Banach's fixed point theorem

n: 40
lado: n / 25
columnas: 1 + floor(x(Corner[1, 3] - Corner[1, 1]) / (lado))
anima = 0 (slider from 0 to N, step 1)
t: (lado * (anima - (columnas * floor(anima / columnas)), (-floor(anima / columnas))))
O: Corner[1, 4] + t
A1: 1
A2: 2
A3 = 3
A4 = 4
A5 = 5
A6 = 6
A7 = 7
A8 = 8
A9 = 9
A10 = 10
A11 = 11
A12 = 12
A13 = 13
A14 = 14
A15 = 15
A16 = 16
A17 = 17
A18 = 18
A19 = 19
A20 = 20
A21 = 21
A22 = 22
A23 = 23
A24 = 24
A25 = 25
A26 = 26
A27 = 27
A28 = 28
A29 = 29
A30 = 30
A31 = 31
A32 = 32
A33 = 33
A34 = 34
A35 = 35
A36 = 36
A37 = 37
A38 = 38
A39 = 39
A40 = 40
A41 = 41
A42 = 42
A43 = 43
A44 = 44
A45 = 45
A46 = 46
A47 = 47
A48 = 48
A49 = 49
A50 = 50
A51 = 51
A52 = 52
A53 = 53
A54 = 54
A55 = 55
A56 = 56
A57 = 57
A58 = 58
A59 = 59
A60 = 60
A61 = 61
A62 = 62
A63 = 63
A64 = 64
A65 = 65
A66 = 66
A67 = 67
A68 = 68
A69 = 69
A70 = 70
A71 = 71
A72 = 72
A73 = 73
A74 = 74
A75 = 75
A76 = 76
A77 = 77
A78 = 78
A79 = 79
A80 = 80
A81 = 81
A82 = 82
A83 = 83
A84 = 84
A85 = 85
A86 = 86
A87 = 87
A88 = 88
A89 = 89
A90 = 90
A91 = 91
A92 = 92
A93 = 93
A94 = 94
A95 = 95
A96 = 96
A97 = 97
A98 = 98
A99 = 99
A100 = 100
A101 = 101
A102 = 102
A103 = 103
A104 = 104
A105 = 105
A106 = 106
A107 = 107
A108 = 108
A109 = 109
A110 = 110
A111 = 111
A112 = 112
A113 = 113
A114 = 114
A115 = 115
A116 = 116
A117 = 117
A118 = 118
A119 = 119
A120 = 120
A121 = 121
A122 = 122
A123 = 123
A124 = 124
A125 = 125
A126 = 126
A127 = 127
A128 = 128
A129 = 129
A130 = 130
A131 = 131
A132 = 132
A133 = 133
A134 = 134
A135 = 135
A136 = 136
A137 = 137
A138 = 138
A139 = 139
A140 = 140
A141 = 141
A142 = 142
A143 = 143
A144 = 144
A145 = 145
A146 = 146
A147 = 147
A148 = 148
A149 = 149
A150 = 150
A151 = 151
A152 = 152
A153 = 153
A154 = 154
A155 = 155
A156 = 156
A157 = 157
A158 = 158
A159 = 159
A160 = 160
A161 = 161
A162 = 162
A163 = 163
A164 = 164
A165 = 165
A166 = 166
A167 = 167
A168 = 168
A169 = 169
A170 = 170
A171 = 171
A172 = 172
A173 = 173
A174 = 174
A175 = 175
A176 = 176
A177 = 177
A178 = 178
A179 = 179
A180 = 180
A181 = 181
A182 = 182
A183 = 183
A184 = 184
A185 = 185
A186 = 186
A187 = 187
A188 = 188
A189 = 189
A190 = 190
A191 = 191
A192 = 192
A193 = 193
A194 = 194
A195 = 195
A196 = 196
A197 = 197
A198 = 198
A199 = 199
A200 = 200
A201 = 201
A202 = 202
A203 = 203
A204 = 204
A205 = 205
A206 = 206
A207 = 207
A208 = 208
A209 = 209
A210 = 210
A211 = 211
A212 = 212
A213 = 213
A214 = 214
A215 = 215
A216 = 216
A217 = 217
A218 = 218
A219 = 219
A220 = 220
A221 = 221
A222 = 222
A223 = 223
A224 = 224
A225 = 225
A226 = 226
A227 = 227
A228 = 228
A229 = 229
A230 = 230
A231 = 231
A232 = 232
A233 = 233
A234 = 234
A235 = 235
A236 = 236
A237 = 237
A238 = 238
A239 = 239
A240 = 240
A241 = 241
A242 = 242
A243 = 243
A244 = 244
A245 = 245
A246 = 246
A247 = 247
A248 = 248
A249 = 249
A250 = 250
A251 = 251
A252 = 252
A253 = 253
A254 = 254
A255 = 255
A256 = 256
A257 = 257
A258 = 258
A259 = 259
A260 = 260
A261 = 261
A262 = 262
A263 = 263
A264 = 264
A265 = 265
A266 = 266
A267 = 267
A268 = 268
A269 = 269
A270 = 270
A271 = 271
A272 = 272
A273 = 273
A274 = 274
A275 = 275
A276 = 276
A277 = 277
A278 = 278
A279 = 279
A280 = 280
A281 = 281
A282 = 282
A283 = 283
A284 = 284
A285 = 285
A286 = 286
A287 = 287
A288 = 288
A289 = 289
A290 = 290
A291 = 291
A292 = 292
A293 = 293
A294 = 294
A295 = 295
A296 = 296
A297 = 297
A298 = 298
A299 = 299
A300 = 300
A301 = 301
A302 = 302
A303 = 303
A304 = 304
A305 = 305
A306 = 306
A307 = 307
A308 = 308
A309 = 309
A310 = 310
A311 = 311
A312 = 312
A313 = 313
A314 = 314
A315 = 315
A316 = 316
A317 = 317
A318 = 318
A319 = 319
A320 = 320
A321 = 321
A322 = 322
A323 = 323
A324 = 324
A325 = 325
A326 = 326
A327 = 327
A328 = 328
A329 = 329
A330 = 330
A331 = 331
A332 = 332
A333 = 333
A334 = 334
A335 = 335
A336 = 336
A337 = 337
A338 = 338
A339 = 339
A340 = 340
A341 = 341
A342 = 342
A343 = 343
A344 = 344
A345 = 345
A346 = 346
A347 = 347
A348 = 348
A349 = 349
A350 = 350
A351 = 351
A352 = 352
A353 = 353
A354 = 354
A355 = 355
A356 = 356
A357 = 357
A358 = 358
A359 = 359
A360 = 360
A361 = 361
A362 = 362
A363 = 363
A364 = 364
A365 = 365
A366 = 366
A367 = 367
A368 = 368
A369 = 369
A370 = 370
A371 = 371
A372 = 372
A373 = 373
A374 = 374
A375 = 375
A376 = 376
A377 = 377
A378 = 378
A379 = 379
A380 = 380
A381 = 381
A382 = 382
A383 = 383
A384 = 384
A385 = 385
A386 = 386
A387 = 387
A388 = 388
A389 = 389
A390 = 390
A391 = 391
A392 = 392
A393 = 393
A394 = 394
A395 = 395
A396 = 396
A397 = 397
A398 = 398
A399 = 399
A400 = 400
pol = Join(Sequence[Sequence[Polygon[O + ((k - 1) / 25, ((-j)) / 25), O + (k / 25, ((-j)) / 25), 4], k, 1, n], j, 1, n])
B1: pol(A1)
A = (7.53, -2.73)
C1 = Centroid(B1)
A401 = 401
A402 = 402
A403 = 403
A404 = 404
A405 = 405
A406 = 406
A407 = 407
A408 = 408
A409 = 409
A410 = 410
A411 = 411
A412 = 412
A413 = 413
A414 = 414
A415 = 415
A416 = 416
A417 = 417
A418 = 418
A419 = 419
A420 = 420
A421 = 421
A422 = 422
A423 = 423
A424 = 424
A425 = 425
A426 = 426
A427 = 427
A428 = 428
A429 = 429
A430 = 430
A431 = 431
A432 = 432
A433 = 433
A434 = 434
A435 = 435
A436 = 436
A437 = 437
A438 = 438
A439 = 439
A440 = 440
A441 = 441
A442 = 442
A443 = 443
A444 = 444
A445 = 445
A446 = 446
A447 = 447
A448 = 448
A449 = 449
A450 = 450
A451 = 451
A452 = 452
A453 = 453
A454 = 454
A455 = 455
A456 = 456
A457 = 457
A458 = 458
A459 = 459
A460 = 460
A461 = 461
A462 = 462
A463 = 463
A464 = 464
A465 = 465
A466 = 466
A467 = 467
A468 = 468
A469 = 469
A470 = 470
A471 = 471
A472 = 472
A473 = 473
A474 = 474
A475 = 475
A476 = 476
A477 = 477
A478 = 478
A479 = 479
A480 = 480
A481 = 481
A482 = 482
A483 = 483
A484 = 484
A485 = 485
A486 = 486
A487 = 487
A488 = 488
A489 = 489
A490 = 490
A491 = 491
A492 = 492
A493 = 493
A494 = 494
A495 = 495
A496 = 496
A497 = 497
A498 = 498
A499 = 499
A500 = 500
A501 = 501
A502 = 502
A503 = 503
A504 = 504
A505 = 505
A506 = 506
A507 = 507
A508 = 508
A509 = 509
A510 = 510
A511 = 511
A512 = 512
A513 = 513
A514 = 514
A515 = 515
A516 = 516
A517 = 517
A518 = 518
A519 = 519
A520 = 520
A521 = 521
A522 = 522
A523 = 523
A524 = 524
A525 = 525
A526 = 526
A527 = 527
A528 = 528
A529 = 529
A530 = 530
A531 = 531
A532 = 532
A533 = 533
A534 = 534
A535 = 535
A536 = 536
A537 = 537
A538 = 538
A539 = 539
A540 = 540
A541 = 541
A542 = 542
A543 = 543
A544 = 544
A545 = 545
A546 = 546
A547 = 547
A548 = 548
A549 = 549
A550 = 550
A551 = 551
A552 = 552
A553 = 553
A554 = 554
A555 = 555
A556 = 556
A557 = 557
A558 = 558
A559 = 559
A560 = 560
A561 = 561
A562 = 562
A563 = 563
A564 = 564
A565 = 565
A566 = 566
A567 = 567
A568 = 568
A569 = 569
A570 = 570
A571 = 571
A572 = 572
A573 = 573
A574 = 574
A575 = 575
A576 = 576
A577 = 577
A578 = 578
A579 = 579
A580 = 580
A581 = 581
A582 = 582
A583 = 583
A584 = 584
A585 = 585
A586 = 586
A587 = 587
A588 = 588
A589 = 589
A590 = 590
A591 = 591
A592 = 592
A593 = 593
A594 = 594
A595 = 595
A596 = 596
A597 = 597
A598 = 598
A599 = 599
A600 = 600
A601 = 601
A602 = 602
A603 = 603
A604 = 604
A605 = 605
A606 = 606
A607 = 607
A608 = 608
A609 = 609
A610 = 610
A611 = 611
A612 = 612
A613 = 613
A614 = 614
A615 = 615
A616 = 616
A617 = 617
A618 = 618
A619 = 619
A620 = 620
A621 = 621
A622 = 622
A623 = 623
A624 = 624
A625 = 625
A626 = 626
A627 = 627
A628 = 628
A629 = 629
A630 = 630
A631 = 631
A632 = 632
A633 = 633
A634 = 634
A635 = 635
A636 = 636
A637 = 637
A638 = 638
A639 = 639
A640 = 640
A641 = 641
A642 = 642
A643 = 643
A644 = 644
A645 = 645
A646 = 646
A647 = 647
A648 = 648
A649 = 649
A650 = 650
A651 = 651
A652 = 652
A653 = 653
A654 = 654
A655 = 655
A656 = 656
A657 = 657
A658 = 658
A659 = 659
A660 = 660
A661 = 661
A662 = 662
A663 = 663
A664 = 664
A665 = 665
A666 = 666
A667 = 667
A668 = 668
A669 = 669
A670 = 670
A671 = 671
A672 = 672
A673 = 673
A674 = 674
A675 = 675
A676 = 676
A677 = 677
A678 = 678
A679 = 679
A680 = 680
A681 = 681
A682 = 682
A683 = 683
A684 = 684
A685 = 685
A686 = 686
A687 = 687
A688 = 688
A689 = 689
A690 = 690
A691 = 691
A692 = 692
A693 = 693
A694 = 694
A695 = 695
A696 = 696
A697 = 697
A698 = 698
A699 = 699
A700 = 700
A701 = 701
A702 = 702
A703 = 703
A704 = 704
A705 = 705
A706 = 706
A707 = 707
A708 = 708
A709 = 709
A710 = 710
A711 = 711
A712 = 712
A713 = 713
A714 = 714
A715 = 715
A716 = 716
A717 = 717
A718 = 718
A719 = 719
A720 = 720
A721 = 721
A722 = 722
A723 = 723
A724 = 724
A725 = 725
A726 = 726
A727 = 727
A728 = 728
A729 = 729
A730 = 730
A731 = 731
A732 = 732
A733 = 733
A734 = 734
A735 = 735
A736 = 736
A737 = 737
A738 = 738
A739 = 739
A740 = 740
A741 = 741
A742 = 742
A743 = 743
A744 = 744
A745 = 745
A746 = 746
A747 = 747
A748 = 748
A749 = 749
A750 = 750
A751 = 751
A752 = 752
A753 = 753
A754 = 754
A755 = 755
A756 = 756
A757 = 757
A758 = 758
A759 = 759
A760 = 760
A761 = 761
A762 = 762
A763 = 763
A764 = 764
A765 = 765
A766 = 766
A767 = 767
A768 = 768
A769 = 769
A770 = 770
A771 = 771
A772 = 772
A773 = 773
A774 = 774
A775 = 775
A776 = 776
A777 = 777
A778 = 778
A779 = 779
A780 = 780
A781 = 781
A782 = 782
A783 = 783
A784 = 784
A785 = 785
A786 = 786
A787 = 787
A788 = 788
A789 = 789
A790 = 790
A791 = 791
A792 = 792
A793 = 793
A794 = 794
A795 = 795
A796 = 796
A797 = 797
A798 = 798
A799 = 799
A800 = 800
A801 = 801
A802 = 802
A803 = 803
A804 = 804
A805 = 805
A806 = 806
A807 = 807
A808 = 808
A809 = 809
A810 = 810
A811 = 811
A812 = 812
A813 = 813
A814 = 814
A815 = 815
A816 = 816
A817 = 817
A818 = 818
A819 = 819
A820 = 820
A821 = 821
A822 = 822
A823 = 823
A824 = 824
A825 = 825
A826 = 826
A827 = 827
A828 = 828
A829 = 829
A830 = 830
A831 = 831
A832 = 832
A833 = 833
A834 = 834
A835 = 835
A836 = 836
A837 = 837
A838 = 838
A839 = 839
A840 = 840
A841 = 841
A842 = 842
A843 = 843
A844 = 844
A845 = 845
A846 = 846
A847 = 847
A848 = 848
A849 = 849
A850 = 850
A851 = 851
A852 = 852
A853 = 853
A854 = 854
A855 = 855
A856 = 856
A857 = 857
A858 = 858
A859 = 859
A860 = 860
A861 = 861
A862 = 862
A863 = 863
A864 = 864
A865 = 865
A866 = 866
A867 = 867
A868 = 868
A869 = 869
A870 = 870
A871 = 871
A872 = 872
A873 = 873
A874 = 874
A875 = 875
A876 = 876
A877 = 877
A878 = 878
A879 = 879
A880 = 880
A881 = 881
A882 = 882
A883 = 883
A884 = 884
A885 = 885
A886 = 886
A887 = 887
A888 = 888
A889 = 889
A890 = 890
A891 = 891
A892 = 892
A893 = 893
A894 = 894
A895 = 895
A896 = 896
A897 = 897
A898 = 898
A899 = 899
A900 = 900
animación = false
A901 = 901
A902 = 902
A903 = 903
A904 = 904
A905 = 905
A906 = 906
A907 = 907
A908 = 908
A909 = 909
A910 = 910
A911 = 911
A912 = 912
A913 = 913
A914 = 914
A915 = 915
A916 = 916
A917 = 917
A918 = 918
A919 = 919
A920 = 920
A921 = 921
A922 = 922
A923 = 923
A924 = 924
A925 = 925
A926 = 926
A927 = 927
A928 = 928
A929 = 929
A930 = 930
A931 = 931
A932 = 932
A933 = 933
A934 = 934
A935 = 935
A936 = 936
A937 = 937
A938 = 938
A939 = 939
A940 = 940
A941 = 941
A942 = 942
A943 = 943
A944 = 944
A945 = 945
A946 = 946
A947 = 947
A948 = 948
A949 = 949
A950 = 950
A951 = 951
A952 = 952
A953 = 953
A954 = 954
A955 = 955
A956 = 956
A957 = 957
A958 = 958
A959 = 959
A960 = 960
A961 = 961
A962 = 962
A963 = 963
A964 = 964
A965 = 965
A966 = 966
A967 = 967
A968 = 968
A969 = 969
A970 = 970
A971 = 971
A972 = 972
A973 = 973
A974 = 974
A975 = 975
A976 = 976
A977 = 977
A978 = 978
A979 = 979
A980 = 980
A981 = 981
A982 = 982
A983 = 983
A984 = 984
A985 = 985
A986 = 986
A987 = 987
A988 = 988
A989 = 989
A990 = 990
A991 = 991
A992 = 992
A993 = 993
A994 = 994
A995 = 995
A996 = 996
A997 = 997
A998 = 998
A999 = 999
A1000 = 1000
A1001 = 1001
A1002 = 1002
A1003 = 1003
A1004 = 1004
A1005 = 1005
A1006 = 1006
A1007 = 1007
A1008 = 1008
A1009 = 1009
A1010 = 1010
A1011 = 1011
A1012 = 1012
A1013 = 1013
A1014 = 1014
A1015 = 1015
A1016 = 1016
A1017 = 1017
A1018 = 1018
A1019 = 1019
A1020 = 1020
A1021 = 1021
A1022 = 1022
A1023 = 1023
A1024 = 1024
A1025 = 1025
A1026 = 1026
A1027 = 1027
A1028 = 1028
A1029 = 1029
A1030 = 1030
A1031 = 1031
A1032 = 1032
A1033 = 1033
A1034 = 1034
A1035 = 1035
A1036 = 1036
A1037 = 1037
A1038 = 1038
A1039 = 1039
A1040 = 1040
A1041 = 1041
A1042 = 1042
A1043 = 1043
A1044 = 1044
A1045 = 1045
A1046 = 1046
A1047 = 1047
A1048 = 1048
A1049 = 1049
A1050 = 1050
A1051 = 1051
A1052 = 1052
A1053 = 1053
A1054 = 1054
A1055 = 1055
A1056 = 1056
A1057 = 1057
A1058 = 1058
A1059 = 1059
A1060 = 1060
A1061 = 1061
A1062 = 1062
A1063 = 1063
A1064 = 1064
A1065 = 1065
A1066 = 1066
A1067 = 1067
A1068 = 1068
A1069 = 1069
A1070 = 1070
A1071 = 1071
A1072 = 1072
A1073 = 1073
A1074 = 1074
A1075 = 1075
A1076 = 1076
A1077 = 1077
A1078 = 1078
A1079 = 1079
A1080 = 1080
A1081 = 1081
A1082 = 1082
A1083 = 1083
A1084 = 1084
A1085 = 1085
A1086 = 1086
A1087 = 1087
A1088 = 1088
A1089 = 1089
A1090 = 1090
A1091 = 1091
A1092 = 1092
A1093 = 1093
A1094 = 1094
A1095 = 1095
A1096 = 1096
A1097 = 1097
A1098 = 1098
A1099 = 1099
A1100 = 1100
A1101 = 1101
A1102 = 1102
A1103 = 1103
A1104 = 1104
A1105 = 1105
A1106 = 1106
A1107 = 1107
A1108 = 1108
A1109 = 1109
A1110 = 1110
A1111 = 1111
A1112 = 1112
A1113 = 1113
A1114 = 1114
A1115 = 1115
A1116 = 1116
A1117 = 1117
A1118 = 1118
A1119 = 1119
A1120 = 1120
A1121 = 1121
A1122 = 1122
A1123 = 1123
A1124 = 1124
A1125 = 1125
A1126 = 1126
A1127 = 1127
A1128 = 1128
A1129 = 1129
A1130 = 1130
A1131 = 1131
A1132 = 1132
A1133 = 1133
A1134 = 1134
A1135 = 1135
A1136 = 1136
A1137 = 1137
A1138 = 1138
A1139 = 1139
A1140 = 1140
A1141 = 1141
A1142 = 1142
A1143 = 1143
A1144 = 1144
A1145 = 1145
A1146 = 1146
A1147 = 1147
A1148 = 1148
A1149 = 1149
A1150 = 1150
A1151 = 1151
A1152 = 1152
A1153 = 1153
A1154 = 1154
A1155 = 1155
A1156 = 1156
A1157 = 1157
A1158 = 1158
A1159 = 1159
A1160 = 1160
A1161 = 1161
A1162 = 1162
A1163 = 1163
A1164 = 1164
A1165 = 1165
A1166 = 1166
A1167 = 1167
A1168 = 1168
A1169 = 1169
A1170 = 1170
A1171 = 1171
A1172 = 1172
A1173 = 1173
A1174 = 1174
A1175 = 1175
A1176 = 1176
A1177 = 1177
A1178 = 1178
A1179 = 1179
A1180 = 1180
A1181 = 1181
A1182 = 1182
A1183 = 1183
A1184 = 1184
A1185 = 1185
A1186 = 1186
A1187 = 1187
A1188 = 1188
A1189 = 1189
A1190 = 1190
A1191 = 1191
A1192 = 1192
A1193 = 1193
A1194 = 1194
A1195 = 1195
A1196 = 1196
A1197 = 1197
A1198 = 1198
A1199 = 1199
A1200 = 1200
A1201 = 1201
A1202 = 1202
A1203 = 1203
A1204 = 1204
A1205 = 1205
A1206 = 1206
A1207 = 1207
A1208 = 1208
A1209 = 1209
A1210 = 1210
A1211 = 1211
A1212 = 1212
A1213 = 1213
A1214 = 1214
A1215 = 1215
A1216 = 1216
A1217 = 1217
A1218 = 1218
A1219 = 1219
A1220 = 1220
A1221 = 1221
A1222 = 1222
A1223 = 1223
A1224 = 1224
A1225 = 1225
A1226 = 1226
A1227 = 1227
A1228 = 1228
A1229 = 1229
A1230 = 1230
A1231 = 1231
A1232 = 1232
A1233 = 1233
A1234 = 1234
A1235 = 1235
A1236 = 1236
A1237 = 1237
A1238 = 1238
A1239 = 1239
A1240 = 1240
A1241 = 1241
A1242 = 1242
A1243 = 1243
A1244 = 1244
A1245 = 1245
A1246 = 1246
A1247 = 1247
A1248 = 1248
A1249 = 1249
A1250 = 1250
A1251 = 1251
A1252 = 1252
A1253 = 1253
A1254 = 1254
A1255 = 1255
A1256 = 1256
A1257 = 1257
A1258 = 1258
A1259 = 1259
A1260 = 1260
A1261 = 1261
A1262 = 1262
A1263 = 1263
A1264 = 1264
A1265 = 1265
A1266 = 1266
A1267 = 1267
A1268 = 1268
A1269 = 1269
A1270 = 1270
A1271 = 1271
A1272 = 1272
A1273 = 1273
A1274 = 1274
A1275 = 1275
A1276 = 1276
A1277 = 1277
A1278 = 1278
A1279 = 1279
A1280 = 1280
A1281 = 1281
A1282 = 1282
A1283 = 1283
A1284 = 1284
A1285 = 1285
A1286 = 1286
A1287 = 1287
A1288 = 1288
A1289 = 1289
A1290 = 1290
A1291 = 1291
A1292 = 1292
A1293 = 1293
A1294 = 1294
A1295 = 1295
A1296 = 1296
A1297 = 1297
A1298 = 1298
A1299 = 1299
A1300 = 1300
A1301 = 1301
A1302 = 1302
A1303 = 1303
A1304 = 1304
A1305 = 1305
A1306 = 1306
A1307 = 1307
A1308 = 1308
A1309 = 1309
A1310 = 1310
A1311 = 1311
A1312 = 1312
A1313 = 1313
A1314 = 1314
A1315 = 1315
A1316 = 1316
A1317 = 1317
A1318 = 1318
A1319 = 1319
A1320 = 1320
A1321 = 1321
A1322 = 1322
A1323 = 1323
A1324 = 1324
A1325 = 1325
A1326 = 1326
A1327 = 1327
A1328 = 1328
A1329 = 1329
A1330 = 1330
A1331 = 1331
A1332 = 1332
A1333 = 1333
A1334 = 1334
A1335 = 1335
A1336 = 1336
A1337 = 1337
A1338 = 1338
A1339 = 1339
A1340 = 1340
A1341 = 1341
A1342 = 1342
A1343 = 1343
A1344 = 1344
A1345 = 1345
A1346 = 1346
A1347 = 1347
A1348 = 1348
A1349 = 1349
A1350 = 1350
A1351 = 1351
A1352 = 1352
A1353 = 1353
A1354 = 1354
A1355 = 1355
A1356 = 1356
A1357 = 1357
A1358 = 1358
A1359 = 1359
A1360 = 1360
A1361 = 1361
A1362 = 1362
A1363 = 1363
A1364 = 1364
A1365 = 1365
A1366 = 1366
A1367 = 1367
A1368 = 1368
A1369 = 1369
A1370 = 1370
A1371 = 1371
A1372 = 1372
A1373 = 1373
A1374 = 1374
A1375 = 1375
A1376 = 1376
A1377 = 1377
A1378 = 1378
A1379 = 1379
A1380 = 1380
A1381 = 1381
A1382 = 1382
A1383 = 1383
A1384 = 1384
A1385 = 1385
A1386 = 1386
A1387 = 1387
A1388 = 1388
A1389 = 1389
A1390 = 1390
A1391 = 1391
A1392 = 1392
A1393 = 1393
A1394 = 1394
A1395 = 1395
A1396 = 1396
A1397 = 1397
A1398 = 1398
A1399 = 1399
A1400 = 1400
A1401 = 1401
A1402 = 1402
A1403 = 1403
A1404 = 1404
A1405 = 1405
A1406 = 1406
A1407 = 1407
A1408 = 1408
A1409 = 1409
A1410 = 1410
A1411 = 1411
A1412 = 1412
A1413 = 1413
A1414 = 1414
A1415 = 1415
A1416 = 1416
A1417 = 1417
A1418 = 1418
A1419 = 1419
A1420 = 1420
A1421 = 1421
A1422 = 1422
A1423 = 1423
A1424 = 1424
A1425 = 1425
A1426 = 1426
A1427 = 1427
A1428 = 1428
A1429 = 1429
A1430 = 1430
A1431 = 1431
A1432 = 1432
A1433 = 1433
A1434 = 1434
A1435 = 1435
A1436 = 1436
A1437 = 1437
A1438 = 1438
A1439 = 1439
A1440 = 1440
A1441 = 1441
A1442 = 1442
A1443 = 1443
A1444 = 1444
A1445 = 1445
A1446 = 1446
A1447 = 1447
A1448 = 1448
A1449 = 1449
A1450 = 1450
A1451 = 1451
A1452 = 1452
A1453 = 1453
A1454 = 1454
A1455 = 1455
A1456 = 1456
A1457 = 1457
A1458 = 1458
A1459 = 1459
A1460 = 1460
A1461 = 1461
A1462 = 1462
A1463 = 1463
A1464 = 1464
A1465 = 1465
A1466 = 1466
A1467 = 1467
A1468 = 1468
A1469 = 1469
A1470 = 1470
A1471 = 1471
A1472 = 1472
A1473 = 1473
A1474 = 1474
A1475 = 1475
A1476 = 1476
A1477 = 1477
A1478 = 1478
A1479 = 1479
A1480 = 1480
A1481 = 1481
A1482 = 1482
A1483 = 1483
A1484 = 1484
A1485 = 1485
A1486 = 1486
A1487 = 1487
A1488 = 1488
A1489 = 1489
A1490 = 1490
A1491 = 1491
A1492 = 1492
A1493 = 1493
A1494 = 1494
A1495 = 1495
A1496 = 1496
A1497 = 1497
A1498 = 1498
A1499 = 1499
A1500 = 1500
A1501 = 1501
A1502 = 1502
A1503 = 1503
A1504 = 1504
A1505 = 1505
A1506 = 1506
A1507 = 1507
A1508 = 1508
A1509 = 1509
A1510 = 1510
A1511 = 1511
A1512 = 1512
A1513 = 1513
A1514 = 1514
A1515 = 1515
A1516 = 1516
A1517 = 1517
A1518 = 1518
A1519 = 1519
A1520 = 1520
A1521 = 1521
A1522 = 1522
A1523 = 1523
A1524 = 1524
A1525 = 1525
A1526 = 1526
A1527 = 1527
A1528 = 1528
A1529 = 1529
A1530 = 1530
A1531 = 1531
A1532 = 1532
A1533 = 1533
A1534 = 1534
A1535 = 1535
A1536 = 1536
A1537 = 1537
A1538 = 1538
A1539 = 1539
A1540 = 1540
A1541 = 1541
A1542 = 1542
A1543 = 1543
A1544 = 1544
A1545 = 1545
A1546 = 1546
A1547 = 1547
A1548 = 1548
A1549 = 1549
A1550 = 1550
A1551 = 1551
A1552 = 1552
A1553 = 1553
A1554 = 1554
A1555 = 1555
A1556 = 1556
A1557 = 1557
A1558 = 1558
A1559 = 1559
A1560 = 1560
A1561 = 1561
A1562 = 1562
A1563 = 1563
A1564 = 1564
A1565 = 1565
A1566 = 1566
A1567 = 1567
A1568 = 1568
A1569 = 1569
A1570 = 1570
A1571 = 1571
A1572 = 1572
A1573 = 1573
A1574 = 1574
A1575 = 1575
A1576 = 1576
A1577 = 1577
A1578 = 1578
A1579 = 1579
A1580 = 1580
A1581 = 1581
A1582 = 1582
A1583 = 1583
A1584 = 1584
A1585 = 1585
A1586 = 1586
A1587 = 1587
A1588 = 1588
A1589 = 1589
A1590 = 1590
A1591 = 1591
A1592 = 1592
A1593 = 1593
A1594 = 1594
A1595 = 1595
A1596 = 1596
A1597 = 1597
A1598 = 1598
A1599 = 1599
A1600 = 1600
filas: 1 + floor(y(Corner[1, 3] - Corner[1, 1]) / (lado))
N: (filas * columnas)
Export_1 = Corner(1, 1)
Export_2 = Corner(1, 3)
D1 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1], 0.4, A)
vel: 0.8
B = (8.61, -1.59)
imagen1' = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, imagen1], 0.4, A)
l1: {Dilate[ApplyMatrix[{{1, -1}, {0.2, 1}}, Polygon[Corner[imagen1, 1], Corner[imagen1, 2], Corner[imagen1, 3], Corner[imagen1, 4]]], 0.4, A]}
B' = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, B], 0.4, A)
B2: pol(A2)
C2 = Centroid(B2)
D2 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C2], 0.4, A)
B3: pol(A3)
C3 = Centroid(B3)
D3 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C3], 0.4, A)
B4: pol(A4)
C4 = Centroid(B4)
D4 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C4], 0.4, A)
B5: pol(A5)
C5 = Centroid(B5)
D5 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C5], 0.4, A)
B6: pol(A6)
C6 = Centroid(B6)
D6 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C6], 0.4, A)
B7: pol(A7)
C7 = Centroid(B7)
D7 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C7], 0.4, A)
B8: pol(A8)
C8 = Centroid(B8)
D8 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C8], 0.4, A)
B9: pol(A9)
C9 = Centroid(B9)
D9 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C9], 0.4, A)
B10: pol(A10)
C10 = Centroid(B10)
D10 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C10], 0.4, A)
B11: pol(A11)
C11 = Centroid(B11)
D11 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C11], 0.4, A)
