
	43714
	43712
	45214
	42166
	43687
	43686
	43703
	45204
	45203
	45211
	43685
	45202
	45209
	46697
	46698
	43666
	42143
	42142
	45172
	45191
	43688
	42141
	45192
	46692
	45212
	46699
	42120
	43665
	45189
	46689
	46696
	48212
	48213
	46691
	48214
	42122
	42121
	45171
	46666
	46667
	45190
	46680
	46681
	42101
	43646
	45170
	46678
	48200
	48209
	48210
	46690
	48211
	42103
	42102
	46665
	46679
	46646
	46647
	48176
	48191
	48190
	42084
	43624
	45150
	46664
	48189
	49627
	48201
	42086
	42085
	43626
	46645
	46625
	46626
	48175
	49602
	49616
	48202
	49629
	43625
	45126
	45125
	45151
	46644
	48174
	49614
	49628
	45127
	46624
	46606
	48129
	48152
	48153
	49601
	49584
	49585
	49603
	49600
defect 39 found with 7 vertices, area 10.00
	centroid (-47.9,-81.2,-33.2)
	41727
	41728
	43251
	43252
	43229
	43253
	43228
defect 40 found with 7 vertices, area 10.75
	centroid (-47.8,-81.9,-31.8)
	43182
	43208
	44685
	43207
	44718
	44684
	44717
defect 41 found with 8 vertices, area 12.00
	centroid (-39.8,-70.5,-58.7)
	43351
	43374
	43373
	43352
	44858
	44857
	44882
	44883
defect 42 found with 20 vertices, area 29.75
	centroid (34.7,-64.4,-68.2)
	43561
	43582
	43562
	45073
	45072
	43583
	45084
	43601
	43563
	45074
	45065
	45064
	45085
	43584
	43602
	45101
	45086
	45102
	43603
	45103
defect 43 found with 37 vertices, area 59.25
	centroid (-49.7,-77.3,-39.4)
	44790
	46257
	46274
	44805
	44791
	46258
	47748
	47747
	47770
	46275
	46293
	46273
	46294
	44806
	44825
	44826
	44792
	47771
	47769
	49226
	49227
	47799
	47800
	46292
	47798
	44807
	44827
	46315
	46316
	49251
	47822
	47823
	44828
	46317
	47824
	49273
	49274
defect 44 found with 37 vertices, area 59.75
	centroid (42.1,-65.4,-62.9)
	47871
	49318
	47889
	47888
	49333
	50753
	47905
	49335
	49334
	49352
	47887
	47904
	49332
	50767
	50766
	50754
	50768
	50769
	49351
	50785
	49369
	49370
	47903
	47923
	50783
	50784
	52202
	50755
	52203
	52215
	50786
	50809
	52227
	52228
	52229
	52252
	52253
defect 45 found with 155 vertices, area 241.50
	centroid (-45.8,-70.6,-53.9)
	50639
	50659
	50658
	52083
	52102
	50684
	52103
	52127
	53614
	53630
	52148
	52104
	52128
	52147
	52126
	53654
	53655
	52149
	53676
	53677
	53632
	53656
	55243
	55242
	55260
	55244
	52173
	53678
	55261
	55262
	53617
	53633
	53657
	55245
	53699
	53700
	53679
	55263
	55219
	55229
	56774
	56786
	53680
	55264
	56808
	55196
	55220
	55230
	56775
	56787
	53658
	55246
	55247
	55265
	56809
	55197
	56736
	53618
	55221
	53634
	55231
	56776
	56760
	56761
	58248
	58260
	58270
	55232
	55248
	56788
	56810
	58295
	55198
	56737
	56777
	56762
	56738
	58249
	58261
	58271
	59832
	56789
	56811
	58296
	59857
	59858
	58250
	58262
	56763
	58225
	59824
	59833
	58272
	56790
	56812
	58297
	59859
	61246
	61271
	59879
	59878
	58251
	58226
	59825
	58263
	56764
	59834
	61247
	58273
	58298
	58309
	58308
	62642
	62661
	61292
	61272
	59880
	61293
	58252
	59815
	59826
	59835
	58264
	61248
	62643
	58274
	58299
	58310
	59881
	62662
	61294
	58253
	59816
	59827
	59836
	61249
	62644
	59860
	61295
	59817
	59791
	59861
	59837
	61250
	61238
	61239
	62645
	61273
	61274
	59818
	59792
	61207
	61231
	61230
	61232
defect 46 found with 62 vertices, area 100.50
	centroid (67.2,-71.4,-19.8)
	51857
	53354
	53377
	53376
	54972
	53353
	53405
	53378
	53404
	54994
	54993
	55015
	53375
	54992
	53403
	55014
	54971
	56511
	56510
	56529
	56545
	55032
	55033
	53374
	53402
	54991
	55013
	56543
	56544
	54970
	56509
	56528
	58003
	58004
	58025
	58040
	56560
	56561
	56546
	58041
	56559
	53373
	54990
	53401
	55012
	56527
	58023
	58039
	56558
	56542
	58024
	59606
	59616
	54989
	55011
	56541
	58022
	59604
	59605
	58038
	56525
	56526
defect 47 found with 76 vertices, area 113.75
	centroid (66.0,-39.2,-64.1)
	55322
	55338
	55323
	56860
	55339
	56875
	55355
	56861
	58331
	58330
	58340
	56876
	55356
	56891
	58357
	58341
	59903
	59911
	58329
	59902
	58339
	59910
	59928
	56892
	58358
	59929
	61321
	61329
	59901
	59909
	61320
	61328
	61319
	61327
	61314
	61313
	62710
	62718
	62725
	61312
	61318
	61326
	62724
	62709
	62708
	62717
	62716
	62723
	62692
	64232
	64242
	62691
	62707
	62715
	64241
	64240
	64216
	64231
	64215
	65712
	65722
	65721
	62690
	64214
	64230
	65720
	65710
	64193
	64192
	64213
	65676
	65675
	65694
	67192
	65674
	67191
defect 48 found with 398 vertices, area 608.00
	centroid (77.4,-62.5,10.1)
	57772
	57792
	59300
	59318
	57791
	57805
	57806
	57793
	59319
	59301
	57790
	57804
	59339
	59340
	59320
	59341
	60780
	59302
	60781
	57803
	59338
	59356
	59357
	59358
	60789
	59342
	59321
	60790
	59359
	60772
	60773
	62145
	62153
	59337
	59355
	59371
	59372
	59373
	59374
	62154
	60800
	59360
	62166
	59375
	60815
	60814
	62136
	63615
	63632
	62146
	59336
	59354
	60813
	60824
	60825
	60826
	60827
	60828
	63633
	63643
	62155
	60816
	60801
	62167
	60829
	62180
	62196
	63631
	65152
	65153
	63642
	59335
	59353
	60812
	60823
	62190
	62191
	62192
	62193
	62194
	62195
	63644
	65166
	65167
	62181
	63657
	62197
	62212
	62213
	65133
	65132
	65151
	66661
	65165
	66684
	59352
	60811
	60822
	62189
	63682
	63683
	62207
	62208
	62209
	62210
	62211
	65168
	66685
	66686
	65181
	65180
	63669
	63684
	66639
	66660
	66683
	68222
	68223
	60810
	62178
	62179
	62188
	63681
	63693
	63694
	63695
	62227
	62228
	62229
	66696
	66695
	68235
	65193
	66697
	63670
	66638
	66659
	68195
	68221
	68234
	60809
	62177
	62187
	63680
	63692
	65215
	65216
	65217
	63709
	63710
	68236
	68237
	69749
	68246
	68245
	69757
	65194
	66705
	68247
	68194
	68220
	69738
	68233
	69747
	69748
	62176
	63667
	63668
	63679
	65203
	65204
	65214
	65225
	65226
	65227
	69756
	69758
	69759
	71364
	71365
	68193
	68219
	69737
	69746
	71350
	71351
	69755
	62175
	63666
	63678
	65202
	65213
	66731
	66732
	66733
	65235
	66753
	71363
	71366
	71373
	71374
	71375
	68218
	69736
	69745
	71349
	71361
	71362
	62174
	63665
	63677
	65201
	65212
	66730
	66751
	66752
	71372
	72968
	72969
	69735
	71334
	71335
	71348
	71360
	72952
	72953
	72954
	63656
	63664
	65192
	65200
	65211
	66729
	66750
	72967
	72988
	72989
	69734
	71333
	71347
	71359
	72951
	72965
	72966
	63655
	65191
	66710
	66717
	66749
	66766
	72987
	74482
	69733
	71332
	71346
	71358
	72950
	72964
	74465
	74466
	74467
	65179
	65190
	66704
	66709
	66703
	66716
	66748
	66765
	74481
	71331
	71345
	72940
	72941
	72949
	72963
	74464
	74480
	65189
	68255
	68264
	66702
	68244
	68288
	68301
	74498
	71330
	71344
	72939
	72948
	72962
	74463
	74479
	74497
	69754
	69767
	68254
	68263
	66701
	68243
	68231
	69742
	68287
	68300
	71329
	71343
	72938
	72947
	72961
	72985
	72986
	74478
	74496
	71340
	71355
	71370
	68253
	68262
	66708
	68242
	69743
	68286
	68299
	69815
	71328
	71342
	72937
	72946
	72960
	74461
	74462
	74477
	74495
	71341
	71356
	71371
	69744
	68285
	68298
	69814
	71357
	72945
	72959
	72983
	72984
	74476
	74494
	75940
	68297
	69813
	69803
	71412
	71423
	73002
	73003
	73004
	74493
	75939
	68296
	69812
	69802
	71411
	71402
	73001
	73013
	71435
	73025
	73014
	74491
	74509
	74492
	75938
	69811
	69801
	69790
	71401
	73041
	71434
	73040
	73026
	74523
	74510
	74524
	75937
	69800
	71410
	71422
	71432
	73042
	74541
	74542
	71433
	73039
	74540
	74543
	73024
	73038
	74539
defect 49 found with 51 vertices, area 83.25
	centroid (71.6,-67.8,-16.6)
	63935
	63948
	65408
	65421
	63961
	65431
	65409
	65422
	66917
	66916
	66925
	63962
	65443
	66936
	65410
	66903
	63963
	65444
	66937
	65411
	66904
	65424
	65423
	66881
	63949
	65445
	66938
	68470
	65412
	65425
	66918
	68393
	68415
	63938
	63937
	65433
	65432
	66926
	63950
	68459
	66905
	66919
	63951
	65434
	66927
	68438
	68416
	68439
	68417
	68440
	68461
defect 50 found with 15 vertices, area 22.50
	centroid (31.9,-59.6,73.7)
	64744
	64766
	64765
	64745
	66225
	66224
	66248
	66247
	67728
	67729
	66246
	67750
	67749
	66271
	66272
defect 51 found with 1731 vertices, area 2630.50
	centroid (-43.2,-28.7,-83.5)
	65563
	65564
	65580
	67076
	67091
	65581
	67077
	65565
	65593
	68624
	68638
	67108
	68658
	65582
	65594
	67092
	67078
	68625
	68623
	68611
	68612
	68637
	67109
	68659
	68657
	68683
	68684
	67093
	68640
	68639
	68626
	68613
	70168
	70188
	70145
	70144
	70146
	70210
	68660
	68685
	68682
	68656
	68718
	68719
	68720
	68641
	68661
	68614
	70169
	68627
	70170
	68589
	70107
	71758
	71779
	71797
	70187
	71759
	71760
	70108
	70147
	71761
	70209
	68686
	68721
	70230
	70229
	68681
	68717
	70228
	68748
	68749
	68750
	68751
	68642
	68662
	70212
	70211
	68590
	68628
	70171
	70148
	68557
	70080
	70081
	73337
	73355
	71796
	73378
	70186
	73338
	71780
	71781
	73339
	68558
	71762
	71724
	71725
	73321
	73340
	70208
	70249
	68752
	70231
	70250
	70251
	68716
	68680
	70227
	68747
	70277
	70278
	68769
	70301
	68770
	68771
	70280
	70279
	70189
	70213
	71818
	71817
	71835
	70149
	70172
	70190
	70109
	70110
	73318
	73319
	74849
	74865
	73356
	74866
	71795
	73377
	73379
	73400
	73401
	74887
	74905
	70185
	74827
	74850
	71799
	71798
	73357
	74851
	74867
	71723
	71691
	71692
	73320
	71726
	71693
	73293
	74829
	74852
	70207
	70281
	71850
	71849
	71873
	70248
	70276
	70226
	70300
	70302
	70318
	70319
	70303
	71872
	71871
	71898
	71800
	71819
	71836
	73402
	73421
	73420
	73435
	70111
	70150
	70173
	70191
	73290
	71721
	71722
	74826
	74828
	74848
	74825
	76298
	76299
	71794
	73376
	73399
	73380
	74888
	74903
	74904
	74906
	74926
	74927
	74794
	76276
	76300
	74889
	74868
	76316
	76315
	71690
	73292
	73294
	74795
	71727
	71694
	73295
	74796
	74830
	74853
	74869
	71816
	71834
	71874
	73453
	73452
	70247
	70275
	70299
	71848
	70317
	70320
	71897
	71918
	71919
	71920
	71899
	73451
	73480
	71921
	73479
	73507
	71801
	71820
	73403
	73422
	73436
	74928
	74948
	74967
	70112
	70151
	70174
	70192
	71689
	71688
	73291
	74793
	70105
	70106
	74792
	76274
	76241
	77753
	77792
	76312
	77818
	76313
	73375
	74885
	74886
	76339
	76338
	76360
	76361
	74925
	76378
	76363
	76379
	76380
	76243
	76242
	76275
	77755
	76301
	76277
	77756
	76314
	77795
	77794
	76317
	76340
	74797
	71728
	71695
	73296
	74798
	74831
	74854
	76303
	76302
	73398
	73419
	71833
	74966
	74965
	71870
	70298
	71896
	70316
	71847
	70338
	70339
	71917
	71940
	73505
	73504
	73530
	73506
	74991
	73508
	75020
	73533
	73534
	71802
	73404
	74908
	74907
	74929
	74949
	74950
	74968
	76420
	76421
	70113
	70152
	70175
	70193
	70079
	70078
	68587
	68588
	68556
	77754
	77793
	79216
	79248
	76336
	77840
	79267
	76337
	77820
	77819
	73397
	73374
	74884
	74902
	76335
	76334
	76364
	77843
	77873
	76362
	77871
	77870
	77894
	77872
	77896
	77895
	79217
	79218
	76318
	76341
	77821
	77845
	77844
	71729
	71696
	73297
	73265
	73266
	74799
	74832
	76279
	76278
	76304
	73418
	74992
	76419
	71869
	71916
	71895
	71938
	73434
	71939
	73531
	73532
	73529
	75046
	75047
	75051
	75021
	76460
	76459
	75049
	75050
	71803
	73381
	73382
	73405
	74909
	74930
	74931
	74951
	76402
	76403
	76436
	76437
	77940
	77939
	76422
	77941
	70114
	70153
	70176
	71782
	68555
	67040
	67059
	67060
	67041
	79249
	79268
	77839
	79266
	79290
	79291
	77841
	79250
	77842
	74901
	74924
	76359
	77838
	77869
	77874
	77897
	77898
	79311
	79312
	79313
	79314
	76319
	77822
	77846
	79271
	79272
	79270
	79292
	71730
	71697
	73298
	73267
	74765
	74764
	73252
	74800
	76245
	76244
	76280
	76305
	77796
	77823
	73450
	73478
	71915
	71894
	71937
	73528
	74947
	75048
	75045
	76492
	75064
	76525
	75065
	76495
	76461
	76496
	77973
	77999
	75066
	75067
	76494
	76493
	71804
	73383
	74891
	74890
	76365
	76382
	76381
	76404
	77923
	77922
	77956
	77957
	77958
	77942
	79364
	79387
	70154
	70115
	70177
	71783
	79269
	79265
	79289
	76358
	76377
	77868
	79288
	79315
	79310
	80745
	79339
	79338
	80760
	79340
	79341
	79342
	77847
	79273
	79293
	79294
	79295
	79316
	71731
	71698
	73299
	73268
	73253
	74766
	74748
	74749
	76220
	76246
	77722
	77721
	77757
	77797
	77824
	74964
	73449
	73477
	71914
	73503
	71936
	71956
	71957
	73527
	75044
	76401
	74963
	74946
	76400
	75062
	75063
	76491
	76526
	76524
	78027
	78028
	76527
	77997
	77998
	77974
	78000
	79426
	79427
	76528
	76529
	78032