B12: pol(A12)
C12 = Centroid(B12)
D12 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C12], 0.4, A)
B13: pol(A13)
C13 = Centroid(B13)
D13 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C13], 0.4, A)
B14: pol(A14)
C14 = Centroid(B14)
D14 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C14], 0.4, A)
B15: pol(A15)
C15 = Centroid(B15)
D15 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C15], 0.4, A)
B16: pol(A16)
C16 = Centroid(B16)
D16 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C16], 0.4, A)
B17: pol(A17)
C17 = Centroid(B17)
D17 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C17], 0.4, A)
B18: pol(A18)
C18 = Centroid(B18)
D18 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C18], 0.4, A)
B19: pol(A19)
C19 = Centroid(B19)
D19 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C19], 0.4, A)
B20: pol(A20)
C20 = Centroid(B20)
D20 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C20], 0.4, A)
B21: pol(A21)
C21 = Centroid(B21)
D21 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C21], 0.4, A)
B22: pol(A22)
C22 = Centroid(B22)
D22 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C22], 0.4, A)
B23: pol(A23)
C23 = Centroid(B23)
D23 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C23], 0.4, A)
B24: pol(A24)
C24 = Centroid(B24)
D24 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C24], 0.4, A)
B25: pol(A25)
C25 = Centroid(B25)
D25 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C25], 0.4, A)
B26: pol(A26)
C26 = Centroid(B26)
D26 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C26], 0.4, A)
B27: pol(A27)
C27 = Centroid(B27)
D27 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C27], 0.4, A)
B28: pol(A28)
C28 = Centroid(B28)
D28 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C28], 0.4, A)
B29: pol(A29)
C29 = Centroid(B29)
D29 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C29], 0.4, A)
B30: pol(A30)
C30 = Centroid(B30)
D30 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C30], 0.4, A)
B31: pol(A31)
C31 = Centroid(B31)
D31 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C31], 0.4, A)
B32: pol(A32)
C32 = Centroid(B32)
D32 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C32], 0.4, A)
B33: pol(A33)
C33 = Centroid(B33)
D33 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C33], 0.4, A)
B34: pol(A34)
C34 = Centroid(B34)
D34 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C34], 0.4, A)
B35: pol(A35)
C35 = Centroid(B35)
D35 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C35], 0.4, A)
B36: pol(A36)
C36 = Centroid(B36)
D36 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C36], 0.4, A)
B37: pol(A37)
C37 = Centroid(B37)
D37 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C37], 0.4, A)
B38: pol(A38)
C38 = Centroid(B38)
D38 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C38], 0.4, A)
B39: pol(A39)
C39 = Centroid(B39)
D39 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C39], 0.4, A)
B40: pol(A40)
C40 = Centroid(B40)
D40 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C40], 0.4, A)
B41: pol(A41)
C41 = Centroid(B41)
D41 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C41], 0.4, A)
B42: pol(A42)
C42 = Centroid(B42)
D42 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C42], 0.4, A)
B43: pol(A43)
C43 = Centroid(B43)
D43 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C43], 0.4, A)
B44: pol(A44)
C44 = Centroid(B44)
D44 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C44], 0.4, A)
B45: pol(A45)
C45 = Centroid(B45)
D45 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C45], 0.4, A)
B46: pol(A46)
C46 = Centroid(B46)
D46 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C46], 0.4, A)
B47: pol(A47)
C47 = Centroid(B47)
D47 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C47], 0.4, A)
B48: pol(A48)
C48 = Centroid(B48)
D48 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C48], 0.4, A)
B49: pol(A49)
C49 = Centroid(B49)
D49 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C49], 0.4, A)
B50: pol(A50)
C50 = Centroid(B50)
D50 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C50], 0.4, A)
B51: pol(A51)
C51 = Centroid(B51)
D51 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C51], 0.4, A)
B52: pol(A52)
C52 = Centroid(B52)
D52 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C52], 0.4, A)
B53: pol(A53)
C53 = Centroid(B53)
D53 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C53], 0.4, A)
B54: pol(A54)
C54 = Centroid(B54)
D54 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C54], 0.4, A)
B55: pol(A55)
C55 = Centroid(B55)
D55 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C55], 0.4, A)
B56: pol(A56)
C56 = Centroid(B56)
D56 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C56], 0.4, A)
B57: pol(A57)
C57 = Centroid(B57)
D57 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C57], 0.4, A)
B58: pol(A58)
C58 = Centroid(B58)
D58 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C58], 0.4, A)
B59: pol(A59)
C59 = Centroid(B59)
D59 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C59], 0.4, A)
B60: pol(A60)
C60 = Centroid(B60)
D60 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C60], 0.4, A)
B61: pol(A61)
C61 = Centroid(B61)
D61 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C61], 0.4, A)
B62: pol(A62)
C62 = Centroid(B62)
D62 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C62], 0.4, A)
B63: pol(A63)
C63 = Centroid(B63)
D63 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C63], 0.4, A)
B64: pol(A64)
C64 = Centroid(B64)
D64 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C64], 0.4, A)
B65: pol(A65)
C65 = Centroid(B65)
D65 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C65], 0.4, A)
B66: pol(A66)
C66 = Centroid(B66)
D66 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C66], 0.4, A)
B67: pol(A67)
C67 = Centroid(B67)
D67 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C67], 0.4, A)
B68: pol(A68)
C68 = Centroid(B68)
D68 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C68], 0.4, A)
B69: pol(A69)
C69 = Centroid(B69)
D69 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C69], 0.4, A)
B70: pol(A70)
C70 = Centroid(B70)
D70 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C70], 0.4, A)
B71: pol(A71)
C71 = Centroid(B71)
D71 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C71], 0.4, A)
B72: pol(A72)
C72 = Centroid(B72)
D72 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C72], 0.4, A)
B73: pol(A73)
C73 = Centroid(B73)
D73 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C73], 0.4, A)
B74: pol(A74)
C74 = Centroid(B74)
D74 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C74], 0.4, A)
B75: pol(A75)
C75 = Centroid(B75)
D75 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C75], 0.4, A)
B76: pol(A76)
C76 = Centroid(B76)
D76 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C76], 0.4, A)
B77: pol(A77)
C77 = Centroid(B77)
D77 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C77], 0.4, A)
B78: pol(A78)
C78 = Centroid(B78)
D78 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C78], 0.4, A)
B79: pol(A79)
C79 = Centroid(B79)
D79 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C79], 0.4, A)
B80: pol(A80)
C80 = Centroid(B80)
D80 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C80], 0.4, A)
B81: pol(A81)
C81 = Centroid(B81)
D81 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C81], 0.4, A)
B82: pol(A82)
C82 = Centroid(B82)
D82 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C82], 0.4, A)
B83: pol(A83)
C83 = Centroid(B83)
D83 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C83], 0.4, A)
B84: pol(A84)
C84 = Centroid(B84)
D84 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C84], 0.4, A)
B85: pol(A85)
C85 = Centroid(B85)
D85 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C85], 0.4, A)
B86: pol(A86)
C86 = Centroid(B86)
D86 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C86], 0.4, A)
B87: pol(A87)
C87 = Centroid(B87)
D87 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C87], 0.4, A)
B88: pol(A88)
C88 = Centroid(B88)
D88 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C88], 0.4, A)
B89: pol(A89)
C89 = Centroid(B89)
D89 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C89], 0.4, A)
B90: pol(A90)
C90 = Centroid(B90)
D90 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C90], 0.4, A)
B91: pol(A91)
C91 = Centroid(B91)
D91 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C91], 0.4, A)
B92: pol(A92)
C92 = Centroid(B92)
D92 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C92], 0.4, A)
B93: pol(A93)
C93 = Centroid(B93)
D93 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C93], 0.4, A)
B94: pol(A94)
C94 = Centroid(B94)
D94 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C94], 0.4, A)
B95: pol(A95)
C95 = Centroid(B95)
D95 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C95], 0.4, A)
B96: pol(A96)
C96 = Centroid(B96)
D96 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C96], 0.4, A)
B97: pol(A97)
C97 = Centroid(B97)
D97 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C97], 0.4, A)
B98: pol(A98)
C98 = Centroid(B98)
D98 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C98], 0.4, A)
B99: pol(A99)
C99 = Centroid(B99)
D99 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C99], 0.4, A)
B100: pol(A100)
C100 = Centroid(B100)
D100 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C100], 0.4, A)
B101: pol(A101)
C101 = Centroid(B101)
D101 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C101], 0.4, A)
B102: pol(A102)
C102 = Centroid(B102)
D102 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C102], 0.4, A)
B103: pol(A103)
C103 = Centroid(B103)
D103 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C103], 0.4, A)
B104: pol(A104)
C104 = Centroid(B104)
D104 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C104], 0.4, A)
B105: pol(A105)
C105 = Centroid(B105)
D105 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C105], 0.4, A)
B106: pol(A106)
C106 = Centroid(B106)
D106 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C106], 0.4, A)
B107: pol(A107)
C107 = Centroid(B107)
D107 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C107], 0.4, A)
B108: pol(A108)
C108 = Centroid(B108)
D108 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C108], 0.4, A)
B109: pol(A109)
C109 = Centroid(B109)
D109 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C109], 0.4, A)
B110: pol(A110)
C110 = Centroid(B110)
D110 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C110], 0.4, A)
B111: pol(A111)
C111 = Centroid(B111)
D111 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C111], 0.4, A)
B112: pol(A112)
C112 = Centroid(B112)
D112 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C112], 0.4, A)
B113: pol(A113)
C113 = Centroid(B113)
D113 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C113], 0.4, A)
B114: pol(A114)
C114 = Centroid(B114)
D114 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C114], 0.4, A)
B115: pol(A115)
C115 = Centroid(B115)
D115 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C115], 0.4, A)
B116: pol(A116)
C116 = Centroid(B116)
D116 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C116], 0.4, A)
B117: pol(A117)
C117 = Centroid(B117)
D117 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C117], 0.4, A)
B118: pol(A118)
C118 = Centroid(B118)
D118 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C118], 0.4, A)
B119: pol(A119)
C119 = Centroid(B119)
D119 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C119], 0.4, A)
B120: pol(A120)
C120 = Centroid(B120)
D120 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C120], 0.4, A)
B121: pol(A121)
C121 = Centroid(B121)
D121 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C121], 0.4, A)
B122: pol(A122)
C122 = Centroid(B122)
D122 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C122], 0.4, A)
B123: pol(A123)
C123 = Centroid(B123)
D123 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C123], 0.4, A)
B124: pol(A124)
C124 = Centroid(B124)
D124 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C124], 0.4, A)
B125: pol(A125)
C125 = Centroid(B125)
D125 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C125], 0.4, A)
B126: pol(A126)
C126 = Centroid(B126)
D126 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C126], 0.4, A)
B127: pol(A127)
C127 = Centroid(B127)
D127 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C127], 0.4, A)
B128: pol(A128)
C128 = Centroid(B128)
D128 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C128], 0.4, A)
B129: pol(A129)
C129 = Centroid(B129)
D129 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C129], 0.4, A)
B130: pol(A130)
C130 = Centroid(B130)
D130 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C130], 0.4, A)
B131: pol(A131)
C131 = Centroid(B131)
D131 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C131], 0.4, A)
B132: pol(A132)
C132 = Centroid(B132)
D132 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C132], 0.4, A)
B133: pol(A133)
C133 = Centroid(B133)
D133 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C133], 0.4, A)
B134: pol(A134)
C134 = Centroid(B134)
D134 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C134], 0.4, A)
B135: pol(A135)
C135 = Centroid(B135)
D135 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C135], 0.4, A)
B136: pol(A136)
C136 = Centroid(B136)
D136 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C136], 0.4, A)
B137: pol(A137)
C137 = Centroid(B137)
D137 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C137], 0.4, A)
B138: pol(A138)
C138 = Centroid(B138)
D138 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C138], 0.4, A)
B139: pol(A139)
C139 = Centroid(B139)
D139 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C139], 0.4, A)
B140: pol(A140)
C140 = Centroid(B140)
D140 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C140], 0.4, A)
B141: pol(A141)
C141 = Centroid(B141)
D141 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C141], 0.4, A)
B142: pol(A142)
C142 = Centroid(B142)
D142 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C142], 0.4, A)
B143: pol(A143)
C143 = Centroid(B143)
D143 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C143], 0.4, A)
B144: pol(A144)
C144 = Centroid(B144)
D144 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C144], 0.4, A)
B145: pol(A145)
C145 = Centroid(B145)
D145 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C145], 0.4, A)
B146: pol(A146)
C146 = Centroid(B146)
D146 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C146], 0.4, A)
B147: pol(A147)
C147 = Centroid(B147)
D147 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C147], 0.4, A)
B148: pol(A148)
C148 = Centroid(B148)
D148 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C148], 0.4, A)
B149: pol(A149)
C149 = Centroid(B149)
D149 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C149], 0.4, A)
B150: pol(A150)
C150 = Centroid(B150)
D150 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C150], 0.4, A)
B151: pol(A151)
C151 = Centroid(B151)
D151 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C151], 0.4, A)
B152: pol(A152)
C152 = Centroid(B152)
D152 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C152], 0.4, A)
B153: pol(A153)
C153 = Centroid(B153)
D153 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C153], 0.4, A)
B154: pol(A154)
C154 = Centroid(B154)
D154 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C154], 0.4, A)
B155: pol(A155)
C155 = Centroid(B155)
D155 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C155], 0.4, A)
B156: pol(A156)
C156 = Centroid(B156)
D156 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C156], 0.4, A)
B157: pol(A157)
C157 = Centroid(B157)
D157 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C157], 0.4, A)
B158: pol(A158)
C158 = Centroid(B158)
D158 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C158], 0.4, A)
B159: pol(A159)
C159 = Centroid(B159)
D159 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C159], 0.4, A)
B160: pol(A160)
C160 = Centroid(B160)
D160 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C160], 0.4, A)
B161: pol(A161)
C161 = Centroid(B161)
D161 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C161], 0.4, A)
B162: pol(A162)
C162 = Centroid(B162)
D162 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C162], 0.4, A)
B163: pol(A163)
C163 = Centroid(B163)
D163 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C163], 0.4, A)
B164: pol(A164)
C164 = Centroid(B164)
D164 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C164], 0.4, A)
B165: pol(A165)
C165 = Centroid(B165)
D165 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C165], 0.4, A)
B166: pol(A166)
C166 = Centroid(B166)
D166 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C166], 0.4, A)
B167: pol(A167)
C167 = Centroid(B167)
D167 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C167], 0.4, A)
B168: pol(A168)
C168 = Centroid(B168)
D168 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C168], 0.4, A)
B169: pol(A169)
C169 = Centroid(B169)
D169 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C169], 0.4, A)
B170: pol(A170)
C170 = Centroid(B170)
D170 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C170], 0.4, A)
B171: pol(A171)
C171 = Centroid(B171)
D171 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C171], 0.4, A)
B172: pol(A172)
C172 = Centroid(B172)
D172 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C172], 0.4, A)
B173: pol(A173)
C173 = Centroid(B173)
D173 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C173], 0.4, A)
B174: pol(A174)
C174 = Centroid(B174)
D174 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C174], 0.4, A)
B175: pol(A175)
C175 = Centroid(B175)
D175 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C175], 0.4, A)
B176: pol(A176)
C176 = Centroid(B176)
D176 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C176], 0.4, A)
B177: pol(A177)
C177 = Centroid(B177)
D177 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C177], 0.4, A)
B178: pol(A178)
C178 = Centroid(B178)
D178 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C178], 0.4, A)
B179: pol(A179)
C179 = Centroid(B179)
D179 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C179], 0.4, A)
B180: pol(A180)
C180 = Centroid(B180)
D180 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C180], 0.4, A)
B181: pol(A181)
C181 = Centroid(B181)
D181 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C181], 0.4, A)
B182: pol(A182)
C182 = Centroid(B182)
D182 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C182], 0.4, A)
B183: pol(A183)
C183 = Centroid(B183)
D183 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C183], 0.4, A)
B184: pol(A184)
C184 = Centroid(B184)
D184 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C184], 0.4, A)
B185: pol(A185)
C185 = Centroid(B185)
D185 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C185], 0.4, A)
B186: pol(A186)
C186 = Centroid(B186)
D186 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C186], 0.4, A)
B187: pol(A187)
C187 = Centroid(B187)
D187 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C187], 0.4, A)
B188: pol(A188)
C188 = Centroid(B188)
D188 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C188], 0.4, A)
B189: pol(A189)
C189 = Centroid(B189)
D189 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C189], 0.4, A)
B190: pol(A190)
C190 = Centroid(B190)
D190 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C190], 0.4, A)
B191: pol(A191)
C191 = Centroid(B191)
D191 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C191], 0.4, A)
B192: pol(A192)
C192 = Centroid(B192)
D192 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C192], 0.4, A)
B193: pol(A193)
C193 = Centroid(B193)
D193 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C193], 0.4, A)
B194: pol(A194)
C194 = Centroid(B194)
D194 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C194], 0.4, A)
B195: pol(A195)
C195 = Centroid(B195)
D195 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C195], 0.4, A)
B196: pol(A196)
C196 = Centroid(B196)
D196 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C196], 0.4, A)
B197: pol(A197)
C197 = Centroid(B197)
D197 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C197], 0.4, A)
B198: pol(A198)
C198 = Centroid(B198)
D198 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C198], 0.4, A)
B199: pol(A199)
C199 = Centroid(B199)
D199 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C199], 0.4, A)
B200: pol(A200)
C200 = Centroid(B200)
D200 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C200], 0.4, A)
B201: pol(A201)
C201 = Centroid(B201)
D201 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C201], 0.4, A)
B202: pol(A202)
C202 = Centroid(B202)
D202 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C202], 0.4, A)
B203: pol(A203)
C203 = Centroid(B203)
D203 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C203], 0.4, A)
B204: pol(A204)
C204 = Centroid(B204)
D204 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C204], 0.4, A)
B205: pol(A205)
C205 = Centroid(B205)
D205 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C205], 0.4, A)
B206: pol(A206)
C206 = Centroid(B206)
D206 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C206], 0.4, A)
B207: pol(A207)
C207 = Centroid(B207)
D207 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C207], 0.4, A)
B208: pol(A208)
C208 = Centroid(B208)
D208 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C208], 0.4, A)
B209: pol(A209)
C209 = Centroid(B209)
D209 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C209], 0.4, A)
B210: pol(A210)
C210 = Centroid(B210)
D210 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C210], 0.4, A)
B211: pol(A211)
C211 = Centroid(B211)
D211 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C211], 0.4, A)
B212: pol(A212)
C212 = Centroid(B212)
D212 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C212], 0.4, A)
B213: pol(A213)
C213 = Centroid(B213)
D213 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C213], 0.4, A)
B214: pol(A214)
C214 = Centroid(B214)
D214 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C214], 0.4, A)
B215: pol(A215)
C215 = Centroid(B215)
D215 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C215], 0.4, A)
B216: pol(A216)
C216 = Centroid(B216)
D216 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C216], 0.4, A)
B217: pol(A217)
C217 = Centroid(B217)
D217 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C217], 0.4, A)
B218: pol(A218)
C218 = Centroid(B218)
D218 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C218], 0.4, A)
B219: pol(A219)
C219 = Centroid(B219)
D219 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C219], 0.4, A)
B220: pol(A220)
C220 = Centroid(B220)
D220 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C220], 0.4, A)
B221: pol(A221)
C221 = Centroid(B221)
D221 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C221], 0.4, A)
B222: pol(A222)
C222 = Centroid(B222)
D222 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C222], 0.4, A)
B223: pol(A223)
C223 = Centroid(B223)
D223 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C223], 0.4, A)
B224: pol(A224)
C224 = Centroid(B224)
D224 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C224], 0.4, A)
B225: pol(A225)
C225 = Centroid(B225)
D225 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C225], 0.4, A)
B226: pol(A226)
C226 = Centroid(B226)
D226 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C226], 0.4, A)
B227: pol(A227)
C227 = Centroid(B227)
D227 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C227], 0.4, A)
B228: pol(A228)
C228 = Centroid(B228)
D228 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C228], 0.4, A)
B229: pol(A229)
C229 = Centroid(B229)
D229 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C229], 0.4, A)
B230: pol(A230)
C230 = Centroid(B230)
D230 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C230], 0.4, A)
B231: pol(A231)
C231 = Centroid(B231)
D231 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C231], 0.4, A)
B232: pol(A232)
C232 = Centroid(B232)
D232 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C232], 0.4, A)
B233: pol(A233)
C233 = Centroid(B233)
D233 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C233], 0.4, A)
B234: pol(A234)
C234 = Centroid(B234)
D234 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C234], 0.4, A)
B235: pol(A235)
C235 = Centroid(B235)
D235 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C235], 0.4, A)
B236: pol(A236)
C236 = Centroid(B236)
D236 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C236], 0.4, A)
B237: pol(A237)
C237 = Centroid(B237)
D237 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C237], 0.4, A)
B238: pol(A238)
C238 = Centroid(B238)
D238 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C238], 0.4, A)
B239: pol(A239)
C239 = Centroid(B239)
D239 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C239], 0.4, A)
B240: pol(A240)
C240 = Centroid(B240)
D240 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C240], 0.4, A)
B241: pol(A241)
C241 = Centroid(B241)
D241 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C241], 0.4, A)
B242: pol(A242)
C242 = Centroid(B242)
D242 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C242], 0.4, A)
B243: pol(A243)
C243 = Centroid(B243)
D243 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C243], 0.4, A)
B244: pol(A244)
C244 = Centroid(B244)
D244 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C244], 0.4, A)
B245: pol(A245)
C245 = Centroid(B245)
D245 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C245], 0.4, A)
B246: pol(A246)
C246 = Centroid(B246)
D246 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C246], 0.4, A)
B247: pol(A247)
C247 = Centroid(B247)
D247 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C247], 0.4, A)
B248: pol(A248)
C248 = Centroid(B248)
D248 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C248], 0.4, A)
B249: pol(A249)
C249 = Centroid(B249)
D249 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C249], 0.4, A)
B250: pol(A250)
C250 = Centroid(B250)
D250 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C250], 0.4, A)
B251: pol(A251)
C251 = Centroid(B251)
D251 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C251], 0.4, A)
B252: pol(A252)
C252 = Centroid(B252)
D252 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C252], 0.4, A)
B253: pol(A253)
C253 = Centroid(B253)
D253 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C253], 0.4, A)
B254: pol(A254)
C254 = Centroid(B254)
D254 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C254], 0.4, A)
B255: pol(A255)
C255 = Centroid(B255)
D255 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C255], 0.4, A)
B256: pol(A256)
C256 = Centroid(B256)
D256 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C256], 0.4, A)
B257: pol(A257)
C257 = Centroid(B257)
D257 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C257], 0.4, A)
B258: pol(A258)
C258 = Centroid(B258)
D258 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C258], 0.4, A)
B259: pol(A259)
C259 = Centroid(B259)
D259 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C259], 0.4, A)
B260: pol(A260)
C260 = Centroid(B260)
D260 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C260], 0.4, A)
B261: pol(A261)
C261 = Centroid(B261)
D261 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C261], 0.4, A)
B262: pol(A262)
C262 = Centroid(B262)
D262 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C262], 0.4, A)
B263: pol(A263)
C263 = Centroid(B263)
D263 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C263], 0.4, A)
B264: pol(A264)
C264 = Centroid(B264)
D264 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C264], 0.4, A)
B265: pol(A265)
C265 = Centroid(B265)
D265 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C265], 0.4, A)
B266: pol(A266)
C266 = Centroid(B266)
D266 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C266], 0.4, A)
B267: pol(A267)
C267 = Centroid(B267)
D267 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C267], 0.4, A)
B268: pol(A268)
C268 = Centroid(B268)
D268 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C268], 0.4, A)
B269: pol(A269)
C269 = Centroid(B269)
D269 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C269], 0.4, A)
B270: pol(A270)
C270 = Centroid(B270)
D270 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C270], 0.4, A)
B271: pol(A271)
C271 = Centroid(B271)
D271 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C271], 0.4, A)
B272: pol(A272)
C272 = Centroid(B272)
D272 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C272], 0.4, A)
B273: pol(A273)
C273 = Centroid(B273)
D273 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C273], 0.4, A)
B274: pol(A274)
C274 = Centroid(B274)
D274 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C274], 0.4, A)
B275: pol(A275)
C275 = Centroid(B275)
D275 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C275], 0.4, A)
B276: pol(A276)
C276 = Centroid(B276)
D276 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C276], 0.4, A)
B277: pol(A277)
C277 = Centroid(B277)
D277 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C277], 0.4, A)
B278: pol(A278)
C278 = Centroid(B278)
D278 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C278], 0.4, A)
B279: pol(A279)
C279 = Centroid(B279)
D279 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C279], 0.4, A)
B280: pol(A280)
C280 = Centroid(B280)
D280 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C280], 0.4, A)
B281: pol(A281)
C281 = Centroid(B281)
D281 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C281], 0.4, A)
B282: pol(A282)
C282 = Centroid(B282)
D282 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C282], 0.4, A)
B283: pol(A283)
C283 = Centroid(B283)
D283 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C283], 0.4, A)
B284: pol(A284)
C284 = Centroid(B284)
D284 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C284], 0.4, A)
B285: pol(A285)
C285 = Centroid(B285)
D285 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C285], 0.4, A)
B286: pol(A286)
C286 = Centroid(B286)
D286 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C286], 0.4, A)
B287: pol(A287)
C287 = Centroid(B287)
D287 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C287], 0.4, A)
B288: pol(A288)
C288 = Centroid(B288)
D288 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C288], 0.4, A)
B289: pol(A289)
C289 = Centroid(B289)
D289 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C289], 0.4, A)
B290: pol(A290)
C290 = Centroid(B290)
D290 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C290], 0.4, A)
B291: pol(A291)
C291 = Centroid(B291)
D291 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C291], 0.4, A)
B292: pol(A292)
C292 = Centroid(B292)
D292 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C292], 0.4, A)
B293: pol(A293)
C293 = Centroid(B293)
D293 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C293], 0.4, A)
B294: pol(A294)
C294 = Centroid(B294)
D294 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C294], 0.4, A)
B295: pol(A295)
C295 = Centroid(B295)
D295 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C295], 0.4, A)
B296: pol(A296)
C296 = Centroid(B296)
D296 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C296], 0.4, A)
B297: pol(A297)
C297 = Centroid(B297)
D297 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C297], 0.4, A)
B298: pol(A298)
C298 = Centroid(B298)
D298 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C298], 0.4, A)
B299: pol(A299)
C299 = Centroid(B299)
D299 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C299], 0.4, A)
B300: pol(A300)
C300 = Centroid(B300)
D300 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C300], 0.4, A)
B301: pol(A301)
C301 = Centroid(B301)
D301 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C301], 0.4, A)
B302: pol(A302)
C302 = Centroid(B302)
D302 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C302], 0.4, A)
B303: pol(A303)
C303 = Centroid(B303)
D303 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C303], 0.4, A)
B304: pol(A304)
C304 = Centroid(B304)
D304 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C304], 0.4, A)
B305: pol(A305)
C305 = Centroid(B305)
D305 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C305], 0.4, A)
B306: pol(A306)
C306 = Centroid(B306)
D306 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C306], 0.4, A)
B307: pol(A307)
C307 = Centroid(B307)
D307 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C307], 0.4, A)
B308: pol(A308)
C308 = Centroid(B308)
D308 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C308], 0.4, A)
B309: pol(A309)
C309 = Centroid(B309)
D309 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C309], 0.4, A)
B310: pol(A310)
C310 = Centroid(B310)
D310 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C310], 0.4, A)
B311: pol(A311)
C311 = Centroid(B311)
D311 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C311], 0.4, A)
B312: pol(A312)
C312 = Centroid(B312)
D312 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C312], 0.4, A)
B313: pol(A313)
C313 = Centroid(B313)
D313 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C313], 0.4, A)
B314: pol(A314)
C314 = Centroid(B314)
D314 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C314], 0.4, A)
B315: pol(A315)
C315 = Centroid(B315)
D315 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C315], 0.4, A)
B316: pol(A316)
C316 = Centroid(B316)
D316 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C316], 0.4, A)
B317: pol(A317)
C317 = Centroid(B317)
D317 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C317], 0.4, A)
B318: pol(A318)
C318 = Centroid(B318)
D318 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C318], 0.4, A)
B319: pol(A319)
C319 = Centroid(B319)
D319 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C319], 0.4, A)
B320: pol(A320)
C320 = Centroid(B320)
D320 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C320], 0.4, A)
B321: pol(A321)
C321 = Centroid(B321)
D321 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C321], 0.4, A)
B322: pol(A322)
C322 = Centroid(B322)
D322 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C322], 0.4, A)
B323: pol(A323)
C323 = Centroid(B323)
D323 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C323], 0.4, A)
B324: pol(A324)
C324 = Centroid(B324)
D324 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C324], 0.4, A)
B325: pol(A325)
C325 = Centroid(B325)
D325 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C325], 0.4, A)
B326: pol(A326)
C326 = Centroid(B326)
D326 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C326], 0.4, A)
B327: pol(A327)
C327 = Centroid(B327)
D327 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C327], 0.4, A)
B328: pol(A328)
C328 = Centroid(B328)
D328 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C328], 0.4, A)
B329: pol(A329)
C329 = Centroid(B329)
D329 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C329], 0.4, A)
B330: pol(A330)
C330 = Centroid(B330)
D330 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C330], 0.4, A)
B331: pol(A331)
C331 = Centroid(B331)
D331 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C331], 0.4, A)
B332: pol(A332)
C332 = Centroid(B332)
D332 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C332], 0.4, A)
B333: pol(A333)
C333 = Centroid(B333)
D333 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C333], 0.4, A)
B334: pol(A334)
C334 = Centroid(B334)
D334 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C334], 0.4, A)
B335: pol(A335)
C335 = Centroid(B335)
D335 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C335], 0.4, A)
B336: pol(A336)
C336 = Centroid(B336)
D336 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C336], 0.4, A)
B337: pol(A337)
C337 = Centroid(B337)
D337 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C337], 0.4, A)
B338: pol(A338)
C338 = Centroid(B338)
D338 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C338], 0.4, A)
B339: pol(A339)
C339 = Centroid(B339)
D339 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C339], 0.4, A)
B340: pol(A340)
C340 = Centroid(B340)
D340 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C340], 0.4, A)
B341: pol(A341)
C341 = Centroid(B341)
D341 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C341], 0.4, A)
B342: pol(A342)
C342 = Centroid(B342)
D342 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C342], 0.4, A)
B343: pol(A343)
C343 = Centroid(B343)
D343 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C343], 0.4, A)
B344: pol(A344)
C344 = Centroid(B344)
D344 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C344], 0.4, A)
B345: pol(A345)
C345 = Centroid(B345)
D345 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C345], 0.4, A)
B346: pol(A346)
C346 = Centroid(B346)
D346 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C346], 0.4, A)
B347: pol(A347)
C347 = Centroid(B347)
D347 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C347], 0.4, A)
B348: pol(A348)
C348 = Centroid(B348)
D348 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C348], 0.4, A)
B349: pol(A349)
C349 = Centroid(B349)
D349 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C349], 0.4, A)
B350: pol(A350)
C350 = Centroid(B350)
D350 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C350], 0.4, A)
B351: pol(A351)
C351 = Centroid(B351)
D351 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C351], 0.4, A)
B352: pol(A352)
C352 = Centroid(B352)
D352 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C352], 0.4, A)
B353: pol(A353)
C353 = Centroid(B353)
D353 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C353], 0.4, A)
B354: pol(A354)
C354 = Centroid(B354)
D354 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C354], 0.4, A)
B355: pol(A355)
C355 = Centroid(B355)
D355 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C355], 0.4, A)
B356: pol(A356)
C356 = Centroid(B356)
D356 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C356], 0.4, A)
B357: pol(A357)
C357 = Centroid(B357)
D357 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C357], 0.4, A)
B358: pol(A358)
C358 = Centroid(B358)
D358 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C358], 0.4, A)
B359: pol(A359)
C359 = Centroid(B359)
D359 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C359], 0.4, A)
B360: pol(A360)
C360 = Centroid(B360)
D360 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C360], 0.4, A)
B361: pol(A361)
C361 = Centroid(B361)
D361 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C361], 0.4, A)
B362: pol(A362)
C362 = Centroid(B362)
D362 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C362], 0.4, A)
B363: pol(A363)
C363 = Centroid(B363)
D363 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C363], 0.4, A)
B364: pol(A364)
C364 = Centroid(B364)
D364 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C364], 0.4, A)
B365: pol(A365)
C365 = Centroid(B365)
D365 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C365], 0.4, A)
B366: pol(A366)
C366 = Centroid(B366)
D366 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C366], 0.4, A)
B367: pol(A367)
C367 = Centroid(B367)
D367 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C367], 0.4, A)
B368: pol(A368)
C368 = Centroid(B368)
D368 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C368], 0.4, A)
B369: pol(A369)
C369 = Centroid(B369)
D369 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C369], 0.4, A)
B370: pol(A370)
C370 = Centroid(B370)
D370 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C370], 0.4, A)
B371: pol(A371)
C371 = Centroid(B371)
D371 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C371], 0.4, A)
B372: pol(A372)
C372 = Centroid(B372)
D372 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C372], 0.4, A)
B373: pol(A373)
C373 = Centroid(B373)
D373 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C373], 0.4, A)
B374: pol(A374)
C374 = Centroid(B374)
D374 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C374], 0.4, A)
B375: pol(A375)
C375 = Centroid(B375)
D375 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C375], 0.4, A)
B376: pol(A376)
C376 = Centroid(B376)
D376 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C376], 0.4, A)
B377: pol(A377)
C377 = Centroid(B377)
D377 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C377], 0.4, A)
B378: pol(A378)
C378 = Centroid(B378)
D378 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C378], 0.4, A)
B379: pol(A379)
C379 = Centroid(B379)
D379 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C379], 0.4, A)
B380: pol(A380)
C380 = Centroid(B380)
D380 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C380], 0.4, A)
B381: pol(A381)
C381 = Centroid(B381)
D381 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C381], 0.4, A)
B382: pol(A382)
C382 = Centroid(B382)
D382 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C382], 0.4, A)
B383: pol(A383)
C383 = Centroid(B383)
D383 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C383], 0.4, A)
B384: pol(A384)
C384 = Centroid(B384)
D384 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C384], 0.4, A)
B385: pol(A385)
C385 = Centroid(B385)
D385 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C385], 0.4, A)
B386: pol(A386)
C386 = Centroid(B386)
D386 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C386], 0.4, A)