	73358
	73359
	73384
	74892
	76342
	76343
	74911
	74910
	77850
	77878
	77901
	77900
	79347
	79365
	77975
	79386
	79409
	79388
	79410
	80809
	70155
	70116
	70178
	71784
	80729
	80744
	77893
	77921
	79287
	79309
	80728
	79343
	80761
	80762
	80759
	80783
	80784
	80763
	80764
	80765
	77848
	77876
	77875
	79317
	79318
	79296
	79319
	79344
	71732
	71699
	73300
	73269
	74767
	76221
	77703
	77704
	77723
	77758
	77798
	77825
	74990
	71913
	73502
	75019
	71935
	71955
	73550
	73551
	77920
	76418
	76435
	76417
	76399
	77919
	75061
	76523
	78029
	78026
	78055
	78056
	78057
	78030
	78033
	79408
	79428
	79452
	80844
	80845
	78031
	79450
	79451
	71785
	73360
	73385
	74893
	74912
	77851
	76366
	77879
	76367
	77826
	77849
	77827
	77877
	77899
	79320
	79346
	80769
	79366
	79348
	80770
	79389
	80828
	80829
	80810
	80830
	70156
	70117
	80743
	82147
	82159
	79337
	80727
	80742
	79308
	80766
	80785
	82161
	82160
	80782
	82178
	80807
	80808
	82179
	82180
	82162
	82163
	80787
	80786
	82184
	79345
	80767
	71733
	71700
	73301
	73270
	74768
	74750
	74751
	76222
	76200
	77684
	77685
	77686
	77705
	77724
	77759
	77799
	75018
	74989
	76434
	73526
	73549
	75060
	79336
	77938
	77955
	79335
	76522
	78025
	78058
	78054
	79478
	79479
	79480
	79481
	78059
	80846
	80865
	80866
	82259
	78060
	79483
	80864
	80863
	71763
	71786
	73361
	74871
	74870
	76344
	76368
	77828
	77852
	77880
	76383
	77902
	77903
	76384
	77800
	77801
	80768
	80790
	80791
	80811
	80847
	82242
	80831
	82243
	70157
	70118
	82146
	82158
	83765
	83780
	80741
	80758
	82145
	80788
	82181
	83767
	82183
	82182
	83782
	83766
	83781
	80781
	80806
	82177
	82207
	82208
	82209
	82210
	82211
	82185
	82213
	82214
	80789
	71734
	71701
	73302
	74769
	74801
	74752
	74729
	74730
	76201
	74731
	77670
	77671
	77672
	77687
	77706
	77725
	77760
	75043
	76458
	76490
	77972
	73525
	73548
	75059
	75075
	75076
	76521
	80757
	79363
	79362
	79385
	76542
	79482
	78053
	79477
	80890
	80891
	80892
	80893
	80894
	82260
	82261
	82280
	82281
	83854
	83853
	80895
	80896
	82279
	71764
	73341
	73342
	73362
	74872
	76320
	76321
	77829
	77853
	77881
	76385
	77802
	77904
	77761
	77762
	82187
	82188
	82189
	80792
	80812
	80832
	82218
	82216
	82215
	83808
	83835
	82244
	83836
	83837
	70158
	70119
	82157
	83764
	85392
	85393
	83779
	85404
	83800
	85418
	82186
	83803
	83783
	82212
	83804
	83799
	82239
	82240
	82241
	83801
	83830
	83802
	83805
	83806
	83807
	71735
	71702
	73303
	74802
	74753
	74770
	76182
	76202
	74712
	74713
	76180
	76166
	76181
	76223
	77707
	77726
	75042
	76489
	77996
	79407
	77971
	76520
	76540
	76541
	80780
	82156
	80779
	80805
	79406
	79384
	78073
	79476
	80889
	80912
	80913
	80914
	82305
	82304
	82307
	82308
	83855
	83877
	83878
	83879
	83880
	82309
	82278
	83876
	71765
	71766
	73343
	73363
	74873
	76322
	77830
	77831
	77803
	77763
	77727
	82217
	82190
	82219
	82245
	83809
	83834
	85450
	85472
	83810
	70159
	70082
	70083
	82176
	83763
	83778
	85391
	86992
	86993
	85417
	87012
	85420
	85421
	85422
	83828
	83829
	83831
	85444
	85419
	83833
	83832
	85447
	71703
	73304
	74803
	76203
	76224
	74771
	76165
	77708
	77995
	78024
	76519
	76539
	76551
	76552
	82175
	82174
	80804
	82206
	82205
	79425
	80827
	79424
	79405
	80826
	78072
	79496
	80888
	80911
	82326
	83909
	83875
	85494
	85490
	85491
	85492
	85493
	83910
	85514
	71767
	73344
	74856
	74855
	74874
	76323
	76345
	77854
	77804
	79251
	79274
	77764
	77728
	77709
	85449
	87037
	87038
	87066
	83777
	85402
	85401
	86991
	87010
	87011
	88566
	88587
	88567
	85416
	85440
	88588
	85445
	85446
	85448
	87034
	87035
	74804
	76225
	74772
	78023
	77994
	78052
	76550
	76538
	78071
	83776
	83798
	83797
	82238
	83827
	82237
	79449
	80843
	79495
	80910
	82323
	87088
	85515
	85516
	87087
	87086
	76324
	76346
	77855
	79275
	79219
	79252
	77729
	77765
	79193
	77710
	76226
	87036
	88620
	87067
	87039
	88621
	87089
	85400
	86990
	86989
	88564
	88565
	87028
	88586
	89969
	89968
	89988
	88613
	88612
	90012
	89989
	85439
	85469
	90013
	87033
	74805
	76247
	76248
	78051
	78022
	79448
	76549
	78070
	78095
	78096
	79494
	85415
	85414
	82257
	82258
	83851
	85437
	80862
	80861
	80909
	80925
	80926
	82322
	88680
	88681
	76347
	77856
	77883
	79297
	79276
	80714
	80713
	79194
	79220
	79253
	77730
	77766
	76227
	90016
	90017
	87068
	88656
	88682
	87040
	88622
	90018
	87008
	87009
	88585
	87027
	88611
	88610
	89987
	90011
	91417
	91418
	91441
	91442
	85438
	85468
	85488
	85489
	87060
	87085
	79475
	79493
	80887
	79512
	79513
	87007
	87025
	82277
	83850
	83871
	85467
	83872
	83873
	83852
	87026
	82276
	82303
	80924
	76348
	77857
	77884
	77907
	79322
	80730
	79277
	80715
	80732
	79254
	91444
	91445
	91446
	88657
	90053
	90077
	88699
	88584
	88609
	89986
	90010
	90009
	91416
	90046
	91440
	91473
	92880
	92881
	92900
	91474
	92930
	83874
	83906
	85510
	87102
	87059
	88646
	87084
	80908
	82321
	83870
	85486
	85487
	83905
	83904
	85508
	83903
	82320
	82302
	83902
	82338
	76349
	77858
	79278
	79298
	79323
	77908
	79324
	79350
	80747
	79321
	80749
	91479
	91480
	91481
	92936
	90054
	91506
	90096
	91526
	89985
	91415
	90045
	91439
	90044
	90008
	92879
	91498
	92929
	92955
	92898
	92899
	94303
	94304
	94327
	85509
	87101
	88645
	88674
	87083
	82337
	83869
	85485
	87081
	87082
	87100
	83926
	83943
	85484
	85507
	83944
	77832
	77859
	79279
	80750
	76389
	77909
	79325
	79349
	79368
	92935
	91507
	91508
	92966
	91414
	92878
	91438
	88644
	90043
	90007
	92897
	91499
	92956
	94326
	94352
	94353
	94301
	94302
	95677
	95678
	88673
	87057
	87058
	87080
	87056
	88642
	88672
	85533
	85548
	83964
	83963
	85563
	87099
	87123
	83945
	83965
	77833
	76327
	76350
	77885
	77886
	77860
	79280
	79300
	79299
	76370
	77910
	79326
	80771
	79367
	80793
	80794
	92967
	91509
	92968
	91413
	92877
	92896
	91437
	88643
	90042
	91472
	94300
	91500
	92957
	94354
	95693
	95721
	95722
	95675
	95676
	97018
	97019
	97032
	88671
	90041
	90069
	90068
	85547
	85532
	87122
	87134
	87147
	85564
	85565
	87148
	88692
	88713
	85549
	77887
	77911
	77861
	79281
	79301
	79327
	82194
	80815
	92987
	91527
	92895
	94299
	92928
	91471
	94324
	94325
	92958
	94355
	95723
	94370
	97064
	97065
	97066
	95692
	97017
	97016
	97029
	97031
	98388
	98389
	97033
	91497
	90089
	90088
	87133
	88712
	88722
	88723
	88735
	87149
	87135
	88736
	90109
	87136
	82223
	80836
	91545
	91546
	92927
	94323
	92954
	95690
	95691
	92959
	94356
	94371
	95724
	95740
	97095
	97034
	98391
	98414
	98390
	91521
	92977
	90087
	91520
	90119
	90135
	87150
	88737
	90136
	90108
	87137
	88724
	88738
	82247
	82246
	80852
	90115
	90116
	94351
	94369
	95720
	97027
	97062
	92960
	94357
	95725
	95741
	95742
	97096
	98447
	98415
	99661
	99660
	99684
	92976
	91519
	90118
	90134
	91561
	91562
	90160
	90137
	90161
	91539
	88725
	90120
	90138
	82266
	82265
	83858
	88719
	88718
	94368
	95739
	95738
	97094
	92979
	92978
	94372
	95726
	95743
	97097
	97098
	98448
	92975
	92998
	94390
	92997
	91548
	93007
	93018
	91588
	93019
	90162
	91563
	91589
	88726
	90121
	90139
	91564
	82264
	83857
	87130
	87129
	88720
	88701
	95759
	93000
	94374
	94373
	94392
	92999
	94391
	95760
	95761
	95744
	97099
	98449
	98450
	99686
	94389
	95758
	94399
	94408
	94409
	93043
	93044
	93020
	94410
	91590
	93021
	93045
	88727
	90122
	90140
	91565
	93022
	83856
	85474
	83884
	87110
	87131
	87111
	95745
	94393
	94402
	95773
	95762
	97100
	98451
	94430
	94431
	93046
	94432
	90123
	90141
	91566
	93023
	94412
	94411
	83883
	85497
	85520
	85521
	94403
	94401
	93011
	93012
	95772
	95791
	95792
	97122
	97067
	98417
	98452
	98416
	94433
	90124
	90142
	91567
	93024
	94413
	95785
	95784
	85496
	94400
	93010
	94418
	94419
	91553
	91554
	95790
	97138
	97139
	97140
	97123
	98480
	98479
	98493
	97068
	98418
	99664
	99665
	90125
	91549
	91568
	93025
	94414
	95786
	91552
	93029
	94417
	93028
	95789
	97137
	97124
	98481
	98494
	99721
	99720
	97069
	98419
	99666
	99689
	90126
	91550
	93008
	93026
	94415
	95787
	97134
	91551
	91571
	94416
	93027
	91570
	95788
	97136
	97125
	98482
	99722
	100923
	98454
	98453
	99690
	100884
	93009
	91569
	97135
	97114
	98472
	99711
	99712
	99723
	100924
	99691
	100885
	98473
	100910
defect 52 found with 49 vertices, area 80.25
	centroid (14.2,-43.8,-88.7)
	67351
	67363
	68974
	68997
	67384
	69018
	68973
	70538
	68998
	68975
	70539
	68996
	70572
	70573
	67396
	67383
	69017
	70537
	68999
	69019
	70597
	70571
	67395
	69028
	69029
	67413
	70595
	69020
	69030
	70614
	69039
	69040
	67429
	67412
	67428
	69031
	70615
	67430
	67442
	67443
	69041
	70633
	67444
	69053
	69054
	70650
	69066
	69067
	70667
defect 53 found with 62 vertices, area 97.00
	centroid (36.3,-41.3,-83.5)
	69058
	69059
	70653
	70654
	70655
	69068
	72273
	70668
	70638
	70639
	72274
	70669
	72288
	70670
	72263
	72275
	72287
	70682
	70683
	72289
	73836
	73837
	70684
	72299
	73835
	70681
	70691
	70692
	70693
	72300
	72301
	73846
	73845
	72298
	73844
	70680
	70690
	70701
	70702
	70703
	72309
	70704
	72310
	73855
	73854
	72297
	73843
	73853
	72307
	72317
	72318
	72319
	72320
	72321
	73865
	73864
	73842
	73852
	73863
	73851
	72308
	73862
defect 54 found with 36 vertices, area 58.00
	centroid (-20.6,-32.3,92.4)
	72401
	73945
	73956
	72410
	73944
	73955
	75443
	75444
	73968
	73967
	72418
	72419
	73966
	75450
	75451
	73979
	75457
	75458
	73969
	73977
	73978
	75464
	75459
	76923
	73980
	73989
	73990
	76922
	75473
	76937
	75474
	75465
	75466
	76938
	73991
	75475
defect 55 found with 6 vertices, area 9.00
	centroid (65.0,-56.2,-51.2)
	74863
	74883
	74864
	76310
	76332
	76311
defect 56 found with 197 vertices, area 305.00
	centroid (34.1,-27.3,-89.9)
	75240
	76696
	75252
	75241
	76697
	76695
	78201
	78202
	76712
	75274
	76731
	78200
	79634
	75294
	75295
	76745
	78222
	79633
	79657
	76744
	78258
	78221
	79632
	79656
	76759
	78257
	81049
	81072
	79677
	78271
	76767
	76768
	81094
	79676
	78279
	79726
	78278
	81093
	79692
	78286
	79740
	81166
	78285
	81110
	82511
	78295
	79751
	81179
	76784
	78294
	81130
	82533
	79750
	81178
	82613
	82612
	76792
	76793
	78306
	79759
	81129
	82553
	81189
	84215
	82630
	82631
	76800
	78305
	79758
	81188
	81149
	82552
	84232
	82629
	84231
	78319
	78318
	79772
	79757
	79771
	81187
	82573
	81164
	81165
	84176
	84247
	82628
	82645
	82646
	84230
	84246
	78317
	79770
	81202
	81201
	81186
	82594
	82574
	84177
	82592
	82593
	85838
	82627
	84229
	84244
	84245
	85837
	78326
	79781
	81211
	81200
	81210
	81185
	82595
	84195
	84196
	82575
	84178
	82610
	82611
	84212
	85847
	85848
	82626
	84228
	85823
	85824
	85836
	84255
	84243
	84256
	78325
	79780
	82644
	79783
	81214
	82653
	84197
	84213
	85796
	85795
	81184
	82624
	82625
	84226
	84227
	85846
	85850
	85851
	84214
	85812
	87402
	85835
	87409
	82655
	84254
	82661
	84260
	78328
	84242
	82643
	82652
	79784
	81215
	82659
	84252
	84253
	82654
	85811
	87394
	81197
	81198
	82642
	84241
	85822
	85821
	85834
	84261
	87395
	85845
	85844
	87408
	82660
	81216
	81217
	82662
	81199
	81209
	82651
	84251
	79785
	85833
	85843
	79768
	79769
	87407
	79779
defect 57 found with 52 vertices, area 81.00
	centroid (-48.4,-31.2,81.7)
	75480
	75491
	75481
	75490
	76958
	76969
	76959
	76970
	76968
	76943
	76942
	76957
	78472
	78481
	76971
	78483
	78482
	78471
	78480
	78459
	79917
	79929
	79941
	79943
	79942
	79957
	78458
	79928
	79940
	79916
	79901
	79902
	81338
	81349
	81364
	81366
	81365
	81380
	81348
	81363
	81337
	79886
	79887
	81324
	79888
	79903
	81326
	81325
	81379
	81310
	81311
	81312
defect 58 found with 566 vertices, area 854.50
	centroid (60.5,-30.8,-73.2)
	76628
	76629
	76637
	76638
	78145
	78154
	76636
	76645
	76646
	78160
	79565
	79576
	79582
	78152
	76644
	80980
	80992
	80998
	80999
	78158
	76665
	82394
	82393
	82407
	82414
	82415
	82430
	78174
	79580
	82374
	83979
	84005
	82392
	84004
	82406
	84016
	84017
	84023
	84024
	82431
	84037
	79597
	80996
	81013
	83980
	85577
	85605
	85604
	84003
	85603
	85620
	84022
	85627
	85628
	85629
	85642
	84038
	85643
	81014
	81012
	82428
	82429
	83981
	85578
	85606
	87183
	87184
	87182
	87181
	87199
	87212
	85641
	85640
	87227
	87228
	84039
	85644
	87229
	82427
	84036
	84035
	85579
	85607
	87185
	88768
	88769
	88770
	87200
	88767
	87213
	87226
	88795
	88810
	88811
	88812
	87254
	88836
	84040
	85645
	87230
	87255
	84064
	84065
	87162
	87161
	88748
	88782
	88783
	90174
	90175
	90151
	90176
	88796
	90228
	90229
	90243
	88837
	90244
	85646
	87231
	87256
	88814
	88813
	88838
	85670
	85669
	87163
	88749
	88750
	90194
	90213
	90195
	91599
	91600
	90152
	91579
	91601
	91638
	91655
	90242
	91669
	91670
	90245
	91671
	85647
	87232
	88815
	88839
	90246
	87253
	87252
	88751
	90153
	90214
	91618
	93054
	93053
	93055
	91580
	93035
	93034
	91639
	91654
	91637
	93096
	93097
	91668
	91667
	93126
	93127
	93128
	91672
	93129
	85648
	87233
	88816
	88840
	90247
	91673
	88835
	88834
	88752
	90154
	91581
	93073
	93074
	94438
	94437
	94451
	93036
	94424
	94425
	94423
	93098
	93112
	93113
	93114
	91685
	91686
	93125
	93144
	94491
	94507
	93143
	94506
	93115
	94493
	94508
	93130
	91687
	94509
	85649
	87234
	87257
	88841
	90248
	91674
	91688
	93131
	90241
	90240
	90262
	88753
	90155
	91582
	93037
	93099
	94474
	95815
	95814
	95832
	95854
	94426
	95798
	95799
	95800
	94490
	94492
	94473
	95869
	95885
	94523
	94522
	95902
	93145
	94510
	94524
	87235
	87258
	88818
	88817
	88842
	90249
	91675
	93132
	93146
	94511
	91666
	90263
	91684
	90156
	91583
	93038
	94427
	95816
	95833
	97159
	97174
	95853
	97196
	97195
	95801
	95817
	95868
	95884
	97234
	97235
	95903
	95904
	97253
	95920
	94525
	95905
	88819
	90231
	90232
	90230
	91656
	93116
	93133
	94512
	95887
	95886
	93124
	93142
	91704
	90157
	91584
	93039
	94428
	95802
	97160
	97175
	98515
	98514
	98527
	98526
	98545
	97216
	98544
	98568
	95818
	97161
	98584
	97252
	97233
	95921
	97254
	97255
	97270
	98597
	98610
	97236
	97256
	88820
	90233
	91657
	91658
	93117
	94494
	94513
	95888
	97237
	94505
	93165
	94521
	90158
	91585
	93040
	94429
	95803
	94439
	95819
	98516
	98528
	99750
	99759
	99760
	99773
	99772
	99798
	97162
	98517
	98583
	99822
	99821
	97251
	98596
	97232
	97271
	97272
	97273
	98611
	98609
	99850
	99851
	98632
	98586
	98585
	98598
	98613
	90215
	91641
	91659
	91640
	93100
	93118
	94495
	95871
	95870
	97217
	97238
	98587
	95882
	95900
	94541
	95918
	91586
	93041
	93057
	93056
	94440
	95820
	95821
	97163
	99751
	99761
	100964
	100965
	100978
	100977
	101005
	98518
	99752
	98529
	98582
	99820
	101034
	99838
	101033
	97250
	97269
	98595
	98608
	95883
	97231
	95901
	98612
	98633
	98630
	98631
	99869
	99870
	99823
	99824
	99839
	99853
	99852
	90216
	91642
	91620
	91619
	93075
	93101
	94476
	94496
	94475
	95855
	97198
	97218
	97197
	98569
	99800
	99825
	95919
	97267
	91587
	93042
	93058
	94441
	93076
	94453
	94452
	95834
	97164
	97165
	98519
	99762
	100966
	100979
	101006
	101007
	102289
	102288
	98530
	99763
	102318
	101051
	102317
	102339
	97268
	98607
	98629
	98634
	99871
	99867
	99868
	101073
	101074
	101075
	99840
	99799
	101036
	101053
	101052
	101063
	101062
	99872
	101077
	91602
	94477
	95856
	97199
	97176
	98547
	98546
	99775
	100983
	101011
	101010
	97290
	97177
	98531
	100967
	100980
	102263
	102262
	102290
	102319
	102320
	99764
	100968
	99774
	102340
	103668
	103667
	103693
	103692
	103709
	101076
	101088
	102372
	102371
	102386
	102373
	101009
	101035
	102341
	102356
	102355
	102374
	100982
	100981
	101008
	102291
	102321
	103669
	103670
	103694
	103710
	103727
	102387
	103747
	102388
	103730
	102292
	102322
	103697
	103714
	103713
	103731
	103671
	103695
	103696
	103711
	103728
	105104
	103748
	103729
	103749
	103712
	105106
	105123
	105105
	105121
	105122
defect 59 found with 1772 vertices, area 2701.25
	centroid (73.4,-16.7,-64.1)
	77965
	77966
	79396
	79418
	77967
	79397
	80817
	80839
	79398
	77985
	77984
	82225
	82249
	79419
	79399
	77986
	79420
	83817
	82226
	82250
	80818
	79421
	80840
	79433
	83818
	85429
	85430
	82227
	82251
	83841
	80798
	80819
	82228
	79434
	80854
	82252
	83819
	85431
	87020
	85454
	85455
	83842
	85456
	82170
	82200
	82229
	83820
	79435
	80855
	82270
	82271
	83863
	87044
	88599
	88628
	83843
	83864
	83772
	83771
	83792
	83821
	79461
	80856
	82272
	82289
	83889
	82290
	85480
	85479
	88629
	88600
	89999
	85432
	85457
	83773
	83793
	85397
	85410
	85409
	80874
	80875
	82291
	83890
	85499
	83891
	87076
	85500
	87094
	88630
	88664
	88575
	88601
	89977
	87022
	87046
	83759
	85386
	85398
	85411
	87002
	87003
	80905
	82317
	80876
	80906
	83919
	85501
	88632
	88666
	87095
	88687
	88631
	88665
	90060
	88576
	89978
	90000
	88602
	90001
	91405
	91406
	87021
	87045
	83760
	85387
	86977
	86976
	86987
	87004
	87001
	88577
	88578
	86986
	88579
	82318
	83920
	80907
	82293
	82292
	82319
	85523
	87113
	90061
	90062
	88667
	88688
	91430
	89979
	91404
	92869
	92870
	92871
	91407
	85374
	85388
	86978
	88550
	88551
	88561
	88560
	89980
	88559
	83921
	85524
	83893
	83894
	83892
	87114
	88703
	91486
	90063
	91487
	90082
	91408
	91403
	92868
	92886
	92887
	92858
	92859
	94280
	94287
	92888
	94293
	92872
	92860
	91393
	91394
	83747
	85375
	86962
	88552
	88549
	89954
	89955
	89956
	89964
	89963
	83922
	85525
	87115
	83923
	83895
	83924
	88704
	90099
	91460
	91459
	92943
	92944
	91488
	91514
	92970
	91402
	91425
	91426
	92912
	91427
	92913
	94281
	94271
	94272
	95643
	95655
	95663
	91428
	92914
	92889
	94294
	95669
	92850
	92851
	94273
	94282
	91382
	89952
	83748
	85376
	86963
	88537
	88553
	89957
	89953
	91384
	91385
	91386
	89942
	89943
	85526
	87116
	88705
	85527
	83896
	83925
	85528
	90100
	91531
	92916
	91458
	92915
	92917
	94340
	94362
	92971
	92990
	94363
	92867
	92885
	91455
	91456
	91457
	95644
	95642
	95627
	95628
	95654
	95662
	97007
	95670
	95664
	97008
	94313
	94295
	91383
	92852
	94274
	95645
	85377
	86964
	88538
	91371
	91372
	91373
	89944
	89931
	89932
	91374
	87117
	88706
	90101
	87118
	82296
	83897
	85502
	85529
	87119
	91532
	94314
	94315
	95683
	95705
	94341
	94383
	92991
	94384
	95706
	95732
	94279
	94286
	95629
	95641
	95626
	96980
	95653
	95671
	97012
	97013
	91370
	92839
	94263
	94275
	95646
	95630
	85378
	86965
	88539
	92840
	91357
	91358
	92841
	91359
	89945
	89933
	89918
	89919
	91342
	91360
	88707
	90102
	91533
	88708
	82297
	83898
	85503
	85530
	87120
	88709
	95682
	97023
	97045
	95731
	97077
	95753
	92992
	94385
	95754
	97078
	97103
	95640
	95652
	95660
	96981
	95625
	95661
	97022
	98364
	92824
	92825
	94245
	95604
	95632
	95647
	95631
	96982
	85379
	86966
	88540
	92826
	91339
	91340
	91341
	89946
	89934
	91361
	91325
	92781
	92806
	91343
	90103
	91534
	90104
	82298
	83899
	85504
	85531
	87121
	88710
	90105
	98377
	98378
	98399
	98428
	92993
	94386
	95755
	97104
	98429
	97079
	96961
	92801
	92802
	94226
	92803
	95583
	95603
	95582
	85380
	86967
	88541
	92804
	91324
	92780
	92805
	88529
	89935
	89920
	89921
	91362
	91344
	94207
	94208
	92782
	92807
	91535
	91536
	83900
	85505
	87097
	87096
	88711
	90106
	91537
	92994
	94387
	95756
	97105
	98430
	98458
	98459
	94227
	94203
	92778
	92779
	94205
	94228
	95558
	85361
	86945
	88542
	94206
	88530
	88519
	89922
	91345
	92808
	95562
	95563
	94209
	95564
	92783
	92995
	83865
	85506
	87098
	88689
	88690
	90084
	90107
	90083
	91538
	91515
	92996
	94388
	94365
	94364
	95734
	95757
	95733
	97106
	97081
	97080
	98431
	94204
	95559
	95560
	95561
	96913
	85362
	86946
	86928
	86929
	88520
	89923
	91346
	92809
	92784
	96916
	96917
	96918
	94210
	95565
	96919
	92972
	83866
	85481
	87077
	88691
	90085
	91516
	91517
	92974
	92973
	94366
	95735
	97082
	97083
	98432
	96914
	96915
	86947
	86930
	88521
	89924
	91347
	92810
	94211
	94229
	95566
	96920
	83867
	85482
	87078
	88668
	90065
	90086
	90064
	91518
	91489
	91490
	92945
	94367
	95736
	95707
	97047
	97046
	98403
	98433
	98402
	86948
	86931
	88522
	89925
	91348
	92811
	94230
	94212
	95567
	96921
	83844
	85483
	87079
	88669
	90066
	91491
	91492
	92946
	92947
	94343
	94342
	95709
	95737
	95708
	97048
	98404
	98380
	98379
	86949
	86932
	88523
	89926
	91349
	92812
	94231
	95584
	95585
	96922
	96940
	98256
	83845
	85458
	87047
	88670
	90067
	90031
	91493
	92948
	91461
	94344
	94345
	95710
	97049
	97050
	98405
	99653
	98366
	98365
	99629
	99630
	99628
	85365
	86950
	86933
	88524
	89927
	91350
	92813
	94232
	95586
	96941
	96942
	98257
	98284
	85459
	87048
	88633
	90032
	91463
	91462
	92918
	92919
	95711
	94316
	95684
	95712
	97051
	98406
	98407
	97084
	98435
	98434
	99678
	99615
	99614
	100836
	85366
	86934
	85349
	88525
	89928
	91351
	92814
	94233
	92827
	94247
	94246
	95605
	95606
	95587
	96943
	98285
	98286
	85460
	87049
	88634
	90033
	91464
	92920
	92921
	94317
	94318
	97052
	95685
	95713
	97053
	97085
	98436
	99679
	98460
	99699
	100835
	102111
	102112
	100853
	85350
	86935
	88526
	89936
	91352
	92815
	91363
	92828
	94248
	95607
	96962
	96963
	98287
	99509
	99510
	85461
	87050
	88635
	90034
	91465
	92922
	94319
	92950
	92949
	94347
	95686
	94346
	97086
	95714
	97054
	97087
	98437
	98461
	99700
	100898
	100899
	100824
	102101
	103404
	103419
	102132
	102133
	100854
	85351
	86936
	86951
	88531
	89937
	91364
	92829
	94249
	95608
	96964
	98310
	98311
	85462
	87051
	88636
	90035
	91466
	92923
	92951
	94348
	94349
	95715
	98438
	97055
	97088
	98439
	97107
	98462
	100900
	100897
	102182
	102183
	102184
	100823
	102100
	103403
	104769
	104789
	103438
	104817
	102134
	103439
	102155
	100871
	85352
	86937
	86952
	88532
	89938
	91365
	92830
	94250
	95609
	96965
	98312
	99533
	99534
	85463
	87052
	88637
	90036
	91467
	91495
	91494
	92952
	94350
	95716
	95717
	97056
	98463
	97089
	97108
	98440
	98464
	98465
	100901
	102185
	100896
	102181
	103482
	103483
	103484
	103485
	100816
	102080
	103382
	103402
	103381
	104768
	104788
	104816
	104818
	106133
	106134
	102156
	103456
	104844
	100872
	86938
	86953
	88533
	89947
	91366
	89939
	92831
	94251
	95610
	96966
	98313
	96983
	98322
	98321
	99560
	85464
	87053
	88638
	90037
	91468
	91496
	92953
	92925
	92924
	94320
	95687
	95718
	97057
	97058
	97090
	98441
	98466
	102186
	103486
	100873
	100895
	102180
	102158
	102157
	103459
	103460
	104874
	104875
	104876
	103461
	100806
	102055
	102079
	104767
	103365
	104754
	106104
	106105
	106117
	106135
	107379
	107395
	107396
	103457
	104845
	106160
	86954
	88534
	88544
	88543
	89948
	91367
	92832
	94252
	95611
	95634
	95633
	96984
	98323
	99561
	99562
	85465
	87054
	88639
	90038
	91469
	92926
	94321
	94322
	95688
	95719
	97059
	97091
	97092
	98408
	98442
	97109
	98467
	99706
	102187
	103487
	103462
	103458
	104847
	104848
	104849
	104850
	104851
	100783
	100805
	102054
	104766
	106103
	103352
	104740
	106093
	104753
	106092
	107353
	107363
	107364
	107397
	106161
	106136
	108639
	108658
	107380
	104846
	86955
	86968
	86969
	88545
	89949
	91375
	92833
	94253
	94264
	94265
	95635
	96985
	96986
	98324
	98340
	98339
	99583
	100760
	100786
	85466
	87055
	88640
	90039
	91470
	91432
	91431
	92890
	94297
	94296
	95672
	95689
	97025
	97024
	97060
	98409
	97110
	98443
	98444
	98445
	98468
	99707
	100904
	100905
	100903
	102188
	102159
	103488
	103463
	104852
	106162
	106163
	106164
	106165
	106166
	106167
	100782
	99581
	102028
	103351
	104729
	106080
	107341
	107352
	107340
	108628
	108629
	108638
	107398
	107381
	108660
	108686
	107422
	109967
	108659
	108640
	109968
	86956
	86970
	88546
	88555
	88554
	89958
	91376
	91387
	92842
	92843
	94266
	95636
	95649
	95648
	96992
	98325
	98341
	99584
	99585
	100787
	100785
	102031
	102032
	100807
	87023
	88641
	90040
	90002
	91433
	92891
	92892
	94298
	95673
	97014
	97015
	97026
	98383
	98410
	99655
	99654
	99682
	99681
	99680
	100875
	100906
	102189
	102162
	102190
	102160
	103464
	104853
	106168
	107423
	107424
	106137
	107425
	106138
	106139
	106140
	100781
	99580
	102027
	103340
	104728
	106070
	106079
	107351
	107339
	108627
	107329
	107328
	108614
	108613
	109953
	109954
	109966
	108687
	107399
	109993
	108661
	109994
	111431
	111432
	109992
	109969
	86979
	86980
	88556
	89959
	89960
	89966
	89965
	91395
	92853
	94276
	94283
	95656
	96993
	97001
	98342
	98352
	98351
	99597
	99596
	100808