B387: pol(A387)
C387 = Centroid(B387)
D387 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C387], 0.4, A)
B388: pol(A388)
C388 = Centroid(B388)
D388 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C388], 0.4, A)
B389: pol(A389)
C389 = Centroid(B389)
D389 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C389], 0.4, A)
B390: pol(A390)
C390 = Centroid(B390)
D390 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C390], 0.4, A)
B391: pol(A391)
C391 = Centroid(B391)
D391 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C391], 0.4, A)
B392: pol(A392)
C392 = Centroid(B392)
D392 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C392], 0.4, A)
B393: pol(A393)
C393 = Centroid(B393)
D393 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C393], 0.4, A)
B394: pol(A394)
C394 = Centroid(B394)
D394 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C394], 0.4, A)
B395: pol(A395)
C395 = Centroid(B395)
D395 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C395], 0.4, A)
B396: pol(A396)
C396 = Centroid(B396)
D396 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C396], 0.4, A)
B397: pol(A397)
C397 = Centroid(B397)
D397 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C397], 0.4, A)
B398: pol(A398)
C398 = Centroid(B398)
D398 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C398], 0.4, A)
B399: pol(A399)
C399 = Centroid(B399)
D399 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C399], 0.4, A)
B400: pol(A400)
C400 = Centroid(B400)
D400 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C400], 0.4, A)
B401: pol(A401)
C401 = Centroid(B401)
D401 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C401], 0.4, A)
B402: pol(A402)
C402 = Centroid(B402)
D402 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C402], 0.4, A)
B403: pol(A403)
C403 = Centroid(B403)
D403 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C403], 0.4, A)
B404: pol(A404)
C404 = Centroid(B404)
D404 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C404], 0.4, A)
B405: pol(A405)
C405 = Centroid(B405)
D405 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C405], 0.4, A)
B406: pol(A406)
C406 = Centroid(B406)
D406 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C406], 0.4, A)
B407: pol(A407)
C407 = Centroid(B407)
D407 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C407], 0.4, A)
B408: pol(A408)
C408 = Centroid(B408)
D408 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C408], 0.4, A)
B409: pol(A409)
C409 = Centroid(B409)
D409 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C409], 0.4, A)
B410: pol(A410)
C410 = Centroid(B410)
D410 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C410], 0.4, A)
B411: pol(A411)
C411 = Centroid(B411)
D411 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C411], 0.4, A)
B412: pol(A412)
C412 = Centroid(B412)
D412 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C412], 0.4, A)
B413: pol(A413)
C413 = Centroid(B413)
D413 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C413], 0.4, A)
B414: pol(A414)
C414 = Centroid(B414)
D414 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C414], 0.4, A)
B415: pol(A415)
C415 = Centroid(B415)
D415 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C415], 0.4, A)
B416: pol(A416)
C416 = Centroid(B416)
D416 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C416], 0.4, A)
B417: pol(A417)
C417 = Centroid(B417)
D417 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C417], 0.4, A)
B418: pol(A418)
C418 = Centroid(B418)
D418 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C418], 0.4, A)
B419: pol(A419)
C419 = Centroid(B419)
D419 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C419], 0.4, A)
B420: pol(A420)
C420 = Centroid(B420)
D420 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C420], 0.4, A)
B421: pol(A421)
C421 = Centroid(B421)
D421 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C421], 0.4, A)
B422: pol(A422)
C422 = Centroid(B422)
D422 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C422], 0.4, A)
B423: pol(A423)
C423 = Centroid(B423)
D423 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C423], 0.4, A)
B424: pol(A424)
C424 = Centroid(B424)
D424 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C424], 0.4, A)
B425: pol(A425)
C425 = Centroid(B425)
D425 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C425], 0.4, A)
B426: pol(A426)
C426 = Centroid(B426)
D426 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C426], 0.4, A)
B427: pol(A427)
C427 = Centroid(B427)
D427 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C427], 0.4, A)
B428: pol(A428)
C428 = Centroid(B428)
D428 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C428], 0.4, A)
B429: pol(A429)
C429 = Centroid(B429)
D429 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C429], 0.4, A)
B430: pol(A430)
C430 = Centroid(B430)
D430 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C430], 0.4, A)
B431: pol(A431)
C431 = Centroid(B431)
D431 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C431], 0.4, A)
B432: pol(A432)
C432 = Centroid(B432)
D432 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C432], 0.4, A)
B433: pol(A433)
C433 = Centroid(B433)
D433 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C433], 0.4, A)
B434: pol(A434)
C434 = Centroid(B434)
D434 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C434], 0.4, A)
B435: pol(A435)
C435 = Centroid(B435)
D435 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C435], 0.4, A)
B436: pol(A436)
C436 = Centroid(B436)
D436 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C436], 0.4, A)
B437: pol(A437)
C437 = Centroid(B437)
D437 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C437], 0.4, A)
B438: pol(A438)
C438 = Centroid(B438)
D438 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C438], 0.4, A)
B439: pol(A439)
C439 = Centroid(B439)
D439 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C439], 0.4, A)
B440: pol(A440)
C440 = Centroid(B440)
D440 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C440], 0.4, A)
B441: pol(A441)
C441 = Centroid(B441)
D441 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C441], 0.4, A)
B442: pol(A442)
C442 = Centroid(B442)
D442 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C442], 0.4, A)
B443: pol(A443)
C443 = Centroid(B443)
D443 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C443], 0.4, A)
B444: pol(A444)
C444 = Centroid(B444)
D444 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C444], 0.4, A)
B445: pol(A445)
C445 = Centroid(B445)
D445 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C445], 0.4, A)
B446: pol(A446)
C446 = Centroid(B446)
D446 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C446], 0.4, A)
B447: pol(A447)
C447 = Centroid(B447)
D447 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C447], 0.4, A)
B448: pol(A448)
C448 = Centroid(B448)
D448 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C448], 0.4, A)
B449: pol(A449)
C449 = Centroid(B449)
D449 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C449], 0.4, A)
B450: pol(A450)
C450 = Centroid(B450)
D450 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C450], 0.4, A)
B451: pol(A451)
C451 = Centroid(B451)
D451 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C451], 0.4, A)
B452: pol(A452)
C452 = Centroid(B452)
D452 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C452], 0.4, A)
B453: pol(A453)
C453 = Centroid(B453)
D453 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C453], 0.4, A)
B454: pol(A454)
C454 = Centroid(B454)
D454 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C454], 0.4, A)
B455: pol(A455)
C455 = Centroid(B455)
D455 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C455], 0.4, A)
B456: pol(A456)
C456 = Centroid(B456)
D456 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C456], 0.4, A)
B457: pol(A457)
C457 = Centroid(B457)
D457 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C457], 0.4, A)
B458: pol(A458)
C458 = Centroid(B458)
D458 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C458], 0.4, A)
B459: pol(A459)
C459 = Centroid(B459)
D459 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C459], 0.4, A)
B460: pol(A460)
C460 = Centroid(B460)
D460 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C460], 0.4, A)
B461: pol(A461)
C461 = Centroid(B461)
D461 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C461], 0.4, A)
B462: pol(A462)
C462 = Centroid(B462)
D462 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C462], 0.4, A)
B463: pol(A463)
C463 = Centroid(B463)
D463 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C463], 0.4, A)
B464: pol(A464)
C464 = Centroid(B464)
D464 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C464], 0.4, A)
B465: pol(A465)
C465 = Centroid(B465)
D465 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C465], 0.4, A)
B466: pol(A466)
C466 = Centroid(B466)
D466 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C466], 0.4, A)
B467: pol(A467)
C467 = Centroid(B467)
D467 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C467], 0.4, A)
B468: pol(A468)
C468 = Centroid(B468)
D468 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C468], 0.4, A)
B469: pol(A469)
C469 = Centroid(B469)
D469 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C469], 0.4, A)
B470: pol(A470)
C470 = Centroid(B470)
D470 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C470], 0.4, A)
B471: pol(A471)
C471 = Centroid(B471)
D471 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C471], 0.4, A)
B472: pol(A472)
C472 = Centroid(B472)
D472 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C472], 0.4, A)
B473: pol(A473)
C473 = Centroid(B473)
D473 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C473], 0.4, A)
B474: pol(A474)
C474 = Centroid(B474)
D474 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C474], 0.4, A)
B475: pol(A475)
C475 = Centroid(B475)
D475 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C475], 0.4, A)
B476: pol(A476)
C476 = Centroid(B476)
D476 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C476], 0.4, A)
B477: pol(A477)
C477 = Centroid(B477)
D477 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C477], 0.4, A)
B478: pol(A478)
C478 = Centroid(B478)
D478 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C478], 0.4, A)
B479: pol(A479)
C479 = Centroid(B479)
D479 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C479], 0.4, A)
B480: pol(A480)
C480 = Centroid(B480)
D480 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C480], 0.4, A)
B481: pol(A481)
C481 = Centroid(B481)
D481 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C481], 0.4, A)
B482: pol(A482)
C482 = Centroid(B482)
D482 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C482], 0.4, A)
B483: pol(A483)
C483 = Centroid(B483)
D483 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C483], 0.4, A)
B484: pol(A484)
C484 = Centroid(B484)
D484 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C484], 0.4, A)
B485: pol(A485)
C485 = Centroid(B485)
D485 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C485], 0.4, A)
B486: pol(A486)
C486 = Centroid(B486)
D486 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C486], 0.4, A)
B487: pol(A487)
C487 = Centroid(B487)
D487 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C487], 0.4, A)
B488: pol(A488)
C488 = Centroid(B488)
D488 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C488], 0.4, A)
B489: pol(A489)
C489 = Centroid(B489)
D489 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C489], 0.4, A)
B490: pol(A490)
C490 = Centroid(B490)
D490 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C490], 0.4, A)
B491: pol(A491)
C491 = Centroid(B491)
D491 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C491], 0.4, A)
B492: pol(A492)
C492 = Centroid(B492)
D492 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C492], 0.4, A)
B493: pol(A493)
C493 = Centroid(B493)
D493 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C493], 0.4, A)
B494: pol(A494)
C494 = Centroid(B494)
D494 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C494], 0.4, A)
B495: pol(A495)
C495 = Centroid(B495)
D495 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C495], 0.4, A)
B496: pol(A496)
C496 = Centroid(B496)
D496 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C496], 0.4, A)
B497: pol(A497)
C497 = Centroid(B497)
D497 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C497], 0.4, A)
B498: pol(A498)
C498 = Centroid(B498)
D498 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C498], 0.4, A)
B499: pol(A499)
C499 = Centroid(B499)
D499 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C499], 0.4, A)
B500: pol(A500)
C500 = Centroid(B500)
D500 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C500], 0.4, A)
B501: pol(A501)
C501 = Centroid(B501)
D501 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C501], 0.4, A)
B502: pol(A502)
C502 = Centroid(B502)
D502 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C502], 0.4, A)
B503: pol(A503)
C503 = Centroid(B503)
D503 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C503], 0.4, A)
B504: pol(A504)
C504 = Centroid(B504)
D504 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C504], 0.4, A)
B505: pol(A505)
C505 = Centroid(B505)
D505 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C505], 0.4, A)
B506: pol(A506)
C506 = Centroid(B506)
D506 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C506], 0.4, A)
B507: pol(A507)
C507 = Centroid(B507)
D507 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C507], 0.4, A)
B508: pol(A508)
C508 = Centroid(B508)
D508 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C508], 0.4, A)
B509: pol(A509)
C509 = Centroid(B509)
D509 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C509], 0.4, A)
B510: pol(A510)
C510 = Centroid(B510)
D510 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C510], 0.4, A)
B511: pol(A511)
C511 = Centroid(B511)
D511 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C511], 0.4, A)
B512: pol(A512)
C512 = Centroid(B512)
D512 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C512], 0.4, A)
B513: pol(A513)
C513 = Centroid(B513)
D513 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C513], 0.4, A)
B514: pol(A514)
C514 = Centroid(B514)
D514 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C514], 0.4, A)
B515: pol(A515)
C515 = Centroid(B515)
D515 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C515], 0.4, A)
B516: pol(A516)
C516 = Centroid(B516)
D516 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C516], 0.4, A)
B517: pol(A517)
C517 = Centroid(B517)
D517 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C517], 0.4, A)
B518: pol(A518)
C518 = Centroid(B518)
D518 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C518], 0.4, A)
B519: pol(A519)
C519 = Centroid(B519)
D519 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C519], 0.4, A)
B520: pol(A520)
C520 = Centroid(B520)
D520 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C520], 0.4, A)
B521: pol(A521)
C521 = Centroid(B521)
D521 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C521], 0.4, A)
B522: pol(A522)
C522 = Centroid(B522)
D522 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C522], 0.4, A)
B523: pol(A523)
C523 = Centroid(B523)
D523 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C523], 0.4, A)
B524: pol(A524)
C524 = Centroid(B524)
D524 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C524], 0.4, A)
B525: pol(A525)
C525 = Centroid(B525)
D525 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C525], 0.4, A)
B526: pol(A526)
C526 = Centroid(B526)
D526 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C526], 0.4, A)
B527: pol(A527)
C527 = Centroid(B527)
D527 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C527], 0.4, A)
B528: pol(A528)
C528 = Centroid(B528)
D528 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C528], 0.4, A)
B529: pol(A529)
C529 = Centroid(B529)
D529 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C529], 0.4, A)
B530: pol(A530)
C530 = Centroid(B530)
D530 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C530], 0.4, A)
B531: pol(A531)
C531 = Centroid(B531)
D531 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C531], 0.4, A)
B532: pol(A532)
C532 = Centroid(B532)
D532 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C532], 0.4, A)
B533: pol(A533)
C533 = Centroid(B533)
D533 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C533], 0.4, A)
B534: pol(A534)
C534 = Centroid(B534)
D534 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C534], 0.4, A)
B535: pol(A535)
C535 = Centroid(B535)
D535 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C535], 0.4, A)
B536: pol(A536)
C536 = Centroid(B536)
D536 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C536], 0.4, A)
B537: pol(A537)
C537 = Centroid(B537)
D537 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C537], 0.4, A)
B538: pol(A538)
C538 = Centroid(B538)
D538 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C538], 0.4, A)
B539: pol(A539)
C539 = Centroid(B539)
D539 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C539], 0.4, A)
B540: pol(A540)
C540 = Centroid(B540)
D540 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C540], 0.4, A)
B541: pol(A541)
C541 = Centroid(B541)
D541 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C541], 0.4, A)
B542: pol(A542)
C542 = Centroid(B542)
D542 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C542], 0.4, A)
B543: pol(A543)
C543 = Centroid(B543)
D543 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C543], 0.4, A)
B544: pol(A544)
C544 = Centroid(B544)
D544 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C544], 0.4, A)
B545: pol(A545)
C545 = Centroid(B545)
D545 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C545], 0.4, A)
B546: pol(A546)
C546 = Centroid(B546)
D546 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C546], 0.4, A)
B547: pol(A547)
C547 = Centroid(B547)
D547 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C547], 0.4, A)
B548: pol(A548)
C548 = Centroid(B548)
D548 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C548], 0.4, A)
B549: pol(A549)
C549 = Centroid(B549)
D549 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C549], 0.4, A)
B550: pol(A550)
C550 = Centroid(B550)
D550 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C550], 0.4, A)
B551: pol(A551)
C551 = Centroid(B551)
D551 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C551], 0.4, A)
B552: pol(A552)
C552 = Centroid(B552)
D552 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C552], 0.4, A)
B553: pol(A553)
C553 = Centroid(B553)
D553 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C553], 0.4, A)
B554: pol(A554)
C554 = Centroid(B554)
D554 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C554], 0.4, A)
B555: pol(A555)
C555 = Centroid(B555)
D555 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C555], 0.4, A)
B556: pol(A556)
C556 = Centroid(B556)
D556 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C556], 0.4, A)
B557: pol(A557)
C557 = Centroid(B557)
D557 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C557], 0.4, A)
B558: pol(A558)
C558 = Centroid(B558)
D558 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C558], 0.4, A)
B559: pol(A559)
C559 = Centroid(B559)
D559 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C559], 0.4, A)
B560: pol(A560)
C560 = Centroid(B560)
D560 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C560], 0.4, A)
B561: pol(A561)
C561 = Centroid(B561)
D561 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C561], 0.4, A)
B562: pol(A562)
C562 = Centroid(B562)
D562 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C562], 0.4, A)
B563: pol(A563)
C563 = Centroid(B563)
D563 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C563], 0.4, A)
B564: pol(A564)
C564 = Centroid(B564)
D564 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C564], 0.4, A)
B565: pol(A565)
C565 = Centroid(B565)
D565 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C565], 0.4, A)
B566: pol(A566)
C566 = Centroid(B566)
D566 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C566], 0.4, A)
B567: pol(A567)
C567 = Centroid(B567)
D567 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C567], 0.4, A)
B568: pol(A568)
C568 = Centroid(B568)
D568 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C568], 0.4, A)
B569: pol(A569)
C569 = Centroid(B569)
D569 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C569], 0.4, A)
B570: pol(A570)
C570 = Centroid(B570)
D570 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C570], 0.4, A)
B571: pol(A571)
C571 = Centroid(B571)
D571 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C571], 0.4, A)
B572: pol(A572)