	102030
	102056
	102057
	102058
	87006
	87024
	88603
	90003
	91434
	91410
	91409
	92874
	92873
	94288
	95665
	95674
	97009
	98358
	98368
	98384
	98367
	99633
	99632
	100839
	100857
	100877
	100876
	102163
	102161
	103466
	103467
	103465
	104854
	106169
	106141
	107405
	107426
	107400
	107401
	107402
	107403
	107404
	100780
	102026
	102009
	103339
	104714
	104715
	106069
	108599
	107314
	107313
	108582
	109938
	109937
	109939
	111414
	108688
	108689
	108662
	109995
	109970
	109971
	85389
	86988
	88563
	89967
	88562
	89981
	91396
	92862
	98357
	99605
	99604
	100817
	102059
	102029
	103353
	103354
	103366
	103367
	103368
	102081
	88581
	88604
	90004
	91435
	92893
	92894
	89982
	91411
	92875
	92863
	99606
	99618
	99617
	99616
	100825
	102103
	102114
	102137
	100856
	102136
	102164
	102135
	103440
	103468
	104855
	104856
	104857
	106170
	107427
	108694
	108718
	108719
	108690
	108691
	108692
	108693
	100754
	102008
	103321
	104699
	106054
	106055
	109903
	109922
	107300
	107312
	107299
	108581
	109902
	109923
	111395
	111396
	108663
	83761
	83762
	85390
	83774
	88580
	100818
	102082
	102013
	103344
	104730
	104731
	103355
	104732
	104741
	104742
	103383
	104755
	102102
	90005
	91436
	91412
	92876
	89983
	100826
	103405
	103406
	103421
	102113
	103420
	103441
	104820
	104819
	106171
	106172
	106142
	106173
	107428
	108720
	100753
	102007
	101988
	103301
	101969
	104681
	106040
	106041
	109883
	109882
	111360
	111380
	111381
	107283
	108547
	108565
	108564
	107311
	107298
	108580
	107282
	108546
	108563
	108562
	102012
	103343
	104719
	106071
	106072
	106073
	106081
	106082
	104770
	106094
	88582
	88605
	88606
	90006
	89984
	104790
	106118
	106143
	107429
	107430
	107406
	107431
	108721
	110058
	100752
	102006
	101987
	101970
	103302
	104682
	106025
	106024
	109866
	109865
	111342
	109881
	109864
	111343
	111361
	112734
	106026
	107284
	108548
	108521
	108522
	109847
	109867
	107297
	107281
	108545
	108561
	109880
	102011
	103342
	104718
	106058
	107317
	107330
	107331
	107332
	107342
	107343
	106106
	104771
	107354
	88583
	104791
	106119
	107382
	107407
	108722
	108723
	108697
	108696
	110059
	100751
	102005
	101986
	103320
	103338
	103337
	100704
	101971
	103303
	104683
	109846
	111331
	111341
	112718
	112719
	109863
	108544
	112720
	106027
	107285
	107260
	107261
	108523
	109848
	111315
	111316
	107296
	108560
	109879
	109862
	101993
	102010
	103341
	104717
	106057
	107316
	108584
	108585
	108600
	108601
	108602
	108615
	108616
	108630
	106107
	107365
	108641
	107366
	107383
	108665
	110060
	108724
	110061
	110031
	103336
	103319
	100705
	101972
	103304
	104684
	111314
	111330
	112706
	109844
	106007
	104667
	106008
	107262
	108524
	108504
	108505
	109826
	109849
	109825
	106039
	107295
	111339
	111327
	100727
	101992
	103325
	104702
	104716
	104703
	106056
	107315
	108583
	109905
	109906
	109924
	109925
	109926
	109941
	109942
	109956
	109972
	108642
	109973
	108666
	109999
	109998
	110030
	111505
	111471
	111506
	103318
	104697
	104713
	100706
	101973
	101956
	101957
	103288
	111313
	111329
	112705
	111311
	111310
	103289
	104668
	106009
	107263
	108525
	108506
	106038
	106053
	111328
	100726
	101991
	103324
	104701
	106043
	106044
	107303
	108567
	109904
	109940
	111399
	109955
	111418
	111419
	111438
	100707
	101974
	101958
	111312
	112704
	103290
	104669
	106010
	107264
	108526
	108507
	100725
	101990
	103323
	104700
	104690
	104691
	106042
	107301
	107302
	108566
	109887
	100708
	101975
	103305
	103291
	104670
	106011
	107265
	108527
	108508
	100713
	100724
	101989
	103322
	103311
	104689
	106031
	106032
	107288
	107289
	108551
	109886
	100709
	101976
	103306
	104685
	104686
	104671
	106012
	107266
	108528
	108509
	100712
	101979
	103310
	104688
	106030
	107286
	107287
	108549
	108550
	109870
	100710
	101977
	103307
	103308
	104687
	104672
	106028
	106013
	107267
	108529
	108510
	100711
	101978
	103309
	106029
	106014
	107268
	107269
	108531
	109852
	108530
	109851
	111319
	111332
	109850
	111318
	111299
	112681
	112696
	112708
	111317
	111298
	111280
	111281
	111300
	112680
	114032
	112695
	114042
	114054
	111297
	111279
	112660
	112679
	112661
	114019
	112694
	114041
	112639
	114002
	112678
	114031
	114040
	115395
	113986
	114001
	113985
	114030
	115387
	115394
	115406
	115363
	115348
	115386
	115393
	116758
	116759
	115362
	115347
	115385
	116749
	116750
	116726
	115346
	116716
	116748
	118028
	115345
	116715
	116747
	118027
	116714
	117999
	116746
	118026
	116698
	116713
	117998
	116745
	118025
	119338
	116697
	117984
	117997
	119307
	119308
	118024
	119337
	116685
	116696
	117983
	119294
	119306
	120709
	120710
	120711
	118023
	119336
	116684
	117971
	119293
	120696
	122063
	122076
	122077
	120724
	120723
	122091
	118022
	119335
	119292
	120695
	122062
	122075
	119327
	120731
	119278
	120681
	120694
	120680
	122061
	123400
	123411
	119320
	120722
	120693
	122060
	122074
	123399
	123410
	120708
	122088
	122073
	123409
	123423
	123422
defect 60 found with 23 vertices, area 38.25
	centroid (43.1,-37.4,82.1)
	80225
	80226
	80256
	81579
	81578
	80227
	80257
	81607
	81606
	80282
	83133
	83156
	83132
	80258
	81580
	80283
	83155
	81637
	83116
	83115
	83134
	83157
	81608
defect 61 found with 26 vertices, area 43.25
	centroid (-69.0,-32.2,64.8)
	81510
	83000
	83033
	83059
	84613
	83001
	84614
	83034
	83058
	83032
	84638
	84639
	84659
	84660
	83060
	84612
	86199
	86206
	83002
	84615
	83035
	84640
	84661
	86221
	86220
	84641
defect 62 found with 12 vertices, area 17.25
	centroid (52.7,-24.3,-81.4)
	82619
	82620
	84221
	84222
	82637
	82638
	84238
	84237
	85818
	85829
	85819
	85830
defect 63 found with 57 vertices, area 90.50
	centroid (88.2,-26.3,-39.0)
	83517
	83546
	83518
	83545
	85171
	85192
	85193
	85217
	85170
	85191
	86733
	86734
	86752
	86753
	85216
	86776
	86798
	85169
	85190
	86732
	86751
	86754
	86731
	86775
	86777
	88354
	88379
	86821
	88400
	85168
	85189
	86750
	88318
	88332
	86773
	86730
	88317
	86820
	88399
	88331
	86772
	88351
	88352
	86796
	86797
	86774
	88424
	88398
	88423
	89819
	86795
	88353
	88377
	88378
	88397
	89797
	89818
defect 64 found with 37 vertices, area 59.25
	centroid (19.1,-25.4,94.8)
	84376
	84377
	84390
	85981
	85997
	84391
	85982
	85998
	87550
	87549
	87561
	85996
	87562
	87577
	87560
	89068
	89069
	86017
	89082
	87591
	87575
	89067
	89080
	89081
	90512
	90513
	89095
	90531
	89094
	90530
	89079
	90528
	90529
	89093
	90511
	91945
	91944
defect 65 found with 61 vertices, area 98.50
	centroid (40.5,-13.3,90.4)
	86150
	86166
	87684
	87709
	87729
	89161
	89160
	89176
	87710
	87730
	89162
	89177
	89159
	89175
	90620
	90632
	89192
	89193
	90645
	87711
	87731
	87749
	89195
	89194
	89178
	90619
	90631
	92031
	92032
	90621
	90633
	92046
	92063
	90644
	89213
	89214
	90646
	92064
	89215
	92045
	93482
	92033
	93483
	92047
	93499
	93516
	92081
	92062
	92082
	93515
	90663
	92083
	93498
	93484
	92034
	92048
	93500
	93517
	93535
	93536
	93537
defect 66 found with 17 vertices, area 23.00
	centroid (-53.7,-24.4,80.7)
	87567
	87568
	87581
	89074
	89075
	89087
	90523
	90524
	89101
	90540
	89102
	90558
	89089
	89103
	90559
	90542
	90560
defect 67 found with 10 vertices, area 16.75
	centroid (-96.3,-26.8,-2.6)
	88144
	89576
	88145
	89577
	89573
	89587
	89586
	91035
	91047
	91036
defect 68 found with 189 vertices, area 292.25
	centroid (92.5,-25.6,26.9)
	89553
	89554
	89562
	91000
	91019
	89563
	91001
	89555
	91020
	91018
	90999
	92474
	92475
	92490
	92491
	89564
	91021
	91002
	92476
	92492
	91017
	91033
	91034
	92489
	90998
	90988
	92464
	92473
	92488
	93874
	93888
	92500
	92501
	93887
	92477
	93875
	93889
	92502
	92499
	93886
	90987
	92463
	92472
	93872
	93873
	95262
	95263
	93898
	93899
	93900
	92514
	93913
	93901
	95264
	92515
	92503
	93885
	93897
	92462
	93862
	93861
	93871
	93884
	95271
	95272
	95273
	93914
	95285
	93902
	92516
	93915
	92504
	95260
	95261
	93860
	93870
	95286
	95274
	96647
	96646
	96656
	93903
	92517
	93916
	95287
	93926
	92505
	93859
	93869
	96657
	95275
	96648
	96635
	96634
	97961
	97972
	97984
	93904
	92518
	92529
	93927
	95299
	96662
	92461
	92471
	97985
	95276
	95289
	95288
	96658
	97960
	97971
	97997
	93917
	92530
	93928
	95300
	96663
	92460
	92470
	96659
	97959
	97970
	90985
	90997
	99214
	99225
	90996
	91015
	99213
	99224
	90995
	91014
	100425
	100434
	100433
	90994
	91013
	100424
	100432
	90993
	91012
	100423
	100416
	92469
	92485
	100415
	101683
	93858
	93868
	93881
	101675
	101682
	95239
	95252
	101674
	103009
	103017
	96603
	96618
	103008
	103016
	97938
	97947
	104370
	104381
	99195
	99203
	104369
	104380
	100403
	100413
	104368
	104379
	101664
	101673
	105748
	105754
	104378
	105753
	102997
	103006
	105747
	104377
	104367
	103007
	104366
	104365
	104376
defect 69 found with 18 vertices, area 30.50
	centroid (-12.0,1.5,99.3)
	97455
	97468
	97469
	98732
	98733
	97467
	98736
	98737
	97478
	98738
	97479
	98731
	97477
	98741
	98742
	98743
	97488
	97489
defect 70 found with 15 vertices, area 21.50
	centroid (77.5,19.7,-60.0)
	98143
	98151
	98144
	99377
	98152
	99387
	98145
	100587
	98153
	99388
	100598
	100599
	99389
	100600
	99390
defect 71 found with 10 vertices, area 14.50
	centroid (38.9,-0.4,92.1)
	98837
	98855
	98838
	100068
	98856
	100082
	101321
	100083
	98870
	101334
defect 72 found with 36 vertices, area 54.00
	centroid (73.8,23.2,-63.4)
	99427
	99428
	100637
	99429
	100638
	101898
	100639
	101899
	103236
	100640
	101900
	100652
	100651
	103237
	103220
	104602
	104615
	103250
	100628
	101901
	101916
	101915
	103251
	103221
	104603
	104616
	104630
	104631
	101887
	103238
	103252
	101886
	103222
	104604
	104617
	104632
defect 73 found with 12 vertices, area 19.75
	centroid (-86.9,1.8,-49.3)
	99430
	99443
	99431
	100642
	100641
	100653
	100630
	100629
	100654
	101902
	101903
	101888
defect 74 found with 16 vertices, area 26.75
	centroid (-99.9,3.8,2.5)
	101680
	103005
	103014
	103013
	103004
	103021
	104375
	104386
	103020
	104374
	104385
	104395
	104396
	105758
	105759
	105752
defect 75 found with 28 vertices, area 42.50
	centroid (63.7,35.1,-68.6)
	101941
	101951
	101950
	101942
	103276
	103275
	103283
	103284
	104656
	104657
	103282
	104655
	104662
	104663
	104664
	101964
	103296
	104649
	105995
	106003
	105988
	107236
	107245
	105994
	106002
	105987
	107235
	107244
defect 76 found with 1379 vertices, area 2120.75
	centroid (-24.2,28.4,-92.5)
	107374
	107375
	108650
	108651
	107376
	108652
	108649
	108674
	109981
	109980
	110007
	109982
	108675
	108676
	108653
	109983
	108673
	110006
	111479
	111445
	108677
	108654
	109961
	111423
	111446
	108672
	110005
	111478
	112861
	112828
	112829
	108678
	110008
	110009
	111424
	111406
	112789
	112809
	108702
	110035
	111513
	112860
	112890
	114205
	114206
	112865
	112830
	112866
	108679
	110010
	111447
	111407
	112810
	111390
	109932
	109948
	112769
	114135
	112788
	112808
	114155
	114156
	108701
	110034
	111512
	114237
	112889
	114236
	112831
	114177
	114176
	114211
	108705
	108680
	110011
	109949
	111408
	112790
	111374
	109916
	112748
	109933
	108609
	108623
	112770
	114116
	114115
	114136
	115495
	112787
	112767
	112768
	115520
	114137
	114157
	115521
	108700
	110033
	111511
	112888
	114235
	108706
	108681
	110012
	108624
	108610
	109950
	109934
	111391
	112771
	112791
	111375
	109917
	112749
	115494
	116880
	116881
	111405
	112786
	111389
	112766
	114113
	114114
	110032
	111510
	112887
	112904
	112905
	114258
	108707
	108729
	108682
	109918
	111376
	112750
	115493
	116879
	116902
	118167
	118166
	116882
	116859
	118140
	109947
	109931
	111404
	109946
	109930
	111388
	110063
	111537
	112923
	114257
	110036
	110064
	108730
	110065
	115517
	115516
	115492
	116878
	116856
	116857
	118165
	116901
	118190
	115518
	118191
	116927
	116860
	116858
	116834
	116835
	118139
	118117
	118116
	118141
	119446
	108622
	108608
	108621
	108607
	110062
	111536
	111550
	111549
	112922
	114281
	114280
	110037
	110082
	111538
	116900
	115515
	115543
	115544
	115491