C572 = Centroid(B572)
D572 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C572], 0.4, A)
B573: pol(A573)
C573 = Centroid(B573)
D573 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C573], 0.4, A)
B574: pol(A574)
C574 = Centroid(B574)
D574 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C574], 0.4, A)
B575: pol(A575)
C575 = Centroid(B575)
D575 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C575], 0.4, A)
B576: pol(A576)
C576 = Centroid(B576)
D576 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C576], 0.4, A)
B577: pol(A577)
C577 = Centroid(B577)
D577 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C577], 0.4, A)
B578: pol(A578)
C578 = Centroid(B578)
D578 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C578], 0.4, A)
B579: pol(A579)
C579 = Centroid(B579)
D579 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C579], 0.4, A)
B580: pol(A580)
C580 = Centroid(B580)
D580 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C580], 0.4, A)
B581: pol(A581)
C581 = Centroid(B581)
D581 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C581], 0.4, A)
B582: pol(A582)
C582 = Centroid(B582)
D582 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C582], 0.4, A)
B583: pol(A583)
C583 = Centroid(B583)
D583 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C583], 0.4, A)
B584: pol(A584)
C584 = Centroid(B584)
D584 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C584], 0.4, A)
B585: pol(A585)
C585 = Centroid(B585)
D585 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C585], 0.4, A)
B586: pol(A586)
C586 = Centroid(B586)
D586 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C586], 0.4, A)
B587: pol(A587)
C587 = Centroid(B587)
D587 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C587], 0.4, A)
B588: pol(A588)
C588 = Centroid(B588)
D588 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C588], 0.4, A)
B589: pol(A589)
C589 = Centroid(B589)
D589 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C589], 0.4, A)
B590: pol(A590)
C590 = Centroid(B590)
D590 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C590], 0.4, A)
B591: pol(A591)
C591 = Centroid(B591)
D591 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C591], 0.4, A)
B592: pol(A592)
C592 = Centroid(B592)
D592 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C592], 0.4, A)
B593: pol(A593)
C593 = Centroid(B593)
D593 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C593], 0.4, A)
B594: pol(A594)
C594 = Centroid(B594)
D594 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C594], 0.4, A)
B595: pol(A595)
C595 = Centroid(B595)
D595 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C595], 0.4, A)
B596: pol(A596)
C596 = Centroid(B596)
D596 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C596], 0.4, A)
B597: pol(A597)
C597 = Centroid(B597)
D597 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C597], 0.4, A)
B598: pol(A598)
C598 = Centroid(B598)
D598 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C598], 0.4, A)
B599: pol(A599)
C599 = Centroid(B599)
D599 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C599], 0.4, A)
B600: pol(A600)
C600 = Centroid(B600)
D600 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C600], 0.4, A)
B601: pol(A601)
C601 = Centroid(B601)
D601 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C601], 0.4, A)
B602: pol(A602)
C602 = Centroid(B602)
D602 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C602], 0.4, A)
B603: pol(A603)
C603 = Centroid(B603)
D603 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C603], 0.4, A)
B604: pol(A604)
C604 = Centroid(B604)
D604 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C604], 0.4, A)
B605: pol(A605)
C605 = Centroid(B605)
D605 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C605], 0.4, A)
B606: pol(A606)
C606 = Centroid(B606)
D606 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C606], 0.4, A)
B607: pol(A607)
C607 = Centroid(B607)
D607 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C607], 0.4, A)
B608: pol(A608)
C608 = Centroid(B608)
D608 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C608], 0.4, A)
B609: pol(A609)
C609 = Centroid(B609)
D609 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C609], 0.4, A)
B610: pol(A610)
C610 = Centroid(B610)
D610 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C610], 0.4, A)
B611: pol(A611)
C611 = Centroid(B611)
D611 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C611], 0.4, A)
B612: pol(A612)
C612 = Centroid(B612)
D612 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C612], 0.4, A)
B613: pol(A613)
C613 = Centroid(B613)
D613 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C613], 0.4, A)
B614: pol(A614)
C614 = Centroid(B614)
D614 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C614], 0.4, A)
B615: pol(A615)
C615 = Centroid(B615)
D615 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C615], 0.4, A)
B616: pol(A616)
C616 = Centroid(B616)
D616 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C616], 0.4, A)
B617: pol(A617)
C617 = Centroid(B617)
D617 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C617], 0.4, A)
B618: pol(A618)
C618 = Centroid(B618)
D618 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C618], 0.4, A)
B619: pol(A619)
C619 = Centroid(B619)
D619 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C619], 0.4, A)
B620: pol(A620)
C620 = Centroid(B620)
D620 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C620], 0.4, A)
B621: pol(A621)
C621 = Centroid(B621)
D621 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C621], 0.4, A)
B622: pol(A622)
C622 = Centroid(B622)
D622 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C622], 0.4, A)
B623: pol(A623)
C623 = Centroid(B623)
D623 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C623], 0.4, A)
B624: pol(A624)
C624 = Centroid(B624)
D624 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C624], 0.4, A)
B625: pol(A625)
C625 = Centroid(B625)
D625 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C625], 0.4, A)
B626: pol(A626)
C626 = Centroid(B626)
D626 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C626], 0.4, A)
B627: pol(A627)
C627 = Centroid(B627)
D627 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C627], 0.4, A)
B628: pol(A628)
C628 = Centroid(B628)
D628 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C628], 0.4, A)
B629: pol(A629)
C629 = Centroid(B629)
D629 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C629], 0.4, A)
B630: pol(A630)
C630 = Centroid(B630)
D630 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C630], 0.4, A)
B631: pol(A631)
C631 = Centroid(B631)
D631 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C631], 0.4, A)
B632: pol(A632)
C632 = Centroid(B632)
D632 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C632], 0.4, A)
B633: pol(A633)
C633 = Centroid(B633)
D633 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C633], 0.4, A)
B634: pol(A634)
C634 = Centroid(B634)
D634 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C634], 0.4, A)
B635: pol(A635)
C635 = Centroid(B635)
D635 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C635], 0.4, A)
B636: pol(A636)
C636 = Centroid(B636)
D636 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C636], 0.4, A)
B637: pol(A637)
C637 = Centroid(B637)
D637 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C637], 0.4, A)
B638: pol(A638)
C638 = Centroid(B638)
D638 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C638], 0.4, A)
B639: pol(A639)
C639 = Centroid(B639)
D639 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C639], 0.4, A)
B640: pol(A640)
C640 = Centroid(B640)
D640 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C640], 0.4, A)
B641: pol(A641)
C641 = Centroid(B641)
D641 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C641], 0.4, A)
B642: pol(A642)
C642 = Centroid(B642)
D642 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C642], 0.4, A)
B643: pol(A643)
C643 = Centroid(B643)
D643 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C643], 0.4, A)
B644: pol(A644)
C644 = Centroid(B644)
D644 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C644], 0.4, A)
B645: pol(A645)
C645 = Centroid(B645)
D645 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C645], 0.4, A)
B646: pol(A646)
C646 = Centroid(B646)
D646 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C646], 0.4, A)
B647: pol(A647)
C647 = Centroid(B647)
D647 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C647], 0.4, A)
B648: pol(A648)
C648 = Centroid(B648)
D648 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C648], 0.4, A)
B649: pol(A649)
C649 = Centroid(B649)
D649 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C649], 0.4, A)
B650: pol(A650)
C650 = Centroid(B650)
D650 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C650], 0.4, A)
B651: pol(A651)
C651 = Centroid(B651)
D651 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C651], 0.4, A)
B652: pol(A652)
C652 = Centroid(B652)
D652 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C652], 0.4, A)
B653: pol(A653)
C653 = Centroid(B653)
D653 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C653], 0.4, A)
B654: pol(A654)
C654 = Centroid(B654)
D654 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C654], 0.4, A)
B655: pol(A655)
C655 = Centroid(B655)
D655 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C655], 0.4, A)
B656: pol(A656)
C656 = Centroid(B656)
D656 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C656], 0.4, A)
B657: pol(A657)
C657 = Centroid(B657)
D657 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C657], 0.4, A)
B658: pol(A658)
C658 = Centroid(B658)
D658 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C658], 0.4, A)
B659: pol(A659)
C659 = Centroid(B659)
D659 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C659], 0.4, A)
B660: pol(A660)
C660 = Centroid(B660)
D660 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C660], 0.4, A)
B661: pol(A661)
C661 = Centroid(B661)
D661 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C661], 0.4, A)
B662: pol(A662)
C662 = Centroid(B662)
D662 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C662], 0.4, A)
B663: pol(A663)
C663 = Centroid(B663)
D663 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C663], 0.4, A)
B664: pol(A664)
C664 = Centroid(B664)
D664 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C664], 0.4, A)
B665: pol(A665)
C665 = Centroid(B665)
D665 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C665], 0.4, A)
B666: pol(A666)
C666 = Centroid(B666)
D666 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C666], 0.4, A)
B667: pol(A667)
C667 = Centroid(B667)
D667 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C667], 0.4, A)
B668: pol(A668)
C668 = Centroid(B668)
D668 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C668], 0.4, A)
B669: pol(A669)
C669 = Centroid(B669)
D669 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C669], 0.4, A)
B670: pol(A670)
C670 = Centroid(B670)
D670 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C670], 0.4, A)
B671: pol(A671)
C671 = Centroid(B671)
D671 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C671], 0.4, A)
B672: pol(A672)
C672 = Centroid(B672)
D672 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C672], 0.4, A)
B673: pol(A673)
C673 = Centroid(B673)
D673 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C673], 0.4, A)
B674: pol(A674)
C674 = Centroid(B674)
D674 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C674], 0.4, A)
B675: pol(A675)
C675 = Centroid(B675)
D675 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C675], 0.4, A)
B676: pol(A676)
C676 = Centroid(B676)
D676 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C676], 0.4, A)
B677: pol(A677)
C677 = Centroid(B677)
D677 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C677], 0.4, A)
B678: pol(A678)
C678 = Centroid(B678)
D678 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C678], 0.4, A)
B679: pol(A679)
C679 = Centroid(B679)
D679 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C679], 0.4, A)
B680: pol(A680)
C680 = Centroid(B680)
D680 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C680], 0.4, A)
B681: pol(A681)
C681 = Centroid(B681)
D681 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C681], 0.4, A)
B682: pol(A682)
C682 = Centroid(B682)
D682 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C682], 0.4, A)
B683: pol(A683)
C683 = Centroid(B683)
D683 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C683], 0.4, A)
B684: pol(A684)
C684 = Centroid(B684)
D684 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C684], 0.4, A)
B685: pol(A685)
C685 = Centroid(B685)
D685 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C685], 0.4, A)
B686: pol(A686)
C686 = Centroid(B686)
D686 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C686], 0.4, A)
B687: pol(A687)
C687 = Centroid(B687)
D687 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C687], 0.4, A)
B688: pol(A688)
C688 = Centroid(B688)
D688 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C688], 0.4, A)
B689: pol(A689)
C689 = Centroid(B689)
D689 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C689], 0.4, A)
B690: pol(A690)
C690 = Centroid(B690)
D690 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C690], 0.4, A)
B691: pol(A691)
C691 = Centroid(B691)
D691 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C691], 0.4, A)
B692: pol(A692)
C692 = Centroid(B692)
D692 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C692], 0.4, A)
B693: pol(A693)
C693 = Centroid(B693)
D693 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C693], 0.4, A)
B694: pol(A694)
C694 = Centroid(B694)
D694 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C694], 0.4, A)
B695: pol(A695)
C695 = Centroid(B695)
D695 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C695], 0.4, A)
B696: pol(A696)
C696 = Centroid(B696)
D696 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C696], 0.4, A)
B697: pol(A697)
C697 = Centroid(B697)
D697 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C697], 0.4, A)
B698: pol(A698)
C698 = Centroid(B698)
D698 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C698], 0.4, A)
B699: pol(A699)
C699 = Centroid(B699)
D699 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C699], 0.4, A)
B700: pol(A700)
C700 = Centroid(B700)
D700 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C700], 0.4, A)
B701: pol(A701)
C701 = Centroid(B701)
D701 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C701], 0.4, A)
B702: pol(A702)
C702 = Centroid(B702)
D702 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C702], 0.4, A)
B703: pol(A703)
C703 = Centroid(B703)
D703 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C703], 0.4, A)
B704: pol(A704)
C704 = Centroid(B704)
D704 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C704], 0.4, A)
B705: pol(A705)
C705 = Centroid(B705)
D705 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C705], 0.4, A)
B706: pol(A706)
C706 = Centroid(B706)
D706 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C706], 0.4, A)
B707: pol(A707)
C707 = Centroid(B707)
D707 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C707], 0.4, A)
B708: pol(A708)
C708 = Centroid(B708)
D708 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C708], 0.4, A)
B709: pol(A709)
C709 = Centroid(B709)
D709 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C709], 0.4, A)
B710: pol(A710)
C710 = Centroid(B710)
D710 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C710], 0.4, A)
B711: pol(A711)
C711 = Centroid(B711)
D711 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C711], 0.4, A)
B712: pol(A712)
C712 = Centroid(B712)
D712 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C712], 0.4, A)
B713: pol(A713)
C713 = Centroid(B713)
D713 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C713], 0.4, A)
B714: pol(A714)
C714 = Centroid(B714)
D714 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C714], 0.4, A)
B715: pol(A715)
C715 = Centroid(B715)
D715 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C715], 0.4, A)
B716: pol(A716)
C716 = Centroid(B716)
D716 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C716], 0.4, A)
B717: pol(A717)
C717 = Centroid(B717)
D717 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C717], 0.4, A)
B718: pol(A718)
C718 = Centroid(B718)
D718 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C718], 0.4, A)
B719: pol(A719)
C719 = Centroid(B719)
D719 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C719], 0.4, A)
B720: pol(A720)
C720 = Centroid(B720)
D720 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C720], 0.4, A)
B721: pol(A721)
C721 = Centroid(B721)
D721 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C721], 0.4, A)
B722: pol(A722)
C722 = Centroid(B722)
D722 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C722], 0.4, A)
B723: pol(A723)
C723 = Centroid(B723)
D723 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C723], 0.4, A)
B724: pol(A724)
C724 = Centroid(B724)
D724 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C724], 0.4, A)
B725: pol(A725)
C725 = Centroid(B725)
D725 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C725], 0.4, A)
B726: pol(A726)
C726 = Centroid(B726)
D726 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C726], 0.4, A)
B727: pol(A727)
C727 = Centroid(B727)
D727 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C727], 0.4, A)
B728: pol(A728)
C728 = Centroid(B728)
D728 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C728], 0.4, A)
B729: pol(A729)
C729 = Centroid(B729)
D729 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C729], 0.4, A)
B730: pol(A730)
C730 = Centroid(B730)
D730 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C730], 0.4, A)
B731: pol(A731)
C731 = Centroid(B731)
D731 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C731], 0.4, A)
B732: pol(A732)
C732 = Centroid(B732)
D732 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C732], 0.4, A)
B733: pol(A733)
C733 = Centroid(B733)
D733 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C733], 0.4, A)
B734: pol(A734)
C734 = Centroid(B734)
D734 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C734], 0.4, A)
B735: pol(A735)
C735 = Centroid(B735)
D735 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C735], 0.4, A)
B736: pol(A736)
C736 = Centroid(B736)
D736 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C736], 0.4, A)
B737: pol(A737)
C737 = Centroid(B737)
D737 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C737], 0.4, A)
B738: pol(A738)
C738 = Centroid(B738)
D738 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C738], 0.4, A)
B739: pol(A739)
C739 = Centroid(B739)
D739 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C739], 0.4, A)
B740: pol(A740)
C740 = Centroid(B740)
D740 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C740], 0.4, A)
B741: pol(A741)
C741 = Centroid(B741)
D741 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C741], 0.4, A)
B742: pol(A742)
C742 = Centroid(B742)
D742 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C742], 0.4, A)
B743: pol(A743)
C743 = Centroid(B743)
D743 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C743], 0.4, A)
B744: pol(A744)
C744 = Centroid(B744)
D744 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C744], 0.4, A)
B745: pol(A745)
C745 = Centroid(B745)
D745 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C745], 0.4, A)
B746: pol(A746)
C746 = Centroid(B746)
D746 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C746], 0.4, A)
B747: pol(A747)
C747 = Centroid(B747)
D747 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C747], 0.4, A)
B748: pol(A748)
C748 = Centroid(B748)
D748 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C748], 0.4, A)
B749: pol(A749)
C749 = Centroid(B749)
D749 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C749], 0.4, A)
B750: pol(A750)
C750 = Centroid(B750)
D750 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C750], 0.4, A)
B751: pol(A751)
C751 = Centroid(B751)
D751 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C751], 0.4, A)
B752: pol(A752)
C752 = Centroid(B752)
D752 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C752], 0.4, A)
B753: pol(A753)
C753 = Centroid(B753)
D753 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C753], 0.4, A)
B754: pol(A754)
C754 = Centroid(B754)
D754 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C754], 0.4, A)
B755: pol(A755)
C755 = Centroid(B755)
D755 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C755], 0.4, A)
B756: pol(A756)
C756 = Centroid(B756)
D756 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C756], 0.4, A)
B757: pol(A757)