	116877
	118137
	118164
	116832
	118114
	116833
	118138
	118189
	118210
	116926
	116836
	116861
	118142
	116806
	116807
	116808
	115455
	115456
	118115
	119424
	119425
	118118
	118091
	118090
	119398
	119447
	119426
	110081
	110096
	111562
	112937
	115652
	114300
	111551
	110083
	111552
	116925
	118208
	116924
	118163
	118209
	118232
	116953
	118231
	115457
	116837
	118119
	119427
	116783
	116784
	118065
	115434
	115433
	116809
	116785
	115435
	119399
	118066
	118092
	108747
	108746
	110080
	110095
	111561
	112936
	114299
	115673
	110098
	111563
	111564
	116952
	118230
	116810
	115414
	115415
	116786
	119375
	108745
	108764
	110094
	111560
	112935
	114298
	114314
	115672
	111576
	111577
	112938
	112949
	108763
	110093
	110111
	110112
	111575
	112948
	114313
	115688
	111590
	112966
	114301
	114315
	112950
	108762
	108778
	110110
	111573
	111574
	112947
	114312
	115687
	110155
	111615
	112991
	112967
	112965
	112990
	114329
	114330
	114316
	108761
	111572
	111588
	112946
	112963
	112964
	114328
	115686
	117042
	110156
	111616
	112992
	113019
	113020
	114331
	114349
	115702
	115721
	115703
	114332
	107461
	108760
	108776
	111587
	112962
	112988
	112989
	114327
	115701
	117041
	117056
	111617
	112993
	113021
	114350
	113018
	111650
	111651
	114368
	114367
	111671
	113051
	114369
	115704
	114351
	115739
	115722
	117082
	117081
	117104
	115723
	107476
	111612
	113011
	114347
	114348
	115700
	115720
	117078
	114370
	115741
	111649
	111669
	113050
	110195
	110196
	111670
	114390
	115738
	115763
	111690
	111691
	113078
	114391
	115740
	115765
	115764
	117127
	117083
	117105
	118395
	118394
	118410
	118409
	117106
	110177
	111633
	113012
	114361
	115719
	115718
	115732
	117077
	117099
	117100
	117079
	115766
	115767
	115742
	117107
	111648
	110194
	111668
	113049
	114389
	110215
	110216
	115762
	117126
	115786
	117147
	110243
	110242
	111689
	113076
	113077
	114415
	115788
	115787
	117148
	118431
	117084
	118396
	119700
	119701
	119719
	119718
	110178
	111634
	113013
	114362
	115733
	117076
	117098
	115734
	117101
	117080
	114392
	115789
	114393
	115790
	117128
	115768
	117129
	118411
	118434
	113048
	114388
	115761
	117125
	118429
	118430
	114413
	117176
	118454
	114414
	117149
	118455
	119740
	119739
	119702
	121100
	121101
	121127
	121126
	119717
	121125
	110148
	110179
	111635
	113014
	114363
	115735
	117102
	114417
	114416
	115814
	117150
	115815
	115791
	117151
	117178
	117152
	119720
	118412
	118458
	118435
	118457
	118433
	119742
	119743
	113047
	114387
	115760
	117124
	118428
	118452
	118453
	119738
	118486
	118456
	118487
	119761
	121143
	121142
	121102
	119703
	122480
	122510
	122481
	122509
	121124
	122508
	110149
	110180
	111636
	113015
	114364
	115736
	117103
	113080
	113108
	114448
	113079
	114447
	115839
	117177
	115840
	119721
	119744
	118432
	119741
	121144
	121145
	121146
	113046
	114386
	115759
	117123
	118427
	118451
	119757
	119758
	119759
	119762
	121163
	121161
	122528
	121141
	121103
	122482
	119704
	122511
	123839
	123840
	123811
	123810
	123838
	122507
	123837
	111613
	111637
	113016
	114365
	115737
	117117
	113107
	113125
	114475
	114474
	119722
	119745
	121147
	121164
	122530
	122529
	122550
	122531
	122532
	113045
	114385
	115758
	117122
	118426
	119736
	119737
	119756
	121158
	121159
	121160
	122549
	122527
	123865
	122547
	121104
	122483
	123812
	125045
	125046
	123841
	125047
	125022
	125021
	123809
	123808
	125044
	123836
	125043
	111638
	113017
	114366
	113038
	115753
	117118
	113124
	121128
	121148
	122533
	122551
	123867
	123866
	123886
	123885
	123868
	122512
	113044
	114384
	115757
	117121
	118425
	119735
	119755
	121157
	125070
	122484
	121129
	121105
	123813
	123793
	125073
	126290
	126307
	126291
	126292
	125004
	126272
	126271
	123792
	123791
	125002
	125020
	125019
	126289
	125072
	125042
	111639
	113039
	114379
	115754
	117119
	122514
	122513
	123887
	125074
	125101
	123910
	123911
	125100
	125125
	123842
	125075
	123843
	113043
	114383
	115756
	115784
	115785
	117120
	118424
	118449
	118450
	118482
	122485
	122461
	123794
	126306
	127486
	127487
	126293
	127488
	126309
	126308
	125005
	126254
	127472
	127489
	125001
	124977
	124976
	125003
	126253
	126252
	126270
	126269
	111640
	111658
	111659
	113040
	114380
	115755
	117141
	122515
	123844
	123845
	126329
	123927
	126328
	125049
	125048
	125076
	126310
	125050
	111686
	113073
	114410
	115783
	114409
	117145
	117146
	118448
	118480
	118481
	122462
	122486
	123795
	127506
	126294
	127490
	127507
	125006
	126255
	125024
	125023
	127462
	127463
	127473
	124975
	125000
	126251
	124962
	123767
	123766
	124978
	123765
	126227
	127441
	127461
	127460
	111641
	111660
	113041
	114381
	115780
	117142
	125051
	123814
	123846
	125052
	127527
	123926
	123938
	123939
	125153
	127526
	126273
	111685
	113072
	115809
	117144
	114442
	118447
	118479
	122463
	123796
	123768
	124979
	126256
	126274
	125025
	126275
	123764
	124974
	124959
	124960
	126225
	126250
	127459
	124961
	123752
	126209
	126210
	124963
	123751
	123750
	126211
	122439
	122438
	127426
	127440
	128647
	128668
	127470
	127471
	128683
	128666
	128667
	111661
	113042
	114382
	113068
	113067
	114406
	114405
	115781
	117143
	123815
	125026
	122585
	123925
	123937
	122596
	122611
	123950
	125151
	125152
	122597
	123951
	125167
	125166
	111684
	113071
	113102
	115808
	114441
	117172
	118478
	123769
	123797
	124980
	126228
	126229
	126257
	126276
	122460
	123790
	123763
	124973
	124958
	123749
	123728
	124940
	124941
	126208
	126226
	127438
	127458
	128665
	124942
	127424
	127425
	123730
	122423
	122422
	122421
	121062
	121061
	122437
	128646
	129973
	129990
	130009
	128682
	130008
	128681
	110208
	111681
	111682
	113069
	114407
	115782
	117168
	122487
	122464
	123816
	125027
	125007
	126258
	121192
	122595
	122584
	123936
	121201
	122610
	123949
	121202
	122612
	123967
	125182
	125181
	125165
	125180
	111683
	110236
	113070
	113101
	115807
	114440
	117171
	118477
	123770
	123798
	124981
	126230
	122459
	123789
	123762
	123747
	123748
	123727
	122402
	122403
	123729
	127439
	128645
	128644
	129987
	128680
	128629
	128628
	122404
	122420
	121040
	122401
	121039
	121060
	121080
	129972
	129989
	130007
	131215
	131214
	130006
	110235
	110234
	113100
	114439
	114438
	115805
	117169
	122488
	122465
	123817
	125028
	125008
	122609
	122594
	123935
	123948
	122628
	123966
	125164
	125179
	123965
	115806
	117170
	123771
	123799
	124982
	121079
	122458
	123788
	122436
	122419
	129971
	129970
	131196
	121038
	129988
	131198
	131213
	131197
	121106
	121081
	122489
	121082
	122466
	123818
	125009
	121216
	121200
	122608
	121215
	121199
	122593
	123934
	123946
	123947
	123964
	122627
	122626
	123986
	123985
	123800
	131186
	131185
	121107
	122490
	122467
	119836
	119815
	119835
	119814
	122607
	121214
	121234
	121198
	122592
	121236
	121235
	119857
	119858
	119856
	121233
	119855
	121258
	118571
	118589
	119878
	118570
	119877
	119854
	119876
	121257
	117251
	117270
	117269
	118588
	118569
	117250
	118568
	118586
	119875
	121256
	115908
	117268
	118587
	117249
	115893
	118567
	117248
	117267
	118551
	117284
	118604
	119899
	121255
	121274
	114545
	115907
	114546
	115909
	115894
	115892
	115876
	115877
	117247
	115891
	115906
	117266
	117230
	117283
	117298
	117299
	118605
	118619
	118618
	119918
	113186
	113185
	114544
	115924
	115923
	114529
	113171
	113187
	114508
	114528
	115875
	114527
	115857
	115858
	114489
	115890
	115905
	114543
	114560
	115874
	115873
	117231
	115939
	115940
	115956
	117317
	115941
	117300
	118620
	119919
	119920
	121285
	121286
	113170
	113169
	113168
	113184
	113204
	114561
	114580
	115922
	115938
	113154
	113152
	114507
	115856
	114526
	114542
	115904
	113183
	114559
	115855
	117213
	114579
	115957
	117318
	115958
	115942
	117301
	118621
	119921
	121287
	121288
	122677
	122678
	122679
	113203
	113221
	113220
	115921
	115937
	114578
	114541
	113182
	114558
	113202
	113219
	117319
	118638
	114594
	114595
	115959
	114616
	115979
	117337
	117320
	117321
	117302
	118622
	119922
	121289
	122680
	122681
	122695
	122696
	122697
	114577
	113218
	113201
	117338
	118639
	119939
	119940
	113236
	113237
	114596
	115960
	115981
	115980
	113256
	114624
	114617
	118640
	119941
	121307
	122699
	122698
	124010
	124011
	122682
	121304
	121305
	121306
	119938
	111803
	111804
	111813
	111814
	113257
	113258
	113238
	114618
	113262
	113261
	114625
	122700
	122717
	122718
	124022
	124012
	124023
	125225
	125224
	113263
	114626
	124024
	122719
	122716
	121322
	121323
	124038
	122733
	122734
	121324
	125235
	125234
	124039
	124040
	125245
	121325
	122736
	121345
	121321
	119951
	119952
	121344
	119953
	124054
	121367
	122754
	122755
	122735
	119954
	121346
	125244
	124055
	124056
	121347
	121370
	122757
	122756
	121366
	119950
	118653
	118654
	119971
	118655
	119972
	119973
	121343
	119970
	121365
	119974
	121375
	121376
	121368
	121377
	122766
	119975
	119986
	121379
	121378
	121369
	122767
	119983
	119982
	118670
	118669
	118671
	118672
	119984
	119985
	119987
	119988
	119989
	119990
	119991
	118677
	118676
	117348
	117349
	117350
	118678
	118679
	118680
	118682
	119992
	119993
	118684
	119994
	118685
	117353
	118681
	117354
	117355
	118683
	118687
	118688
	117360
	117361
	118689
	115994
	115995
	117358
	118686
	116000
	117359
	117365
	117364
	117366
	117367
	115999
	117357
	116004
	116003
	116002
	117363
	115998
	117352
	117356
	117351
	114634
	116001
	117362
	115993
	114632
	115997
	115992
	114633
	114629
	114631
	115996
	115991
	114628
	114630
	114627
defect 77 found with 19 vertices, area 28.25
	centroid (-47.0,18.2,-86.4)
	107583
	107584
	107606
	107607
	108889
	107630
	107631
	108913
	107649
	108914
	107650
	108936
	110267
	107667
	108937
	107668
	108956
	110287
	108957
defect 78 found with 113 vertices, area 181.50
	centroid (36.9,37.5,85.0)
	107894
	107911
	107910
	109214
	107927
	107928
	107909
	107926
	109213
	110552
	110551
	107945
	109230
	109229
	109248
	107925
	109227
	107944
	111978
	110568
	109247
	110571
	110570
	109228
	110569
	107943
	109246
	107956
	107957
	109259
	111992
	111993
	110589
	110590
	109258
	110591
	110592
	111994
	107968
	107969
	109270
	109269
	110611
	110610
	107981
	107982
	109285
	110629
	110630
	109271
	109284
	109268
	109283
	110628
	110632
	110609
	110631
	109299
	112039
	110652
	110651
	112059
	112060
	109297
	109267
	109282
	110627
	110649
	110650
	112038
	109300
	110670
	110671
	109312
	112058
	112076
	112075
	113479
	110669
	112037
	112057
	109301
	109313
	110686
	110687
	110672
	112077
	109323
	112095
	110673
	109314
	109324
	110701
	110702
	110688
	112078
	112096
	109329
	112115
	109330
	110710
	110711
	112116
	109336
	112130
	109337
	110715
	112131
	112142
	110716
	110717
	110712
	112132
defect 79 found with 24 vertices, area 39.00
	centroid (73.4,13.5,66.6)
	108097
	108098
	108109
	109408
	109409
	108110
	109419
	110793
	110792
	110805
	109410
	109421
	109420
	110806
	108111
	112223
	112224
	110794
	109398
	109422
	109411
	110795
	112225
	110783
defect 80 found with 171 vertices, area 270.25
	centroid (90.3,16.9,39.5)
	108184
	108192
	108185
	108191
	109496
	109504
	109497
	109505
	108198
	109489
	110940
	109495
	109490
	109498
	110942
	110941
	110963
	109515
	110987
	110922
	110921
	110939
	112345
	112360
	110961
	110962
	109491
	110923
	110924
	110943
	112361
	112362
	110964
	110986
	111010
	112346
	112344
	113717
	113731
	112374
	113743
	112373
	112347
	112348
	110965
	112376
	113733
	113745
	110988
	112388
	111009
	109545
	111031
	113732
	113755
	113744
	112330
	113719
	109506
	110989
	112375
	115008
	115019
	111011
	112400
	112401
	113756
	111030
	111008
	109546
	111032
	112414
	112415
	113704
	114994
	109517
	109516
	111012
	114995
	115009
	115020
	112399
	113767
	113768
	113780
	111029
	111054
	112413
	112436
	109530
	109531
	109529
	115010
	115021
	112412
	113766
	113778
	113779
	111053
	112435
	113793
	109548
	109549
	109532
	109550
	113720
	113734
	115032
	112411
	113777
	115059
	115060
	113792
	112434
	109567
	111035
	111034
	111036
	108207
	108214
	109551
	111037
	113735
	113746
	113791
	115071
	115072
	111057
	109568
	112417
	111059
	111058
	112438
	112416
	112437
	111060
	108215
	109552
	109533
	111013
	112404
	112419
	112439
	113736
	113747
	113757
	109569
	109570
	109571
	111061
	112440
	108216
	109534
	109553
	111038
	111014
	110990
	112392
	112403
	112391
	113748
	113758
	113769
	109535
	111015
	110991
	112378
	112377
	113771
	113759
	113770
defect 81 found with 80 vertices, area 126.25
	centroid (56.0,45.0,-69.5)
	108451
	108452
	108469
	108470
	109774
	109757
	109775
	109773
	109788
	108486
	109789
	108487
	109790
	109756
	111228
	111229
	111242
	111253
	109772
	109799
	109787
	111251
	111265
	108498
	111267
	111227
	111240
	111241
	112608
	112609
	112620
	112629
	111252
	111266
	112628
	109819
	111286
	109786
	111250
	112645
	111287
	112607
	112618
	111239
	112617
	112619
	113978
	113979
	113990
	113989
	112646
	111307
	112666
	111249
	112627
	111263
	111264
	114006
	114005
	113977
	114007
	113988
	111306
	112688
	112687
	114022
	112665
	112644
	113987
	112642
	112643
	114004
	112686
	114021
	114037
	114003
	112663
	112664
	114020
	114036
defect 82 found with 13 vertices, area 19.50
	centroid (47.9,49.2,-72.7)
	108573
	108574
	109893
	109894
	108593
	108592
	109895
	108594
	108575
	109896
	109913
	109914
	109915
defect 83 found with 78 vertices, area 121.00
	centroid (64.4,4.5,-76.4)
	108711
	108737
	108736
	108712
	110046
	110045
	110073
	110074
	108755
	110090
	110047
	111523
	111524
	110088
	110089
	108771
	110104
	111557
	111558
	111495
	111525
	111494
	110102
	111556
	110119
	111569
	112929
	112930
	112942
	111462
	111463
	111567
	110103
	112928
	112941
	111582
	110118
	111581
	112956
	112911
	112912
	114268
	114288
	114307
	112943
	112845
	112846
	111568
	111580
	112954
	112910
	112927
	112940
	112953
	111602
	112980
	112955
	111601
	112979
	112895
	114267
	114247
	115620
	115640
	112815
	114191
	112816
	112894
	114246
	114219
	115590
	114164
	114163
	115531
	115563
	115591
	115532
	115564
defect 84 found with 24 vertices, area 35.50
	centroid (-45.2,24.4,85.8)
	110545
	110546
	110563
	111971
	110564
	111972
	110547
	111987
	111988
	110565
	111973
	113418
	113417
	113432
	111989
	113433
	111990
	111974
	113419
	113406
	113407
	114781
	114793
	113434
defect 85 found with 35 vertices, area 55.75
	centroid (-23.7,29.2,92.6)
	113265
	113269
	114636
	113266
	114637
	113270
	116006
	113267
	114638
	116007
	113271
	113276
	114645
	116008
	114639
	117375
	116015
	116014
	113277
	114650
	116009
	116016
	117382
	117376
	117383
	116023
	116022
	113278
	114651
	116021
	117377
	117384
	117392
	117391
	114652
defect 86 found with 185 vertices, area 283.00
	centroid (93.5,29.4,19.2)
	113861
	113871
	115192
	115193
	115212
	115191
	115166
	115167
	116554
	116574
	115190
	116509
	116531
	117848
	116594
	117872
	115189
	115211
	116530
	117811
	116553
	117827
	116610
	117890
	117871
	117889
	119182
	115188
	115210
	116552
	117810
	117794
	117826
	117904
	117870
	116592
	116593
	119181
	116609
	117888
	117903
	119203
	115209
	115230
	116551
	116573
	119130
	117809
	119116
	117825
	119222
	119223
	117869
	116591
	119180
	116608
	120579
	120595
	117887
	117902
	119221
	113884
	115229
	115245
	116590
	117847
	117868
	119129
	119115
	119144
	119160
	119235
	119236
	119179
	116607
	119201
	119202
	120578
	120594
	120614
	120615
	117886
	117901
	119220
	120612
	120613
	113883
	115228
	115244
	116589
	116606
	119178
	119128
	119114
	119143
	119159
	120564
	120576
	120630
	120631
	120577
	120593
	117885
	119199
	119200
	119219
	120611
	120592
	113882
	113898
	115243
	115259
	116605
	119127
	119113
	119142
	120548
	120563
	120575
	120591
	117900
	119218
	120610
	121987
	121998
	121997
	113881
	113896
	113897
	115242
	115258
	116604
	116621
	116622
	119126
	119112
	120536
	120547
	120562
	121962
	121963
	121976
	117899
	119217
	120609
	120590
	121986
	121975
	115227
	115241
	115257
	116603
	116620
	117898
	119125
	119111
	119141
	120535
	120546
	120561
	121961
	119198
	120589
	121985
	121974
	116572
	116588
	115256
	116602
	117883
	117884
	117808
	119140
	120545
	120560
	119158
	119177
	120574
	116550
	117846
	117866
	117867
	117824
	119157
	119176
defect 87 found with 11 vertices, area 16.00
	centroid (74.9,7.2,-65.9)
	113982
	113996
	113983
	115344
	115343
	115356
	115357
	116711
	116712
	116723
	116724
defect 88 found with 443 vertices, area 695.50
	centroid (15.3,57.7,-79.7)
	114046
	114059
	115399
	114060
	114047
	115400
	114075
	115413
	115412
	115430
	116764
	116765
	116766
	114074
	116781
	116780
	115411
	115429
	116779
	116763
	116778
	118046
	118047
	116767
	114073
	116782
	116802
	116803
	118063
	118062
	116801
	118061
	115428
	116800
	118060
	118044
	118045
	119357
	119358
	118048
	119359
	118064
	116828
	116829
	118087
	116830
	116804
	118086
	119370
	119371
	118088
	119393
	118084
	118085
	116827
	119369
	116799
	118083
	118059
	119360
	120766
	120765
	119372
	119395
	118109
	118110
	118111
	119394
	115451
	115470
	116854
	118112
	116855
	116831
	115432
	115431
	116805
	119419
	120783
	118089
	118113
	119421
	119392
	118108
	119368
	119391
	119417
	120784
	122135
	122153
	122134
	122152
	119396
	119373
	120785
	120799
	120800
	119418
	119420
	118136
	118135
	120798
	114092
	115450
	114093
	115452
	115469
	114109
	114110
	115471
	119442
	122172
	118107
	119416
	122154
	122173
	119397
	119423
	119422
	120820
	119374
	120786
	122155
	120819
	122190
	119441
	118162
	119467
	118161
	114091
	114111
	120843
	119468
	119443
	120844
	118134
	119440
	122174
	123494
	123513
	120801
	120821
	119444
	120845
	122191
	122214
	122175
	123495
	122156
	119466
	120842
	120870
	119493
	120872
	120871
	120901
	119469
	120873
	122241
	118158
	119462
	123532
	123514
	120822
	120802
	122176
	120846
	122192
	123533
	122215
	123555
	123583
	123496
	119492
	119465
	120869
	120899
	120900
	122239
	122267
	120902
	122240
	122268
	122269
	118184
	119488
	123515
	124761
	124777
	123556
	124796
	124795
	124825
	123610
	119491
	119464
	120868
	120841
	122213
	122238
	120924
	122266
	122294
	118206
	119515
	124824
	124849
	124848
	119490
	119518
	118160
	118159
	119463
	120867
	120840
	122237
	122236
	122212
	123553
	123554
	123582
	122291
	120952
	123609
	118205
	119514
	119541
	126104
	124864
	124863
	124847
	126103
	118186
	119489
	118185
	120898
	122317
	123630
	122316
	118228
	119540
	119567
	124862
	124882
	123655
	122343
	122344
	122342
	118256
	119566
	124906
	126130
	123681
	122373
	123680
	123703
	122372
	119597
	120974
	124907
	126154
	126131
	127357
	127356
	123704
	123705
	123682
	123702
	124924
	124925
	119596
	120996
	124908
	126155
	127377
	126175
	126132
	127378
	124926
	123724
	123723
	124936
	124937
	124938
	120995
	122368
	126156
	126176
	127398
	127397
	126174
	126188
	126189
	124939
	123743
	126186
	126187
	124954
	121019
	122396
	123721
	124956
	127406
	126203
	127420
	123720
	123742
	124953
	127395
	128611
	128623
	123741
	124952
	126201
	126200
	127376
	127394
	128597
	129944
	127418
	126222
	127417
	127355
	127375
	128580
	126153
	129930
	129943
	129929
	131158
	127434
	127435
	128621
	127354
	128562
	126129
	128579
	128561
	129915
	126152
	129914
	131146
	129928
	129913
	131145
	131157
	131164
	128638
	128639
	128609
	128622
	128640
	128641
	127353
	126128
	128578
	128560
	127374
	128596
	129942
	131163
	129949
	129948
	129961
	129960
	129962
	128610
	129963
	131175
	131176
	131177
	131178
	132207
	132208
	133195
	133196
	134097
	134098
	134076
	134075
	134992
	134077
	134066
	134978
	134993
	134977
	133179
	133180
	134078
	133171
	134055
	134056
	134067
	134979
	135901
	135902
	133172
	132193
	132187
	133181
	134079
	134068
	134980
	134994
	133161
	133160
	133162
	134057
	135903
	136877
	136878
	135913
	132178
	132194
	132188
	133173
	135904
	135915
	132179
	135914
	136889
	135925
	135926
	136901
	136900
	135942
	136908
	136907
	137833
	135957
	136913
	136912
	137838
	137837
	136930
	136931
	137850
	137849
	137851
	137865
	138761
	137866
	138762
defect 89 found with 12 vertices, area 21.00
	centroid (-68.5,31.1,-65.9)
	115478
	115479
	115502
	116864
	116842
	116865
	116886
	116841
	118124
	118147
	116887
	118148
defect 90 found with 96 vertices, area 151.25
	centroid (62.1,17.8,-76.3)
	115684
	115699
	115698
	115685
	117040
	117039
	117054
	117055
	118348
	118349
	118369
	118370
	118322
	118323
	119652
	119674
	119633
	119653
	118384
	119689
	119675
	118385
	119632
	119651
	121044
	121045
	117071
	118383
	117072
	119688
	119690
	121088
	121089
	122425
	122426
	119708
	121111
	123735
	123756
	121110
	122493
	124945
	124946
	124968
	121135
	122492
	126194
	124967
	126216
	122520
	123822
	123851
	126215
	126235
	123821
	125034
	126234
	126263
	123820
	125033
	125014
	124986
	124985
	126233
	126262
	125013
	125032
	123775
	123774
	123802
	125012
	126261
	126232
	126213
	126260
	123803
	122443
	122424
	123755
	123754
	123773
	122441
	122442
	123753
	122470
	125011
	124984
	124964
	126212
	126231
	127442
	127443
	127465
	122471
	126259
	127464
defect 91 found with 318 vertices, area 498.00
	centroid (42.8,61.3,-66.3)
	116651
	116652
	117935
	117934
	116667
	117948
	119256
	119266
	117947
	119255
	116668
	117949
	117960
	117961
	119265
	119244
	119245
	119257
	120652
	120666
	119272
	119273
	119267
	117959
	119264
	117936
	117962
	119271
	117975
	117976
	120653
	122031
	122030
	120667
	122041
	119286
	119285
	120674
	120675
	119274
	120676
	117958
	119270
	120664
	117977
	119284
	116691
	116690
	117990
	122042
	119300
	120687
	120688
	119287
	120686
	120689
	122056
	119288
	120677
	120690
	117957
	119269
	119283
	116705
	117992
	120685
	116702
	116703
	117989
	118002
	118003
	117991
	119301
	122054
	122055
	120703
	120702
	120704
	122057
	120701
	122068
	122058
	119302
	120705
	122071
	117973
	117974
	119282
	120684
	116704
	116717
	120700
	116701
	117988
	118001
	119313
	119314
	118004
	119315
	119316
	122069
	122070
	120719
	120718
	122084
	122067
	123403
	123404
	119317
	120720
	122086
	123419
	116699
	117986
	117972
	117985
	119281
	120683
	120699
	116700
	117987
	119298
	119299
	119312
	120715
	120716
	120717
	118005
	123405
	123417
	122083
	122066
	123402
	124671
	124672
	124673
	122085
	123418
	124684
	119296
	119297
	119280
	119295
	120682
	120698
	119311
	120714
	120727
	122082
	122081
	122094
	124682
	123416
	123433
	123434
	124683
	122096
	123432
	122065
	122080
	123401
	123414
	123415
	124670
	124679
	124680
	125908
	125907
	125917
	124681
	125918
	125921
	124695
	124696
	124685
	125922
	119309
	119310
	120697
	120713
	120726
	122093
	122095
	123430
	123431
	125919
	125920
	124694
	125932
	122064
	122079
	123429
	123413
	124678
	125916
	125929
	125911
	125910
	125933
	127158
	127157
	123436
	123435
	124707
	123451
	124708
	124697
	124709
	124686
	125923
	127159
	120712
	122078
	124690
	124691
	125909
	127155
	124706
	125943
	125944
	123428
	123446
	123447
	124704
	124677
	125915
	125928
	127151
	127150
	127149
	127165
	128375
	127167
	127166
	128383
	127156
	128374
	123450
	124722
	124721
	125955
	124723
	125934
	125945
	125957
	125927
	125940
	127175
	124689
	124703
	125914
	125926
	127140
	127152
	128365
	128366
	127139
	127138
	128355
	127164
	128367
	128368
	128376
	127177
	128384
	128395
	128373
	129679
	129690
	129689
	125956
	127184
	127186
	127185
	125939
	127174
	128392
	128393
	127176
	128356
	127141
	128357
	129668
	129678
	128381
	129670
	129680
	129681
	129691
	128403
	129702
	129713
	128394
	128402
	129712
	128380
	128372
	129688
	130933
	130942
	129699
	129700
	130949
	129698
	128382
	129711
	129669
	130924
	130932
	130925
	130926
	130934
	130935
	130944
	130951
	129701
	130943
	130950
defect 92 found with 10 vertices, area 14.50
	centroid (68.9,9.4,-71.8)
	119479
	119506
	119505
	119480
	120888
	120887
	120913
	119507
	120914
	120915
defect 93 found with 21 vertices, area 30.50