C757 = Centroid(B757)
D757 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C757], 0.4, A)
B758: pol(A758)
C758 = Centroid(B758)
D758 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C758], 0.4, A)
B759: pol(A759)
C759 = Centroid(B759)
D759 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C759], 0.4, A)
B760: pol(A760)
C760 = Centroid(B760)
D760 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C760], 0.4, A)
B761: pol(A761)
C761 = Centroid(B761)
D761 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C761], 0.4, A)
B762: pol(A762)
C762 = Centroid(B762)
D762 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C762], 0.4, A)
B763: pol(A763)
C763 = Centroid(B763)
D763 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C763], 0.4, A)
B764: pol(A764)
C764 = Centroid(B764)
D764 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C764], 0.4, A)
B765: pol(A765)
C765 = Centroid(B765)
D765 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C765], 0.4, A)
B766: pol(A766)
C766 = Centroid(B766)
D766 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C766], 0.4, A)
B767: pol(A767)
C767 = Centroid(B767)
D767 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C767], 0.4, A)
B768: pol(A768)
C768 = Centroid(B768)
D768 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C768], 0.4, A)
B769: pol(A769)
C769 = Centroid(B769)
D769 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C769], 0.4, A)
B770: pol(A770)
C770 = Centroid(B770)
D770 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C770], 0.4, A)
B771: pol(A771)
C771 = Centroid(B771)
D771 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C771], 0.4, A)
B772: pol(A772)
C772 = Centroid(B772)
D772 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C772], 0.4, A)
B773: pol(A773)
C773 = Centroid(B773)
D773 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C773], 0.4, A)
B774: pol(A774)
C774 = Centroid(B774)
D774 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C774], 0.4, A)
B775: pol(A775)
C775 = Centroid(B775)
D775 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C775], 0.4, A)
B776: pol(A776)
C776 = Centroid(B776)
D776 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C776], 0.4, A)
B777: pol(A777)
C777 = Centroid(B777)
D777 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C777], 0.4, A)
B778: pol(A778)
C778 = Centroid(B778)
D778 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C778], 0.4, A)
B779: pol(A779)
C779 = Centroid(B779)
D779 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C779], 0.4, A)
B780: pol(A780)
C780 = Centroid(B780)
D780 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C780], 0.4, A)
B781: pol(A781)
C781 = Centroid(B781)
D781 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C781], 0.4, A)
B782: pol(A782)
C782 = Centroid(B782)
D782 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C782], 0.4, A)
B783: pol(A783)
C783 = Centroid(B783)
D783 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C783], 0.4, A)
B784: pol(A784)
C784 = Centroid(B784)
D784 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C784], 0.4, A)
B785: pol(A785)
C785 = Centroid(B785)
D785 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C785], 0.4, A)
B786: pol(A786)
C786 = Centroid(B786)
D786 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C786], 0.4, A)
B787: pol(A787)
C787 = Centroid(B787)
D787 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C787], 0.4, A)
B788: pol(A788)
C788 = Centroid(B788)
D788 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C788], 0.4, A)
B789: pol(A789)
C789 = Centroid(B789)
D789 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C789], 0.4, A)
B790: pol(A790)
C790 = Centroid(B790)
D790 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C790], 0.4, A)
B791: pol(A791)
C791 = Centroid(B791)
D791 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C791], 0.4, A)
B792: pol(A792)
C792 = Centroid(B792)
D792 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C792], 0.4, A)
B793: pol(A793)
C793 = Centroid(B793)
D793 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C793], 0.4, A)
B794: pol(A794)
C794 = Centroid(B794)
D794 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C794], 0.4, A)
B795: pol(A795)
C795 = Centroid(B795)
D795 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C795], 0.4, A)
B796: pol(A796)
C796 = Centroid(B796)
D796 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C796], 0.4, A)
B797: pol(A797)
C797 = Centroid(B797)
D797 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C797], 0.4, A)
B798: pol(A798)
C798 = Centroid(B798)
D798 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C798], 0.4, A)
B799: pol(A799)
C799 = Centroid(B799)
D799 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C799], 0.4, A)
B800: pol(A800)
C800 = Centroid(B800)
D800 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C800], 0.4, A)
B801: pol(A801)
C801 = Centroid(B801)
D801 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C801], 0.4, A)
B802: pol(A802)
C802 = Centroid(B802)
D802 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C802], 0.4, A)
B803: pol(A803)
C803 = Centroid(B803)
D803 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C803], 0.4, A)
B804: pol(A804)
C804 = Centroid(B804)
D804 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C804], 0.4, A)
B805: pol(A805)
C805 = Centroid(B805)
D805 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C805], 0.4, A)
B806: pol(A806)
C806 = Centroid(B806)
D806 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C806], 0.4, A)
B807: pol(A807)
C807 = Centroid(B807)
D807 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C807], 0.4, A)
B808: pol(A808)
C808 = Centroid(B808)
D808 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C808], 0.4, A)
B809: pol(A809)
C809 = Centroid(B809)
D809 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C809], 0.4, A)
B810: pol(A810)
C810 = Centroid(B810)
D810 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C810], 0.4, A)
B811: pol(A811)
C811 = Centroid(B811)
D811 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C811], 0.4, A)
B812: pol(A812)
C812 = Centroid(B812)
D812 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C812], 0.4, A)
B813: pol(A813)
C813 = Centroid(B813)
D813 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C813], 0.4, A)
B814: pol(A814)
C814 = Centroid(B814)
D814 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C814], 0.4, A)
B815: pol(A815)
C815 = Centroid(B815)
D815 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C815], 0.4, A)
B816: pol(A816)
C816 = Centroid(B816)
D816 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C816], 0.4, A)
B817: pol(A817)
C817 = Centroid(B817)
D817 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C817], 0.4, A)
B818: pol(A818)
C818 = Centroid(B818)
D818 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C818], 0.4, A)
B819: pol(A819)
C819 = Centroid(B819)
D819 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C819], 0.4, A)
B820: pol(A820)
C820 = Centroid(B820)
D820 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C820], 0.4, A)
B821: pol(A821)
C821 = Centroid(B821)
D821 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C821], 0.4, A)
B822: pol(A822)
C822 = Centroid(B822)
D822 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C822], 0.4, A)
B823: pol(A823)
C823 = Centroid(B823)
D823 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C823], 0.4, A)
B824: pol(A824)
C824 = Centroid(B824)
D824 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C824], 0.4, A)
B825: pol(A825)
C825 = Centroid(B825)
D825 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C825], 0.4, A)
B826: pol(A826)
C826 = Centroid(B826)
D826 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C826], 0.4, A)
B827: pol(A827)
C827 = Centroid(B827)
D827 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C827], 0.4, A)
B828: pol(A828)
C828 = Centroid(B828)
D828 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C828], 0.4, A)
B829: pol(A829)
C829 = Centroid(B829)
D829 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C829], 0.4, A)
B830: pol(A830)
C830 = Centroid(B830)
D830 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C830], 0.4, A)
B831: pol(A831)
C831 = Centroid(B831)
D831 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C831], 0.4, A)
B832: pol(A832)
C832 = Centroid(B832)
D832 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C832], 0.4, A)
B833: pol(A833)
C833 = Centroid(B833)
D833 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C833], 0.4, A)
B834: pol(A834)
C834 = Centroid(B834)
D834 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C834], 0.4, A)
B835: pol(A835)
C835 = Centroid(B835)
D835 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C835], 0.4, A)
B836: pol(A836)
C836 = Centroid(B836)
D836 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C836], 0.4, A)
B837: pol(A837)
C837 = Centroid(B837)
D837 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C837], 0.4, A)
B838: pol(A838)
C838 = Centroid(B838)
D838 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C838], 0.4, A)
B839: pol(A839)
C839 = Centroid(B839)
D839 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C839], 0.4, A)
B840: pol(A840)
C840 = Centroid(B840)
D840 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C840], 0.4, A)
B841: pol(A841)
C841 = Centroid(B841)
D841 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C841], 0.4, A)
B842: pol(A842)
C842 = Centroid(B842)
D842 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C842], 0.4, A)
B843: pol(A843)
C843 = Centroid(B843)
D843 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C843], 0.4, A)
B844: pol(A844)
C844 = Centroid(B844)
D844 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C844], 0.4, A)
B845: pol(A845)
C845 = Centroid(B845)
D845 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C845], 0.4, A)
B846: pol(A846)
C846 = Centroid(B846)
D846 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C846], 0.4, A)
B847: pol(A847)
C847 = Centroid(B847)
D847 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C847], 0.4, A)
B848: pol(A848)
C848 = Centroid(B848)
D848 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C848], 0.4, A)
B849: pol(A849)
C849 = Centroid(B849)
D849 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C849], 0.4, A)
B850: pol(A850)
C850 = Centroid(B850)
D850 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C850], 0.4, A)
B851: pol(A851)
C851 = Centroid(B851)
D851 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C851], 0.4, A)
B852: pol(A852)
C852 = Centroid(B852)
D852 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C852], 0.4, A)
B853: pol(A853)
C853 = Centroid(B853)
D853 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C853], 0.4, A)
B854: pol(A854)
C854 = Centroid(B854)
D854 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C854], 0.4, A)
B855: pol(A855)
C855 = Centroid(B855)
D855 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C855], 0.4, A)
B856: pol(A856)
C856 = Centroid(B856)
D856 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C856], 0.4, A)
B857: pol(A857)
C857 = Centroid(B857)
D857 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C857], 0.4, A)
B858: pol(A858)
C858 = Centroid(B858)
D858 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C858], 0.4, A)
B859: pol(A859)
C859 = Centroid(B859)
D859 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C859], 0.4, A)
B860: pol(A860)
C860 = Centroid(B860)
D860 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C860], 0.4, A)
B861: pol(A861)
C861 = Centroid(B861)
D861 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C861], 0.4, A)
B862: pol(A862)
C862 = Centroid(B862)
D862 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C862], 0.4, A)
B863: pol(A863)
C863 = Centroid(B863)
D863 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C863], 0.4, A)
B864: pol(A864)
C864 = Centroid(B864)
D864 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C864], 0.4, A)
B865: pol(A865)
C865 = Centroid(B865)
D865 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C865], 0.4, A)
B866: pol(A866)
C866 = Centroid(B866)
D866 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C866], 0.4, A)
B867: pol(A867)
C867 = Centroid(B867)
D867 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C867], 0.4, A)
B868: pol(A868)
C868 = Centroid(B868)
D868 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C868], 0.4, A)
B869: pol(A869)
C869 = Centroid(B869)
D869 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C869], 0.4, A)
B870: pol(A870)
C870 = Centroid(B870)
D870 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C870], 0.4, A)
B871: pol(A871)
C871 = Centroid(B871)
D871 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C871], 0.4, A)
B872: pol(A872)
C872 = Centroid(B872)
D872 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C872], 0.4, A)
B873: pol(A873)
C873 = Centroid(B873)
D873 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C873], 0.4, A)
B874: pol(A874)
C874 = Centroid(B874)
D874 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C874], 0.4, A)
B875: pol(A875)
C875 = Centroid(B875)
D875 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C875], 0.4, A)
B876: pol(A876)
C876 = Centroid(B876)
D876 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C876], 0.4, A)
B877: pol(A877)
C877 = Centroid(B877)
D877 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C877], 0.4, A)
B878: pol(A878)
C878 = Centroid(B878)
D878 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C878], 0.4, A)
B879: pol(A879)
C879 = Centroid(B879)
D879 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C879], 0.4, A)
B880: pol(A880)
C880 = Centroid(B880)
D880 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C880], 0.4, A)
B881: pol(A881)
C881 = Centroid(B881)
D881 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C881], 0.4, A)
B882: pol(A882)
C882 = Centroid(B882)
D882 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C882], 0.4, A)
B883: pol(A883)
C883 = Centroid(B883)
D883 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C883], 0.4, A)
B884: pol(A884)
C884 = Centroid(B884)
D884 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C884], 0.4, A)
B885: pol(A885)
C885 = Centroid(B885)
D885 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C885], 0.4, A)
B886: pol(A886)
C886 = Centroid(B886)
D886 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C886], 0.4, A)
B887: pol(A887)
C887 = Centroid(B887)
D887 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C887], 0.4, A)
B888: pol(A888)
C888 = Centroid(B888)
D888 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C888], 0.4, A)
B889: pol(A889)
C889 = Centroid(B889)
D889 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C889], 0.4, A)
B890: pol(A890)
C890 = Centroid(B890)
D890 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C890], 0.4, A)
B891: pol(A891)
C891 = Centroid(B891)
D891 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C891], 0.4, A)
B892: pol(A892)
C892 = Centroid(B892)
D892 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C892], 0.4, A)
B893: pol(A893)
C893 = Centroid(B893)
D893 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C893], 0.4, A)
B894: pol(A894)
C894 = Centroid(B894)
D894 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C894], 0.4, A)
B895: pol(A895)
C895 = Centroid(B895)
D895 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C895], 0.4, A)
B896: pol(A896)
C896 = Centroid(B896)
D896 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C896], 0.4, A)
B897: pol(A897)
C897 = Centroid(B897)
D897 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C897], 0.4, A)
B898: pol(A898)
C898 = Centroid(B898)
D898 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C898], 0.4, A)
B899: pol(A899)
C899 = Centroid(B899)
D899 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C899], 0.4, A)
B900: pol(A900)
C900 = Centroid(B900)
D900 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C900], 0.4, A)
B901: pol(A901)
C901 = Centroid(B901)
D901 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C901], 0.4, A)
B902: pol(A902)
C902 = Centroid(B902)
D902 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C902], 0.4, A)
B903: pol(A903)
C903 = Centroid(B903)
D903 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C903], 0.4, A)
B904: pol(A904)
C904 = Centroid(B904)
D904 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C904], 0.4, A)
B905: pol(A905)
C905 = Centroid(B905)
D905 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C905], 0.4, A)
B906: pol(A906)
C906 = Centroid(B906)
D906 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C906], 0.4, A)
B907: pol(A907)
C907 = Centroid(B907)
D907 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C907], 0.4, A)
B908: pol(A908)
C908 = Centroid(B908)
D908 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C908], 0.4, A)
B909: pol(A909)
C909 = Centroid(B909)
D909 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C909], 0.4, A)
B910: pol(A910)
C910 = Centroid(B910)
D910 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C910], 0.4, A)
B911: pol(A911)
C911 = Centroid(B911)
D911 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C911], 0.4, A)
B912: pol(A912)
C912 = Centroid(B912)
D912 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C912], 0.4, A)
B913: pol(A913)
C913 = Centroid(B913)
D913 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C913], 0.4, A)
B914: pol(A914)
C914 = Centroid(B914)
D914 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C914], 0.4, A)
B915: pol(A915)
C915 = Centroid(B915)
D915 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C915], 0.4, A)
B916: pol(A916)
C916 = Centroid(B916)
D916 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C916], 0.4, A)
B917: pol(A917)
C917 = Centroid(B917)
D917 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C917], 0.4, A)
B918: pol(A918)
C918 = Centroid(B918)
D918 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C918], 0.4, A)
B919: pol(A919)
C919 = Centroid(B919)
D919 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C919], 0.4, A)
B920: pol(A920)
C920 = Centroid(B920)
D920 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C920], 0.4, A)
B921: pol(A921)
C921 = Centroid(B921)
D921 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C921], 0.4, A)
B922: pol(A922)
C922 = Centroid(B922)
D922 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C922], 0.4, A)
B923: pol(A923)
C923 = Centroid(B923)
D923 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C923], 0.4, A)
B924: pol(A924)
C924 = Centroid(B924)
D924 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C924], 0.4, A)
B925: pol(A925)
C925 = Centroid(B925)
D925 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C925], 0.4, A)
B926: pol(A926)
C926 = Centroid(B926)
D926 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C926], 0.4, A)
B927: pol(A927)
C927 = Centroid(B927)
D927 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C927], 0.4, A)
B928: pol(A928)
C928 = Centroid(B928)
D928 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C928], 0.4, A)
B929: pol(A929)
C929 = Centroid(B929)
D929 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C929], 0.4, A)
B930: pol(A930)
C930 = Centroid(B930)
D930 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C930], 0.4, A)
B931: pol(A931)
C931 = Centroid(B931)
D931 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C931], 0.4, A)
B932: pol(A932)
C932 = Centroid(B932)
D932 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C932], 0.4, A)
B933: pol(A933)
C933 = Centroid(B933)
D933 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C933], 0.4, A)
B934: pol(A934)
C934 = Centroid(B934)
D934 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C934], 0.4, A)
B935: pol(A935)
C935 = Centroid(B935)
D935 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C935], 0.4, A)
B936: pol(A936)
C936 = Centroid(B936)
D936 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C936], 0.4, A)
B937: pol(A937)
C937 = Centroid(B937)
D937 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C937], 0.4, A)
B938: pol(A938)
C938 = Centroid(B938)
D938 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C938], 0.4, A)
B939: pol(A939)
C939 = Centroid(B939)
D939 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C939], 0.4, A)
B940: pol(A940)
C940 = Centroid(B940)
D940 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C940], 0.4, A)
B941: pol(A941)
C941 = Centroid(B941)
D941 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C941], 0.4, A)
B942: pol(A942)
C942 = Centroid(B942)
D942 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C942], 0.4, A)
B943: pol(A943)
C943 = Centroid(B943)
D943 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C943], 0.4, A)
B944: pol(A944)
C944 = Centroid(B944)
D944 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C944], 0.4, A)
B945: pol(A945)
C945 = Centroid(B945)
D945 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C945], 0.4, A)
B946: pol(A946)
C946 = Centroid(B946)
D946 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C946], 0.4, A)
B947: pol(A947)
C947 = Centroid(B947)
D947 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C947], 0.4, A)
B948: pol(A948)
C948 = Centroid(B948)
D948 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C948], 0.4, A)
B949: pol(A949)
C949 = Centroid(B949)
D949 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C949], 0.4, A)
B950: pol(A950)
C950 = Centroid(B950)
D950 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C950], 0.4, A)
B951: pol(A951)
C951 = Centroid(B951)
D951 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C951], 0.4, A)
B952: pol(A952)
C952 = Centroid(B952)
D952 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C952], 0.4, A)
B953: pol(A953)
C953 = Centroid(B953)
D953 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C953], 0.4, A)
B954: pol(A954)
C954 = Centroid(B954)
D954 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C954], 0.4, A)
B955: pol(A955)
C955 = Centroid(B955)
D955 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C955], 0.4, A)
B956: pol(A956)
C956 = Centroid(B956)
D956 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C956], 0.4, A)
B957: pol(A957)
C957 = Centroid(B957)
D957 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C957], 0.4, A)
B958: pol(A958)
C958 = Centroid(B958)
D958 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C958], 0.4, A)
B959: pol(A959)
C959 = Centroid(B959)
D959 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C959], 0.4, A)
B960: pol(A960)
C960 = Centroid(B960)
D960 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C960], 0.4, A)
B961: pol(A961)
C961 = Centroid(B961)
D961 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C961], 0.4, A)
B962: pol(A962)
C962 = Centroid(B962)
D962 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C962], 0.4, A)
B963: pol(A963)
C963 = Centroid(B963)
D963 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C963], 0.4, A)
B964: pol(A964)
C964 = Centroid(B964)
D964 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C964], 0.4, A)
B965: pol(A965)
C965 = Centroid(B965)
D965 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C965], 0.4, A)
B966: pol(A966)
C966 = Centroid(B966)
D966 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C966], 0.4, A)
B967: pol(A967)
C967 = Centroid(B967)
D967 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C967], 0.4, A)
B968: pol(A968)
C968 = Centroid(B968)
D968 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C968], 0.4, A)
B969: pol(A969)
C969 = Centroid(B969)
D969 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C969], 0.4, A)
B970: pol(A970)
C970 = Centroid(B970)
D970 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C970], 0.4, A)
B971: pol(A971)
C971 = Centroid(B971)
D971 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C971], 0.4, A)
B972: pol(A972)
C972 = Centroid(B972)
D972 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C972], 0.4, A)
B973: pol(A973)
C973 = Centroid(B973)
D973 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C973], 0.4, A)
B974: pol(A974)
C974 = Centroid(B974)
D974 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C974], 0.4, A)
B975: pol(A975)
C975 = Centroid(B975)
D975 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C975], 0.4, A)
B976: pol(A976)
C976 = Centroid(B976)
D976 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C976], 0.4, A)
B977: pol(A977)
C977 = Centroid(B977)
D977 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C977], 0.4, A)
B978: pol(A978)
C978 = Centroid(B978)
D978 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C978], 0.4, A)
B979: pol(A979)
C979 = Centroid(B979)
D979 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C979], 0.4, A)
B980: pol(A980)
C980 = Centroid(B980)
D980 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C980], 0.4, A)
B981: pol(A981)
C981 = Centroid(B981)
D981 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C981], 0.4, A)
B982: pol(A982)
C982 = Centroid(B982)
D982 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C982], 0.4, A)
B983: pol(A983)
C983 = Centroid(B983)
D983 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C983], 0.4, A)
B984: pol(A984)
C984 = Centroid(B984)
D984 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C984], 0.4, A)
B985: pol(A985)
C985 = Centroid(B985)
D985 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C985], 0.4, A)
B986: pol(A986)
C986 = Centroid(B986)
D986 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C986], 0.4, A)
B987: pol(A987)
C987 = Centroid(B987)
D987 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C987], 0.4, A)
B988: pol(A988)
C988 = Centroid(B988)
D988 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C988], 0.4, A)
B989: pol(A989)
C989 = Centroid(B989)
D989 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C989], 0.4, A)
B990: pol(A990)
C990 = Centroid(B990)
D990 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C990], 0.4, A)
B991: pol(A991)
C991 = Centroid(B991)
D991 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C991], 0.4, A)
B992: pol(A992)
C992 = Centroid(B992)
D992 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C992], 0.4, A)
B993: pol(A993)
C993 = Centroid(B993)
D993 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C993], 0.4, A)
B994: pol(A994)
C994 = Centroid(B994)
D994 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C994], 0.4, A)
B995: pol(A995)
C995 = Centroid(B995)
D995 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C995], 0.4, A)
B996: pol(A996)
C996 = Centroid(B996)
D996 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C996], 0.4, A)
B997: pol(A997)
C997 = Centroid(B997)
D997 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C997], 0.4, A)
B998: pol(A998)
C998 = Centroid(B998)
D998 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C998], 0.4, A)
B999: pol(A999)
C999 = Centroid(B999)
D999 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C999], 0.4, A)
B1000: pol(A1000)
C1000 = Centroid(B1000)
D1000 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1000], 0.4, A)
B1001: pol(A1001)
C1001 = Centroid(B1001)
D1001 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1001], 0.4, A)
B1002: pol(A1002)
C1002 = Centroid(B1002)
D1002 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1002], 0.4, A)
B1003: pol(A1003)
C1003 = Centroid(B1003)
D1003 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1003], 0.4, A)
B1004: pol(A1004)
C1004 = Centroid(B1004)
D1004 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1004], 0.4, A)
B1005: pol(A1005)
C1005 = Centroid(B1005)
D1005 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1005], 0.4, A)
B1006: pol(A1006)
C1006 = Centroid(B1006)
D1006 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1006], 0.4, A)
B1007: pol(A1007)
C1007 = Centroid(B1007)
D1007 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1007], 0.4, A)
B1008: pol(A1008)
C1008 = Centroid(B1008)
D1008 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1008], 0.4, A)
B1009: pol(A1009)
C1009 = Centroid(B1009)
D1009 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1009], 0.4, A)
B1010: pol(A1010)
C1010 = Centroid(B1010)
D1010 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1010], 0.4, A)
B1011: pol(A1011)
C1011 = Centroid(B1011)
D1011 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1011], 0.4, A)
B1012: pol(A1012)
C1012 = Centroid(B1012)
D1012 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1012], 0.4, A)
B1013: pol(A1013)
C1013 = Centroid(B1013)
D1013 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1013], 0.4, A)
B1014: pol(A1014)
C1014 = Centroid(B1014)
D1014 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1014], 0.4, A)
B1015: pol(A1015)
C1015 = Centroid(B1015)
D1015 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1015], 0.4, A)
B1016: pol(A1016)
C1016 = Centroid(B1016)
D1016 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1016], 0.4, A)
B1017: pol(A1017)
C1017 = Centroid(B1017)
D1017 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1017], 0.4, A)
B1018: pol(A1018)
C1018 = Centroid(B1018)
D1018 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1018], 0.4, A)
B1019: pol(A1019)
C1019 = Centroid(B1019)
D1019 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1019], 0.4, A)
B1020: pol(A1020)
C1020 = Centroid(B1020)
D1020 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1020], 0.4, A)
B1021: pol(A1021)
C1021 = Centroid(B1021)
D1021 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1021], 0.4, A)
B1022: pol(A1022)
C1022 = Centroid(B1022)
D1022 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1022], 0.4, A)
B1023: pol(A1023)
C1023 = Centroid(B1023)
D1023 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1023], 0.4, A)
B1024: pol(A1024)
C1024 = Centroid(B1024)
D1024 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1024], 0.4, A)
B1025: pol(A1025)
C1025 = Centroid(B1025)
D1025 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1025], 0.4, A)
B1026: pol(A1026)
C1026 = Centroid(B1026)
D1026 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1026], 0.4, A)
B1027: pol(A1027)
C1027 = Centroid(B1027)
D1027 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1027], 0.4, A)
B1028: pol(A1028)
C1028 = Centroid(B1028)
D1028 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1028], 0.4, A)
B1029: pol(A1029)
C1029 = Centroid(B1029)
D1029 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1029], 0.4, A)
B1030: pol(A1030)
C1030 = Centroid(B1030)
D1030 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1030], 0.4, A)
B1031: pol(A1031)
C1031 = Centroid(B1031)
D1031 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1031], 0.4, A)
B1032: pol(A1032)
C1032 = Centroid(B1032)
D1032 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1032], 0.4, A)
B1033: pol(A1033)
C1033 = Centroid(B1033)
D1033 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1033], 0.4, A)
B1034: pol(A1034)
C1034 = Centroid(B1034)
D1034 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1034], 0.4, A)
B1035: pol(A1035)
C1035 = Centroid(B1035)
D1035 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1035], 0.4, A)
B1036: pol(A1036)
C1036 = Centroid(B1036)
D1036 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1036], 0.4, A)
B1037: pol(A1037)
C1037 = Centroid(B1037)
D1037 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1037], 0.4, A)
B1038: pol(A1038)
C1038 = Centroid(B1038)
D1038 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1038], 0.4, A)
B1039: pol(A1039)
C1039 = Centroid(B1039)
D1039 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1039], 0.4, A)
B1040: pol(A1040)
C1040 = Centroid(B1040)
D1040 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1040], 0.4, A)
B1041: pol(A1041)
C1041 = Centroid(B1041)
D1041 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1041], 0.4, A)
B1042: pol(A1042)
C1042 = Centroid(B1042)
D1042 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1042], 0.4, A)
B1043: pol(A1043)
C1043 = Centroid(B1043)
D1043 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1043], 0.4, A)
B1044: pol(A1044)
C1044 = Centroid(B1044)
D1044 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1044], 0.4, A)
B1045: pol(A1045)
C1045 = Centroid(B1045)
D1045 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1045], 0.4, A)
B1046: pol(A1046)
C1046 = Centroid(B1046)
D1046 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1046], 0.4, A)
B1047: pol(A1047)
C1047 = Centroid(B1047)
D1047 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1047], 0.4, A)
B1048: pol(A1048)
C1048 = Centroid(B1048)
D1048 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1048], 0.4, A)
B1049: pol(A1049)
C1049 = Centroid(B1049)
D1049 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1049], 0.4, A)
B1050: pol(A1050)
C1050 = Centroid(B1050)
D1050 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1050], 0.4, A)
B1051: pol(A1051)
C1051 = Centroid(B1051)
D1051 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1051], 0.4, A)
B1052: pol(A1052)
C1052 = Centroid(B1052)
D1052 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1052], 0.4, A)
B1053: pol(A1053)
C1053 = Centroid(B1053)
D1053 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1053], 0.4, A)
B1054: pol(A1054)
C1054 = Centroid(B1054)
D1054 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1054], 0.4, A)
B1055: pol(A1055)
C1055 = Centroid(B1055)
D1055 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1055], 0.4, A)
B1056: pol(A1056)
C1056 = Centroid(B1056)
D1056 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1056], 0.4, A)
B1057: pol(A1057)
C1057 = Centroid(B1057)
D1057 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1057], 0.4, A)
B1058: pol(A1058)
C1058 = Centroid(B1058)
D1058 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1058], 0.4, A)
B1059: pol(A1059)
C1059 = Centroid(B1059)
D1059 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1059], 0.4, A)
B1060: pol(A1060)
C1060 = Centroid(B1060)
D1060 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1060], 0.4, A)
B1061: pol(A1061)
C1061 = Centroid(B1061)
D1061 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1061], 0.4, A)
B1062: pol(A1062)
C1062 = Centroid(B1062)
D1062 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1062], 0.4, A)
B1063: pol(A1063)
C1063 = Centroid(B1063)
D1063 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1063], 0.4, A)
B1064: pol(A1064)
C1064 = Centroid(B1064)
D1064 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1064], 0.4, A)
B1065: pol(A1065)
C1065 = Centroid(B1065)
D1065 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1065], 0.4, A)
B1066: pol(A1066)
C1066 = Centroid(B1066)
D1066 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1066], 0.4, A)
B1067: pol(A1067)
C1067 = Centroid(B1067)
D1067 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1067], 0.4, A)
B1068: pol(A1068)
C1068 = Centroid(B1068)
D1068 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1068], 0.4, A)
B1069: pol(A1069)
C1069 = Centroid(B1069)
D1069 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1069], 0.4, A)
B1070: pol(A1070)
C1070 = Centroid(B1070)
D1070 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1070], 0.4, A)
B1071: pol(A1071)
C1071 = Centroid(B1071)
D1071 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1071], 0.4, A)
B1072: pol(A1072)
C1072 = Centroid(B1072)
D1072 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1072], 0.4, A)
B1073: pol(A1073)
C1073 = Centroid(B1073)
D1073 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1073], 0.4, A)
B1074: pol(A1074)
C1074 = Centroid(B1074)
D1074 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1074], 0.4, A)
B1075: pol(A1075)
C1075 = Centroid(B1075)
D1075 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1075], 0.4, A)
B1076: pol(A1076)
C1076 = Centroid(B1076)
D1076 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1076], 0.4, A)
B1077: pol(A1077)
C1077 = Centroid(B1077)
D1077 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1077], 0.4, A)
B1078: pol(A1078)
C1078 = Centroid(B1078)
D1078 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1078], 0.4, A)
B1079: pol(A1079)
C1079 = Centroid(B1079)
D1079 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1079], 0.4, A)
B1080: pol(A1080)
C1080 = Centroid(B1080)
D1080 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1080], 0.4, A)
B1081: pol(A1081)
C1081 = Centroid(B1081)
D1081 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1081], 0.4, A)
B1082: pol(A1082)
C1082 = Centroid(B1082)
D1082 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1082], 0.4, A)
B1083: pol(A1083)
C1083 = Centroid(B1083)
D1083 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1083], 0.4, A)
B1084: pol(A1084)
C1084 = Centroid(B1084)
D1084 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1084], 0.4, A)
B1085: pol(A1085)
C1085 = Centroid(B1085)
D1085 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1085], 0.4, A)
B1086: pol(A1086)
C1086 = Centroid(B1086)
D1086 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1086], 0.4, A)
B1087: pol(A1087)
C1087 = Centroid(B1087)
D1087 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1087], 0.4, A)
B1088: pol(A1088)
C1088 = Centroid(B1088)
D1088 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1088], 0.4, A)
B1089: pol(A1089)
C1089 = Centroid(B1089)
D1089 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1089], 0.4, A)
B1090: pol(A1090)
C1090 = Centroid(B1090)
D1090 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1090], 0.4, A)
B1091: pol(A1091)
C1091 = Centroid(B1091)
D1091 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1091], 0.4, A)
B1092: pol(A1092)
C1092 = Centroid(B1092)
D1092 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1092], 0.4, A)
B1093: pol(A1093)
C1093 = Centroid(B1093)
D1093 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1093], 0.4, A)
B1094: pol(A1094)
C1094 = Centroid(B1094)
D1094 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1094], 0.4, A)
B1095: pol(A1095)
C1095 = Centroid(B1095)
D1095 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1095], 0.4, A)
B1096: pol(A1096)
C1096 = Centroid(B1096)
D1096 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1096], 0.4, A)
B1097: pol(A1097)
C1097 = Centroid(B1097)
D1097 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1097], 0.4, A)
B1098: pol(A1098)
C1098 = Centroid(B1098)
D1098 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1098], 0.4, A)
B1099: pol(A1099)
C1099 = Centroid(B1099)
D1099 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1099], 0.4, A)
B1100: pol(A1100)
C1100 = Centroid(B1100)
D1100 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1100], 0.4, A)
B1101: pol(A1101)
C1101 = Centroid(B1101)
D1101 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1101], 0.4, A)
B1102: pol(A1102)
C1102 = Centroid(B1102)
D1102 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1102], 0.4, A)
B1103: pol(A1103)
C1103 = Centroid(B1103)
D1103 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1103], 0.4, A)
B1104: pol(A1104)
C1104 = Centroid(B1104)
D1104 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1104], 0.4, A)
B1105: pol(A1105)
C1105 = Centroid(B1105)
D1105 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1105], 0.4, A)
B1106: pol(A1106)
C1106 = Centroid(B1106)
D1106 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1106], 0.4, A)
B1107: pol(A1107)
C1107 = Centroid(B1107)
D1107 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1107], 0.4, A)
B1108: pol(A1108)
C1108 = Centroid(B1108)
D1108 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1108], 0.4, A)
B1109: pol(A1109)
C1109 = Centroid(B1109)
D1109 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1109], 0.4, A)
B1110: pol(A1110)
C1110 = Centroid(B1110)
D1110 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1110], 0.4, A)
B1111: pol(A1111)
C1111 = Centroid(B1111)
D1111 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1111], 0.4, A)
B1112: pol(A1112)
C1112 = Centroid(B1112)
D1112 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1112], 0.4, A)
B1113: pol(A1113)
C1113 = Centroid(B1113)
D1113 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1113], 0.4, A)
B1114: pol(A1114)
C1114 = Centroid(B1114)
D1114 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1114], 0.4, A)
B1115: pol(A1115)
C1115 = Centroid(B1115)
D1115 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1115], 0.4, A)
B1116: pol(A1116)
C1116 = Centroid(B1116)
D1116 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1116], 0.4, A)
B1117: pol(A1117)
C1117 = Centroid(B1117)
D1117 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1117], 0.4, A)
B1118: pol(A1118)
C1118 = Centroid(B1118)
D1118 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1118], 0.4, A)
B1119: pol(A1119)
C1119 = Centroid(B1119)
D1119 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1119], 0.4, A)
B1120: pol(A1120)
C1120 = Centroid(B1120)
D1120 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1120], 0.4, A)
B1121: pol(A1121)
C1121 = Centroid(B1121)
D1121 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1121], 0.4, A)