	centroid (-9.8,49.2,-86.5)
	119570
	119600
	119571
	120979
	120978
	119601
	120999
	119572
	120980
	122348
	119602
	121000
	121022
	121001
	122349
	122377
	121023
	122398
	121024
	122400
	122399
defect 94 found with 69 vertices, area 107.50
	centroid (-28.7,52.7,-80.0)
	120787
	120804
	122158
	122157
	122177
	122194
	122159
	122178
	123497
	123517
	122195
	120789
	122179
	123498
	122160
	123537
	123518
	122219
	122196
	123538
	120805
	122180
	123499
	124743
	124764
	124781
	122220
	123560
	120825
	122197
	120851
	123539
	124782
	120826
	120806
	123519
	122181
	124744
	124765
	126001
	126028
	126029
	122221
	123561
	122198
	123540
	124783
	126030
	123520
	122182
	124766
	126002
	127273
	127274
	127275
	123562
	124802
	122199
	123541
	123521
	126003
	126031
	126061
	127299
	127298
	124803
	126059
	124804
	126060
defect 95 found with 9 vertices, area 14.00
	centroid (-18.9,37.1,-90.9)
	121096
	121097
	122476
	121120
	121119
	121098
	122477
	122503
	122502
defect 96 found with 22 vertices, area 37.00
	centroid (30.4,26.4,-91.5)
	124072
	124073
	125277
	125278
	125279
	125276
	126486
	126487
	125262
	125263
	126488
	126473
	126489
	125260
	126470
	126471
	126472
	125261
	125248
	125249
	127685
	127686
defect 97 found with 6 vertices, area 9.00
	centroid (70.8,18.5,-68.1)
	124746
	124747
	125971
	125988
	125989
	125972
defect 98 found with 7 vertices, area 10.25
	centroid (70.4,19.5,-68.3)
	125937
	125951
	125938
	127170
	127181
	127171
	127182
defect 99 found with 32 vertices, area 52.00
	centroid (-28.3,38.0,88.1)
	126524
	126530
	126525
	127731
	127730
	126531
	127737
	126537
	127738
	128945
	127729
	126538
	127745
	127744
	127736
	128951
	128958
	126543
	128952
	127750
	128959
	127749
	128950
	128957
	128963
	130262
	130261
	126542
	130257
	128964
	127748
	128962
defect 100 found with 41 vertices, area 64.25
	centroid (82.3,56.8,1.2)
	127108
	127120
	127121
	128328
	127109
	128337
	128338
	127122
	128339
	127134
	127133
	128329
	128317
	128318
	128350
	129656
	129655
	129657
	128351
	129665
	127146
	129634
	129632
	129633
	128360
	129663
	129645
	129646
	129644
	130900
	130911
	130913
	130921
	128362
	129675
	129674
	129664
	130920
	128361
	129673
	130919
defect 101 found with 45 vertices, area 69.25
	centroid (-16.1,35.5,-92.1)
	127499
	127518
	128702
	128701
	128715
	128691
	130028
	130029
	128690
	130016
	130027
	128700
	128714
	128735
	128736
	130017
	130018
	130019
	131226
	131225
	128758
	131227
	130005
	130004
	131211
	131228
	131237
	131210
	132255
	131236
	132272
	131212
	132237
	132238
	132239
	132257
	132274
	133230
	133248
	132256
	132273
	133231
	133232
	133250
	133249
defect 102 found with 40 vertices, area 64.25
	centroid (9.9,29.4,-95.1)
	128864
	128865
	130170
	130171
	130172
	128876
	130182
	131390
	131401
	131391
	130183
	130173
	130184
	128877
	131382
	131402
	132396
	131383
	131392
	132389
	128878
	130185
	128898
	130198
	132397
	131384
	131393
	132390
	130186
	130199
	132398
	132391
	130200
	131404
	132399
	132392
	131415
	132400
	131414
	131403
defect 103 found with 94 vertices, area 143.50
	centroid (-9.4,71.6,-69.2)
	132042
	132059
	132043
	133025
	133024
	133037
	132060
	133038
	132078
	132077
	133057
	133019
	133020
	133942
	133039
	133026
	133943
	133941
	133953
	133954
	132061
	132079
	133955
	133937
	133936
	134858
	134857
	134864
	133040
	133956
	133027
	133944
	134865
	133973
	133972
	132044
	133058
	134881
	134850
	134851
	135783
	134866
	134859
	135784
	134856
	134849
	134880
	134863
	135788
	135789
	133974
	135790
	134843
	134844
	135775
	135776
	135782
	136739
	136740
	135791
	136746
	135774
	135781
	134848
	134842
	135773
	136738
	136744
	136745
	133933
	133923
	134834
	133932
	135768
	135769
	135767
	134841
	133931
	134833
	134832
	133922
	135762
	133014
	132998
	133013
	135761
	134840
	133930
	134831
	133012
	133921
	133920
	132997
	132996
defect 104 found with 25 vertices, area 41.00
	centroid (-26.6,45.0,85.2)
	132449
	132454
	132450
	133406
	133405
	132455
	132458
	133412
	133411
	133417
	132451
	133407
	134345
	134350
	132456
	133413
	133418
	134351
	133419
	134358
	134357
	132452
	133408
	134347
	134346
defect 105 found with 31 vertices, area 46.25
	centroid (3.6,53.8,-84.2)
	133186
	133201
	134083
	134084
	134107
	134996
	134997
	134085
	134108
	134127
	135018
	134998
	135019
	135020
	134128
	135034
	135035
	135933
	135934
	135036
	135935
	135033
	135949
	135950
	135951
	135952
	135046
	135964
	135963
	136920
	136921
defect 106 found with 751 vertices, area 1151.50
	centroid (3.9,51.0,-85.7)
	134220
	135121
	134221
	135122
	135107
	136057
	136058
	134241
	134222
	135123
	136059
	136035
	136056
	136081
	136082
	137009
	137008
	137025
	134242
	134257
	134258
	134223
	135124
	135138
	136083
	136084
	136060
	137010
	136015
	136034
	136080
	136102
	136103
	137043
	137929
	137930
	137928
	137942
	137957
	134243
	134259
	135152
	134273
	134274
	134275
	135139
	136104
	136105
	137026
	137044
	137943
	136014
	136033
	136079
	136101
	136112
	136113
	137054
	137970
	138820
	138821
	138835
	138819
	138834
	138847
	138856
	135162
	136114
	134272
	135160
	135161
	136115
	137056
	137958
	137972
	138848
	136013
	135995
	135150
	136100
	135151
	136111
	135159
	137055
	137971
	138857
	139681
	139682
	139693
	139700
	139680
	139692
	138833
	138846
	138855
	138864
	138865
	134255
	134271
	138858
	139710
	136012
	135994
	135158
	139709
	139720
	140608
	140609
	140618
	140625
	140636
	140607
	139691
	140617
	138832
	138845
	138854
	139708
	138863
	139718
	139719
	138872
	138871
	139725
	139726
	140635
	135993
	135989
	140650
	140663
	141610
	141611
	141622
	140619
	141623
	140626
	141630
	141644
	141609
	139690
	140616
	141621
	138818
	138817
	138831
	138844
	138853
	139707
	139717
	140648
	140649
	140662
	141643
	141662
	135988
	136955
	141599
	141598
	142666
	142667
	142681
	142682
	141631
	142692
	141645
	142706
	142707
	142665
	142680
	139679
	140615
	141620
	138807
	139678
	140647
	141660
	141661
	142705
	142724
	135983
	135987
	136951
	137880
	137897
	142653
	142652
	143728
	143729
	143730
	142668
	143731
	143746
	143760
	142691
	143759
	143772
	143744
	142679
	143743
	139671
	140606
	141619
	138796
	137898
	139670
	141659
	142722
	142723
	142704
	143771
	135984
	135982
	136943
	136944
	136950
	137877
	137879
	137876
	138780
	138795
	143714
	143713
	144703
	144721
	143745
	143715
	144705
	144723
	144736
	144751
	144750
	143758
	144749
	143756
	143757
	142678
	143742
	143755
	139658
	142721
	142702
	142703
	142689
	142690
	143770
	136945
	136940
	136941
	144704
	144734
	144722
	144735
	143769
	143768
	136926
	136927
	143767
	135969
	135970
	142720
	143785
	143784
	143766
	144756
	141657
	142719
	142718
	143783
	142700
	142688
	143754
	143765
	144746
	144747
	140645
	140644
	141656
	141675
	142735
	142734
	142717
	143782
	141640
	141629
	142699
	141639
	141618
	142677
	142676
	142687
	143753
	144745
	143764
	145619
	145620
	144732
	145610
	145621
	140634
	140633
	140643
	141655
	141674
	141685
	142741
	143792
	143793
	142733
	143791
	142716
	142697
	142698
	141628
	141617
	141638
	141627
	141606
	142662
	142661
	142675
	142686
	143752
	144744
	145618
	145629
	145630
	143741
	144731
	145609
	146483
	146484
	146493
	145631
	140624
	140632
	140642
	141654
	141673
	140660
	140661
	141684
	142740
	143799
	142745
	142746
	143797
	143798
	144771
	144770
	144773
	143781
	143790
	143796
	142715
	142696
	143780
	141636
	141637
	140623
	140614
	140631
	141605
	141595
	142649
	142648
	142660
	143723
	143738
	142674
	143737
	142685
	143751
	144743
	144729
	145607
	145617
	146500
	146501
	143740
	143726
	144730
	145608
	146482
	147359
	147360
	147361
	146502
	147367
	141653
	141672
	140659
	141683
	142739
	143803
	144775
	143802
	144772
	144774
	142732
	143789
	142659
	143722
	144716
	143724
	143739
	144728
	145598
	145606
	145599
	147373
	143725
	147358
	147352
	148197
	147366
	148206
	147374
	141671
	142731
	143779
	142658
	143721
	144717
	148215
	148223
	147357
	147351
	148196
	147341
	147342
	148205
	141652
	142714
	143778
	142657
	143720
	144713
	148214
	148222
	148195
	148191
	148204
	147328
	148181
	146451
	147329
	147343
	149049
	149056
	142713
	143763
	143719
	144712
	144726
	149061
	148221
	149042
	148203
	149047
	148192
	149035
	149034
	149048
	147327
	146450
	148168
	148180
	148167
	149023
	148182
	149024
	146435
	147314
	148169
	147330
	148170
	147344
	149044
	149938
	149945
	149947
	142695
	143750
	143736
	149060
	149946
	148213
	149930
	149929
	149054
	149937
	149936
	149025
	149036
	149922
	149923
	149043
	149931
	147313
	146449
	146433
	149022
	148154
	149012
	149014
	149013
	149906
	149915
	149914
	149907
	149916
	145563
	145564
	146436
	147315
	148156
	148155
	147331
	148171
	146463
	149932
	150823
	150829
	150835
	149944
	150834
	142684
	149055
	150821
	149928
	149921
	149934
	149943
	150827
	149917
	149026
	149037
	149924
	150813
	150814
	150815
	150822
	147301
	146416
	145561
	149905
	148153
	148143
	149002
	149899
	150798
	150799
	150800
	149908
	145545
	145575
	146452
	146453
	146437
	147316
	148157
	150828
	150833
	149040
	149920
	149927
	149039
	150819
	150820
	150812
	150826
	149941
	149918
	150801
	150809
	149925
	150816
	150806
	150807
	151550
	151556
	151555
	150808
	146415
	145543
	150793
	148152
	148142
	148166
	149001
	149011
	148134
	148989
	148990
	149887
	149898
	150792
	150797
	150805
	151545
	151546
	149033
	149913
	149919
	150811
	149926
	149038
	150818
	151554
	151558
	151557
	151559
	150832
	151562
	149940
	150831
	150810
	151547
	151553
	151552
	150817
	151549
	151551
	152307
	152309
	145542
	144658
	148988
	149000
	149010
	149903
	149904
	148133
	147289
	148981
	149880
	149886
	150783
	151540
	151544
	150796
	150791
	151543
	150804
	151548
	149912
	149933
	150824
	152306
	152308
	151561
	152310
	151560
	152311
	151564
	151563
	149939
	150830
	150825
	152305
	145541
	144657
	149884
	149885
	149897
	148129
	147283
	148980
	147288
	146401
	147282
	149879
	150777
	150778
	151535
	151539
	151534
	150790
	151542
	151538
	152304
	148999
	149896
	148128
	148974
	148979
	149878
	146395
	145528
	147281
	146394
	150776
	151533
	150789
	151541
	151537
	152303
	149895
	148127
	148973
	149872
	149877
	150775
	145521
	147280
	146393
	145520
	151532
	152300
	150788
	150782
	151536
	152302
	149894
	148126
	148972
	149871
	149876
	150774
	150772
	144638
	145519
	144637
	151530
	152299
	150787
	150781
	151531
	152301
	148971
	149870
	148978
	149875
	150773
	150771
	151529
	150780
	145518
	144636
	143648
	152297
	152298
	149883
	152296
	144635
	143647
	142584
	143646
	142583
	142582
	141531
defect 107 found with 24 vertices, area 39.00
	centroid (-18.4,54.3,81.9)
	134382
	134392
	135259
	135258
	135267
	134391
	136216
	136217
	136215
	136223
	135266
	135278
	135279
	135268
	136224
	136225
	136214
	137167
	137168
	136222
	137176
	136232
	135277
	136231
defect 108 found with 477 vertices, area 733.50
	centroid (-27.3,88.0,-38.2)
	135850
	135856
	135851
	136815
	135857
	136827
	136816
	136814
	136826
	137741
	137742
	136828
	137756
	137757
	136839
	137743
	136817
	136829
	136840
	137769
	137758
	138680
	136851
	137744
	137759
	136841
	136830
	136852
	137770
	137781
	138689
	137768
	137780
	138688
	138681
	139523
	137760
	138682
	136842
	137771
	136853
	137782
	138695
	138696
	137790
	139535
	139534
	139524
	139522
	140449
	140450
	137772
	138683
	139525
	138690
	136854
	137783
	136861
	137791
	139544
	138701
	139545
	139533
	139543
	140451
	139536
	139521
	140448
	141433
	141434
	141435
	137784
	138691
	137773
	139537
	136862
	137792
	138702
	139552
	139553
	139554
	139532
	139542
	140462
	141436
	139520
	140447
	142463
	142464
	142465
	142466
	137793
	137785
	138692
	139538
	140463
	138703
	139555
	140482
	140483
	140484
	141450
	141437
	142467
	142445
	142446
	143510
	143511
	143512
	143513
	137794
	138704
	138697
	139539
	140464
	141451
	140472
	139556
	138710
	140485
	141485
	141486
	142482
	143541
	143495
	143496
	144524
	144525
	143540
	143539
	144552
	138705
	138711
	139546
	140465
	140473
	141467
	142506
	139562
	140486
	141487
	140493
	142531
	142532
	142483
	143542
	143569
	143570
	143485
	143484
	144500
	144501
	143568
	143567
	144572
	139557
	138712
	139563
	140474
	139547
	141468
	140487
	142507
	140494
	141495
	142533
	143591
	143592
	143593
	142484
	143543
	143571
	143594
	143595
	144487
	144486
	144488
	144573
	144590
	144591
	139564
	139558
	140488
	140495
	139571
	140475
	141488
	142535
	142508
	141496
	140505
	142545
	142546
	142534
	143608
	143607
	144601
	142469
	142468
	142485
	143514
	143544
	143572
	143609
	143610
	144474
	144473
	144602
	140496
	139572
	140489
	141489
	140506
	141497
	142547
	142509
	141507
	142556
	142557
	141438
	142448
	141452
	142447
	143497
	141469
	144526
	143515
	144527
	144553
	144574
	143573
	144575
	145387
	144461
	145386
	140507
	140497
	141498
	141490
	141508
	142548
	142558
	141470
	142510
	141509
	140452
	141421
	140453
	141439
	141422
	142449
	142434
	142435
	141453
	142433
	143486
	144502
	144503
	145442
	145455
	144554
	145456
	143545
	142486
	144448
	145370
	146290
	141499
	141454
	141471
	142511
	139526
	140438
	139527
	141413
	141414
	140439
	142470
	143498
	143516
	142428
	142487
	141412
	142426
	143477
	144489
	145422
	145423
	146332
	146347
	146348
	144528
	145443
	145457
	146349
	145355
	146277
	139513
	139512
	140430
	140431
	141406
	141407
	141405
	143470
	144477
	145405
	146319
	146320
	146331
	147230
	147250
	146362
	146361
	147264
	146363
	144529
	145444
	146334
	146350
	146364
	145340
	145354
	145339
	146261
	139504
	138672
	138671
	139503
	140424
	140425
	144463
	144462
	144476
	145390
	146304
	147213
	147229
	147214
	147231
	148089
	148088
	148103
	147265
	147251
	148104
	147266
	147267
	146333
	146321
	147232
	146335
	147233
	146351
	146365
	147268
	145323
	146247
	139497
	138664
	138663
	139496
	144449
	145371
	145389
	146293
	147198
	147199
	147215
	148090
	148074
	148902
	148921
	148073
	148087
	148102
	148940
	148941
	148114
	148115
	148942
	148105
	148116
	147253
	147252
	146336
	147234
	147254
	145305
	146234
	138654
	138653
	145356
	146278
	146292
	147191
	147190
	147197
	148052
	148053
	148922
	148901
	148920
	149823
	149824
	148072
	148900
	148919
	149822
	149841
	149842
	148106
	148943
	149843
	145306
	146219
	146218
	145341
	146263
	148051
	148879
	148878
	149802
	149803
	150711
	150730
	150729
	150710
	145285
	146203
	146204
	146220
	146249
	146248
	149780
	149779
	149781
	150709
	150688
	150687
	151481
	151492
	151491
	150686
	151480
	146205
	147109
	147128
	146235
	147160
	150661
	150660
	151469
	151468
	151493
	151482
	152262
	152263
	152261
	152249
	146206
	147110
	146222
	147147
	151452
	151451
	151467
	152232
	152251
	146207
	147111
	146221
	147131
	147132
	147146
	147112
	147130
defect 109 found with 5 vertices, area 8.25
	centroid (48.7,43.4,-75.8)
	136844
	136845
	136856
	137775
	137776
defect 110 found with 34 vertices, area 49.50
	centroid (16.8,46.7,-86.8)
	138878
	138885
	138879
	138884
	139738
	139737
	139748
	139749
	138893
	138892
	139763
	140677
	140678
	140676
	140689
	140700
	138901
	139777
	138900
	139776
	140707
	141687
	141688
	140679
	141689
	141686
	141699
	141709
	140708
	140701
	141710
	141700
	141701
	141711
defect 111 found with 48 vertices, area 75.50
	centroid (41.4,90.6,-8.4)
	141263
	141264
	141275
	141274
	142270
	142243
	142259
	141276
	141265
	141288
	141289
	141287
	142286
	143320
	142271
	142244
	142260
	142272
	141290
	141277
	142287
	141304
	141303
	142303
	143321
	143303
	142261
	143304
	142273
	143322
	141278
	143336
	142288
	141319
	141318
	142317
	143305
	144287
	142274
	143323
	143337
	142289
	142318
	143306
	144288
	143324
	144295
	143338
defect 112 found with 22 vertices, area 35.25
	centroid (36.6,51.6,-77.4)
	142436
	142437
	142450
	143489
	143488
	142451
	143500
	142471
	143499
	142472
	143518
	142488
	143517
	142473
	142489
	143547
	143519
	143546
	144531
	144530
	144555
	142490
defect 113 found with 443 vertices, area 671.00
	centroid (4.2,88.9,-45.5)
	142477
	143523
	142493
	142494
	143552
	143503
	144534
	144561
	143551
	144508
	144535
	144562
	144560
	145464
	144581
	144580
	145475
	144509
	145429
	144536
	145463
	146354
	146366
	144510
	145430
	145409
	146353
	147257
	147269
	147273
	144491
	145410
	145396
	147237
	148109
	147270
	147258
	148110
	148118
	148117
	148120
	147274
	148121
	145411
	145397
	148094
	148093
	148108
	148945
	148946
	148119
	148928
	148947
	148957
	148958
	148956
	148960
	148961
	148122
	148962
	145398
	145380
	148927
	148092
	148926
	148107
	148944
	149845
	149846
	148955
	149829
	149830
	149848
	149858
	149859
	148959
	149856
	149857
	149861
	149862
	148965
	148963
	148966
	145381
	146284
	146285
	149828
	148091
	148925
	148908
	149809
	149827
	149844
	150745
	150746
	150747
	150733
	150734
	149847
	150748
	150749
	150760
	149860
	150761
	150758
	150759
	150763
	149866
	150764
	149863
	149864
	148967
	148964
	149867
	146270
	146271
	150717
	148907
	148924
	149826
	149808
	150716
	150732
	151494
	151503
	151504
	151505
	151495
	151496
	151506
	151507
	150750
	151508
	150762
	151517
	151518
	151515
	151516
	151521
	150765
	151522
	149865
	150766
	148968
	149868
	150768
	146253
	146254
	146272
	151485
	148886
	148906
	149788
	148923
	149825
	150731
	149807
	150715
	151484
	150714
	151483
	152265
	152273
	152274
	152275
	152283
	152257
	152267
	152268
	152276
	152277
	152278
	152286
	151524
	152287
	152293
	152284
	152290
	152291
	151523
	152292
	149869
	150767
	151525
	150769
	151526
	146241
	146242
	146255
	152256
	148885
	149787
	148905
	149806
	150693
	150692
	152255
	150713
	150691
	152264
	152988
	152989
	152999
	153000
	152282
	153007
	153008
	152266
	152990
	152991
	152992
	153002
	153003
	152285
	153010
	153011
	151528
	151527
	152295
	153012
	153018
	152294
	153017
	153009
	153015
	153016
	150770
	146231
	146243
	152239
	152967
	152980
	148884
	149786
	148904
	149805
	152238
	152254
	150712
	150690
	150667
	149785
	150666
	152978
	152977
	152987
	153739
	152998
	153749
	153750
	153751
	153001
	153752
	153741
	153742
	146232
	152966
	152979
	153731
	148868
	148883
	149766
	149765
	148903
	149804
	152237
	152965
	152253
	149784
	150689
	150665
	150644
	149764
	150643
	152976
	153728
	153738
	153729
	153730
	153740
	153719
	148867
	148882
	152236
	152964
	153718
	152252
	149783
	149763
	149762
	150664
	150642
	149749
	148866
	149748
	152963
	152962
	152975
	153727
	153717
	148881
	152217
	152235
	152945
	149782
	148864
	149761
	148880
	150663
	150641
	149747
	148852
	148865
	148851
	152234
	152943
	153715
	153726
	153716
	153705
	152216
	152944
	148850
	148863
	149760
	150662
	150640
	150621
	149728
	149746
	150620
	149729
	152215
	153704
	153703
	148832
	148849
	148862
	149745
	149744
	150639
	150619
	149727
	149712
	148831
	149711
	149726
	148029
	148848
	148847
	149710
	148816
	148830
	148013
	148815
	148829
	148828
	149725
	149709
	148028
	148027
	148814
	148012
	147998
	148011
	148010
	148827
	149724
	149708
	149701
	148813
	149700
	148801
	147997
	148800
	147996
	148009
	148812
	148799
	147984
	147983
	147995
	148811
	148798
	148786
	147982
	148785
	147994
	148810
	148797
	148784
	147969
	147154
	147981
	147968
	147993
	147980
	148796
	148783
	148770
	147967
	148769
	147141
	147153
	147140
	147152
	147979
	147966
	147952
	147139
	147951
	147151
	147978
	147965
	147121
	147138
	147950
	147120
	147150
	147137
	147964
	146212
	146227
	147934
	147119
	147949
	146211
	146226
	147136
	147933
	147099
	146189
	147118
	146210
	146225
	147135
	147098
	146188
	147117
	146209
	146224
	147097
	146187
defect 114 found with 34 vertices, area 52.25
	centroid (16.6,56.1,-81.1)
	148145
	148146
	148160
	148161
	148993
	148992
	149006
	149005
	149889
	149890
	149007
	148991
	149888
	149900
	149018
	149901
	150784
	149902
	150785
	149020
	149909
	149030
	149019
	150794
	149910
	149911
	150795
	148177
	148187
	149031
	150802
	150803
	148176
	148188
defect 115 found with 7 vertices, area 11.25
	centroid (18.5,56.1,-80.7)
	148173
	148174
	148184
	149016
	149015
	149027
	149028
defect 116 found with 38 vertices, area 60.75
	centroid (3.4,92.6,-37.7)
	149731
	149732
	150626
	150627
	150628
	150625
	150649
	150650
	151426
	151425
	151442
	150651
	151443
	150648
	151440
	150669
	150670
	150671
	152183
	151424
	151441
	152199
	152200
	152201
	150668
	151454
	152181
	152198
	151455
	151456
	152182
	152218
	152219
	152927
	152926
	152928
	152946
	152947
defect 117 found with 6 vertices, area 8.75
	centroid (7.5,93.3,-35.1)
	150623
	151421
	150647
	150624
	151422
	151439
defect 118 found with 7 vertices, area 9.50
	centroid (-6.1,91.2,-40.5)
	150740
	150755
	151499
	151511
	150754
	151510
	151498
defect 119 found with 7 vertices, area 9.50
	centroid (22.1,90.5,36.3)
	151756
	151768
	151757
	152490
	151769
	152491
	151758
defect 120 found with 52 vertices, area 82.50
	centroid (12.0,98.0,-15.8)
	158725
	158751
	158750
	158726
	159275
	159274
	158771
	159303
	159304
	159276
	159254
	159255
	159859
	159860
	158785
	159320
	158786
	158772
	159302
	159319
	159881
	159880
	160447
	158784
	158793
	159334
	159333
	159321
	159892
	159893
	159318
	159332
	159899
	159894
	160462
	160461
	158792
	159341
	159901
	159342
	160460
	160471
	159331
	159340
	159906
	159907
	159900
	160472
	160473
	158791
	159908
	159339
defect 121 found with 35 vertices, area 55.75
	centroid (1.9,98.0,-19.9)
	159862
	160432
	159883
	160451
	160409
	160433
	160431
	160995
	160452
	161012
	160450
	160465
	160466
	161025
	160973
	160410
	160974
	160994
	161011
	160996
	161473
	161489
	161500
	161024
	160464
	160474
	160475
	160476
	161035
	161509
	161023
	161508
	161033
	161034
	161507
defect 122 found with 33 vertices, area 48.75
	centroid (-24.0,95.4,-17.8)
	162400
	162406
	162401
	162405
	162790
	162797
	162791
	162798
	162413
	162414
	162407
	162412
	162804
	162784
	163182
	163188
	162785
	163177
	162799
	162792
	162805
	162419
	162418
	162811
	162806
	163189
	163183
	163178
	163184
	163194
	162812
	163195
	163190
defect 123 found with 123 vertices, area 187.25
	centroid (3.4,99.3,-11.5)
	163464
	163473
	163465
	163804
	163474
	163819
	163805
	163466
	164175
	164196
	163475
	163820
	164197
	163806
	164176
	163467
	164163
	164174
	164164
	164536
	164557
	164558
	163476
	163821
	164198
	164559
	163807
	164177
	164537
	164538
	163796
	164535
	164152
	163797
	164524
	164845
	164846
	163822
	164199
	164560
	164539
	164178
	163823
	163808
	164847
	164534
	164555
	164556
	164863
	164153
	164509
	164523
	164835
	164844
	164832
	164833
	164834
	164200
	164561
	164540
	164179
	163824
	164201
	163809
	164521
	164533
	164843
	164862
	164154
	164510
	164522
	164831
	164520
	164562
	164541
	164180
	163825
	164202
	164563
	163810
	164139
	164511
	164495
	164496
	164542
	164181
	164203
	164564
	164848
	164864
	164121
	164810
	164482
	164797
	164811
	164543
	164849
	164182
	165133
	165145
	164483
	164798
	164544
	164850
	164836
	165134
	164484
	164799
	164837
	164823
	165122
	164485
	164800
	164824
	165115
	164486
	164801
	165097
	164813
	165116
	165108
	165107
	164812
defect 124 found with 28 vertices, area 42.00
	centroid (-13.3,96.2,-23.7)
	163537
	163540
	163881
	163885
	163884
	163882
	163886
	164257
	163888
	163887
	164260
	164256
	164255
	164258
	164261
	164259
	164608
	164609
	164605
	164607
	164604
	164606
	164915
	164916
	164917
	164912
	164914
	164913
defect 125 found with 19 vertices, area 31.00
	centroid (-0.3,99.5,-9.6)
	165672
	165673
	165684
	165917
	165916
	165930
	165686
	165685
	165931
	165694
	165695
	166131
	166132
	165941
	165932
	165696
	165943
	166145
	165942
defect 126 found with 23 vertices, area 40.75
	centroid (-14.3,98.2,-11.9)
	166510
	166517
	166611
	166620
	166518
	166629
	166612
	166621
	166628
	166705
	166523
	166630
	166519
	166637
	166638
	166613
	166622
	166706
	166524
	166639
	166631
	166712
	166640