B1122: pol(A1122)
C1122 = Centroid(B1122)
D1122 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1122], 0.4, A)
B1123: pol(A1123)
C1123 = Centroid(B1123)
D1123 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1123], 0.4, A)
B1124: pol(A1124)
C1124 = Centroid(B1124)
D1124 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1124], 0.4, A)
B1125: pol(A1125)
C1125 = Centroid(B1125)
D1125 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1125], 0.4, A)
B1126: pol(A1126)
C1126 = Centroid(B1126)
D1126 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1126], 0.4, A)
B1127: pol(A1127)
C1127 = Centroid(B1127)
D1127 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1127], 0.4, A)
B1128: pol(A1128)
C1128 = Centroid(B1128)
D1128 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1128], 0.4, A)
B1129: pol(A1129)
C1129 = Centroid(B1129)
D1129 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1129], 0.4, A)
B1130: pol(A1130)
C1130 = Centroid(B1130)
D1130 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1130], 0.4, A)
B1131: pol(A1131)
C1131 = Centroid(B1131)
D1131 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1131], 0.4, A)
B1132: pol(A1132)
C1132 = Centroid(B1132)
D1132 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1132], 0.4, A)
B1133: pol(A1133)
C1133 = Centroid(B1133)
D1133 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1133], 0.4, A)
B1134: pol(A1134)
C1134 = Centroid(B1134)
D1134 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1134], 0.4, A)
B1135: pol(A1135)
C1135 = Centroid(B1135)
D1135 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1135], 0.4, A)
B1136: pol(A1136)
C1136 = Centroid(B1136)
D1136 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1136], 0.4, A)
B1137: pol(A1137)
C1137 = Centroid(B1137)
D1137 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1137], 0.4, A)
B1138: pol(A1138)
C1138 = Centroid(B1138)
D1138 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1138], 0.4, A)
B1139: pol(A1139)
C1139 = Centroid(B1139)
D1139 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1139], 0.4, A)
B1140: pol(A1140)
C1140 = Centroid(B1140)
D1140 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1140], 0.4, A)
B1141: pol(A1141)
C1141 = Centroid(B1141)
D1141 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1141], 0.4, A)
B1142: pol(A1142)
C1142 = Centroid(B1142)
D1142 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1142], 0.4, A)
B1143: pol(A1143)
C1143 = Centroid(B1143)
D1143 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1143], 0.4, A)
B1144: pol(A1144)
C1144 = Centroid(B1144)
D1144 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1144], 0.4, A)
B1145: pol(A1145)
C1145 = Centroid(B1145)
D1145 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1145], 0.4, A)
B1146: pol(A1146)
C1146 = Centroid(B1146)
D1146 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1146], 0.4, A)
B1147: pol(A1147)
C1147 = Centroid(B1147)
D1147 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1147], 0.4, A)
B1148: pol(A1148)
C1148 = Centroid(B1148)
D1148 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1148], 0.4, A)
B1149: pol(A1149)
C1149 = Centroid(B1149)
D1149 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1149], 0.4, A)
B1150: pol(A1150)
C1150 = Centroid(B1150)
D1150 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1150], 0.4, A)
B1151: pol(A1151)
C1151 = Centroid(B1151)
D1151 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1151], 0.4, A)
B1152: pol(A1152)
C1152 = Centroid(B1152)
D1152 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1152], 0.4, A)
B1153: pol(A1153)
C1153 = Centroid(B1153)
D1153 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1153], 0.4, A)
B1154: pol(A1154)
C1154 = Centroid(B1154)
D1154 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1154], 0.4, A)
B1155: pol(A1155)
C1155 = Centroid(B1155)
D1155 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1155], 0.4, A)
B1156: pol(A1156)
C1156 = Centroid(B1156)
D1156 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1156], 0.4, A)
B1157: pol(A1157)
C1157 = Centroid(B1157)
D1157 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1157], 0.4, A)
B1158: pol(A1158)
C1158 = Centroid(B1158)
D1158 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1158], 0.4, A)
B1159: pol(A1159)
C1159 = Centroid(B1159)
D1159 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1159], 0.4, A)
B1160: pol(A1160)
C1160 = Centroid(B1160)
D1160 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1160], 0.4, A)
B1161: pol(A1161)
C1161 = Centroid(B1161)
D1161 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1161], 0.4, A)
B1162: pol(A1162)
C1162 = Centroid(B1162)
D1162 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1162], 0.4, A)
B1163: pol(A1163)
C1163 = Centroid(B1163)
D1163 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1163], 0.4, A)
B1164: pol(A1164)
C1164 = Centroid(B1164)
D1164 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1164], 0.4, A)
B1165: pol(A1165)
C1165 = Centroid(B1165)
D1165 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1165], 0.4, A)
B1166: pol(A1166)
C1166 = Centroid(B1166)
D1166 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1166], 0.4, A)
B1167: pol(A1167)
C1167 = Centroid(B1167)
D1167 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1167], 0.4, A)
B1168: pol(A1168)
C1168 = Centroid(B1168)
D1168 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1168], 0.4, A)
B1169: pol(A1169)
C1169 = Centroid(B1169)
D1169 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1169], 0.4, A)
B1170: pol(A1170)
C1170 = Centroid(B1170)
D1170 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1170], 0.4, A)
B1171: pol(A1171)
C1171 = Centroid(B1171)
D1171 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1171], 0.4, A)
B1172: pol(A1172)
C1172 = Centroid(B1172)
D1172 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1172], 0.4, A)
B1173: pol(A1173)
C1173 = Centroid(B1173)
D1173 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1173], 0.4, A)
B1174: pol(A1174)
C1174 = Centroid(B1174)
D1174 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1174], 0.4, A)
B1175: pol(A1175)
C1175 = Centroid(B1175)
D1175 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1175], 0.4, A)
B1176: pol(A1176)
C1176 = Centroid(B1176)
D1176 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1176], 0.4, A)
B1177: pol(A1177)
C1177 = Centroid(B1177)
D1177 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1177], 0.4, A)
B1178: pol(A1178)
C1178 = Centroid(B1178)
D1178 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1178], 0.4, A)
B1179: pol(A1179)
C1179 = Centroid(B1179)
D1179 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1179], 0.4, A)
B1180: pol(A1180)
C1180 = Centroid(B1180)
D1180 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1180], 0.4, A)
B1181: pol(A1181)
C1181 = Centroid(B1181)
D1181 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1181], 0.4, A)
B1182: pol(A1182)
C1182 = Centroid(B1182)
D1182 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1182], 0.4, A)
B1183: pol(A1183)
C1183 = Centroid(B1183)
D1183 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1183], 0.4, A)
B1184: pol(A1184)
C1184 = Centroid(B1184)
D1184 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1184], 0.4, A)
B1185: pol(A1185)
C1185 = Centroid(B1185)
D1185 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1185], 0.4, A)
B1186: pol(A1186)
C1186 = Centroid(B1186)
D1186 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1186], 0.4, A)
B1187: pol(A1187)
C1187 = Centroid(B1187)
D1187 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1187], 0.4, A)
B1188: pol(A1188)
C1188 = Centroid(B1188)
D1188 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1188], 0.4, A)
B1189: pol(A1189)
C1189 = Centroid(B1189)
D1189 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1189], 0.4, A)
B1190: pol(A1190)
C1190 = Centroid(B1190)
D1190 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1190], 0.4, A)
B1191: pol(A1191)
C1191 = Centroid(B1191)
D1191 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1191], 0.4, A)
B1192: pol(A1192)
C1192 = Centroid(B1192)
D1192 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1192], 0.4, A)
B1193: pol(A1193)
C1193 = Centroid(B1193)
D1193 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1193], 0.4, A)
B1194: pol(A1194)
C1194 = Centroid(B1194)
D1194 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1194], 0.4, A)
B1195: pol(A1195)
C1195 = Centroid(B1195)
D1195 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1195], 0.4, A)
B1196: pol(A1196)
C1196 = Centroid(B1196)
D1196 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1196], 0.4, A)
B1197: pol(A1197)
C1197 = Centroid(B1197)
D1197 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1197], 0.4, A)
B1198: pol(A1198)
C1198 = Centroid(B1198)
D1198 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1198], 0.4, A)
B1199: pol(A1199)
C1199 = Centroid(B1199)
D1199 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1199], 0.4, A)
B1200: pol(A1200)
C1200 = Centroid(B1200)
D1200 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1200], 0.4, A)
B1201: pol(A1201)
C1201 = Centroid(B1201)
D1201 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1201], 0.4, A)
B1202: pol(A1202)
C1202 = Centroid(B1202)
D1202 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1202], 0.4, A)
B1203: pol(A1203)
C1203 = Centroid(B1203)
D1203 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1203], 0.4, A)
B1204: pol(A1204)
C1204 = Centroid(B1204)
D1204 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1204], 0.4, A)
B1205: pol(A1205)
C1205 = Centroid(B1205)
D1205 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1205], 0.4, A)
B1206: pol(A1206)
C1206 = Centroid(B1206)
D1206 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1206], 0.4, A)
B1207: pol(A1207)
C1207 = Centroid(B1207)
D1207 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1207], 0.4, A)
B1208: pol(A1208)
C1208 = Centroid(B1208)
D1208 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1208], 0.4, A)
B1209: pol(A1209)
C1209 = Centroid(B1209)
D1209 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1209], 0.4, A)
B1210: pol(A1210)
C1210 = Centroid(B1210)
D1210 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1210], 0.4, A)
B1211: pol(A1211)
C1211 = Centroid(B1211)
D1211 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1211], 0.4, A)
B1212: pol(A1212)
C1212 = Centroid(B1212)
D1212 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1212], 0.4, A)
B1213: pol(A1213)
C1213 = Centroid(B1213)
D1213 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1213], 0.4, A)
B1214: pol(A1214)
C1214 = Centroid(B1214)
D1214 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1214], 0.4, A)
B1215: pol(A1215)
C1215 = Centroid(B1215)
D1215 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1215], 0.4, A)
B1216: pol(A1216)
C1216 = Centroid(B1216)
D1216 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1216], 0.4, A)
B1217: pol(A1217)
C1217 = Centroid(B1217)
D1217 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1217], 0.4, A)
B1218: pol(A1218)
C1218 = Centroid(B1218)
D1218 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1218], 0.4, A)
B1219: pol(A1219)
C1219 = Centroid(B1219)
D1219 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1219], 0.4, A)
B1220: pol(A1220)
C1220 = Centroid(B1220)
D1220 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1220], 0.4, A)
B1221: pol(A1221)
C1221 = Centroid(B1221)
D1221 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1221], 0.4, A)
B1222: pol(A1222)
C1222 = Centroid(B1222)
D1222 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1222], 0.4, A)
B1223: pol(A1223)
C1223 = Centroid(B1223)
D1223 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1223], 0.4, A)
B1224: pol(A1224)
C1224 = Centroid(B1224)
D1224 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1224], 0.4, A)
B1225: pol(A1225)
C1225 = Centroid(B1225)
D1225 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1225], 0.4, A)
B1226: pol(A1226)
C1226 = Centroid(B1226)
D1226 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1226], 0.4, A)
B1227: pol(A1227)
C1227 = Centroid(B1227)
D1227 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1227], 0.4, A)
B1228: pol(A1228)
C1228 = Centroid(B1228)
D1228 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1228], 0.4, A)
B1229: pol(A1229)
C1229 = Centroid(B1229)
D1229 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1229], 0.4, A)
B1230: pol(A1230)
C1230 = Centroid(B1230)
D1230 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1230], 0.4, A)
B1231: pol(A1231)
C1231 = Centroid(B1231)
D1231 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1231], 0.4, A)
B1232: pol(A1232)
C1232 = Centroid(B1232)
D1232 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1232], 0.4, A)
B1233: pol(A1233)
C1233 = Centroid(B1233)
D1233 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1233], 0.4, A)
B1234: pol(A1234)
C1234 = Centroid(B1234)
D1234 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1234], 0.4, A)
B1235: pol(A1235)
C1235 = Centroid(B1235)
D1235 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1235], 0.4, A)
B1236: pol(A1236)
C1236 = Centroid(B1236)
D1236 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1236], 0.4, A)
B1237: pol(A1237)
C1237 = Centroid(B1237)
D1237 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1237], 0.4, A)
B1238: pol(A1238)
C1238 = Centroid(B1238)
D1238 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1238], 0.4, A)
B1239: pol(A1239)
C1239 = Centroid(B1239)
D1239 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1239], 0.4, A)
B1240: pol(A1240)
C1240 = Centroid(B1240)
D1240 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1240], 0.4, A)
B1241: pol(A1241)
C1241 = Centroid(B1241)
D1241 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1241], 0.4, A)
B1242: pol(A1242)
C1242 = Centroid(B1242)
D1242 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1242], 0.4, A)
B1243: pol(A1243)
C1243 = Centroid(B1243)
D1243 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1243], 0.4, A)
B1244: pol(A1244)
C1244 = Centroid(B1244)
D1244 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1244], 0.4, A)
B1245: pol(A1245)
C1245 = Centroid(B1245)
D1245 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1245], 0.4, A)
B1246: pol(A1246)
C1246 = Centroid(B1246)
D1246 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1246], 0.4, A)
B1247: pol(A1247)
C1247 = Centroid(B1247)
D1247 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1247], 0.4, A)
B1248: pol(A1248)
C1248 = Centroid(B1248)
D1248 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1248], 0.4, A)
B1249: pol(A1249)
C1249 = Centroid(B1249)
D1249 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1249], 0.4, A)
B1250: pol(A1250)
C1250 = Centroid(B1250)
D1250 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1250], 0.4, A)
B1251: pol(A1251)
C1251 = Centroid(B1251)
D1251 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1251], 0.4, A)
B1252: pol(A1252)
C1252 = Centroid(B1252)
D1252 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1252], 0.4, A)
B1253: pol(A1253)
C1253 = Centroid(B1253)
D1253 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1253], 0.4, A)
B1254: pol(A1254)
C1254 = Centroid(B1254)
D1254 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1254], 0.4, A)
B1255: pol(A1255)
C1255 = Centroid(B1255)
D1255 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1255], 0.4, A)
B1256: pol(A1256)
C1256 = Centroid(B1256)
D1256 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1256], 0.4, A)
B1257: pol(A1257)
C1257 = Centroid(B1257)
D1257 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1257], 0.4, A)
B1258: pol(A1258)
C1258 = Centroid(B1258)
D1258 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1258], 0.4, A)
B1259: pol(A1259)
C1259 = Centroid(B1259)
D1259 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1259], 0.4, A)
B1260: pol(A1260)
C1260 = Centroid(B1260)
D1260 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1260], 0.4, A)
B1261: pol(A1261)
C1261 = Centroid(B1261)
D1261 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1261], 0.4, A)
B1262: pol(A1262)
C1262 = Centroid(B1262)
D1262 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1262], 0.4, A)
B1263: pol(A1263)
C1263 = Centroid(B1263)
D1263 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1263], 0.4, A)
B1264: pol(A1264)
C1264 = Centroid(B1264)
D1264 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1264], 0.4, A)
B1265: pol(A1265)
C1265 = Centroid(B1265)
D1265 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1265], 0.4, A)
B1266: pol(A1266)
C1266 = Centroid(B1266)
D1266 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1266], 0.4, A)
B1267: pol(A1267)
C1267 = Centroid(B1267)
D1267 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1267], 0.4, A)
B1268: pol(A1268)
C1268 = Centroid(B1268)
D1268 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1268], 0.4, A)
B1269: pol(A1269)
C1269 = Centroid(B1269)
D1269 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1269], 0.4, A)
B1270: pol(A1270)
C1270 = Centroid(B1270)
D1270 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1270], 0.4, A)
B1271: pol(A1271)
C1271 = Centroid(B1271)
D1271 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1271], 0.4, A)
B1272: pol(A1272)
C1272 = Centroid(B1272)
D1272 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1272], 0.4, A)
B1273: pol(A1273)
C1273 = Centroid(B1273)
D1273 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1273], 0.4, A)
B1274: pol(A1274)
C1274 = Centroid(B1274)
D1274 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1274], 0.4, A)
B1275: pol(A1275)
C1275 = Centroid(B1275)
D1275 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1275], 0.4, A)
B1276: pol(A1276)
C1276 = Centroid(B1276)
D1276 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1276], 0.4, A)
B1277: pol(A1277)
C1277 = Centroid(B1277)
D1277 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1277], 0.4, A)
B1278: pol(A1278)
C1278 = Centroid(B1278)
D1278 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1278], 0.4, A)
B1279: pol(A1279)
C1279 = Centroid(B1279)
D1279 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1279], 0.4, A)
B1280: pol(A1280)
C1280 = Centroid(B1280)
D1280 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1280], 0.4, A)
B1281: pol(A1281)
C1281 = Centroid(B1281)
D1281 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1281], 0.4, A)
B1282: pol(A1282)
C1282 = Centroid(B1282)
D1282 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1282], 0.4, A)
B1283: pol(A1283)
C1283 = Centroid(B1283)
D1283 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1283], 0.4, A)
B1284: pol(A1284)
C1284 = Centroid(B1284)
D1284 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1284], 0.4, A)
B1285: pol(A1285)
C1285 = Centroid(B1285)
D1285 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1285], 0.4, A)
B1286: pol(A1286)
C1286 = Centroid(B1286)
D1286 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1286], 0.4, A)
B1287: pol(A1287)
C1287 = Centroid(B1287)
D1287 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1287], 0.4, A)
B1288: pol(A1288)
C1288 = Centroid(B1288)
D1288 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1288], 0.4, A)
B1289: pol(A1289)
C1289 = Centroid(B1289)
D1289 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1289], 0.4, A)
B1290: pol(A1290)
C1290 = Centroid(B1290)
D1290 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1290], 0.4, A)
B1291: pol(A1291)
C1291 = Centroid(B1291)
D1291 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1291], 0.4, A)
B1292: pol(A1292)
C1292 = Centroid(B1292)
D1292 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1292], 0.4, A)
B1293: pol(A1293)
C1293 = Centroid(B1293)
D1293 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1293], 0.4, A)
B1294: pol(A1294)
C1294 = Centroid(B1294)
D1294 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1294], 0.4, A)
B1295: pol(A1295)
C1295 = Centroid(B1295)
D1295 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1295], 0.4, A)
B1296: pol(A1296)
C1296 = Centroid(B1296)
D1296 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1296], 0.4, A)
B1297: pol(A1297)
C1297 = Centroid(B1297)
D1297 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1297], 0.4, A)
B1298: pol(A1298)
C1298 = Centroid(B1298)
D1298 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1298], 0.4, A)
B1299: pol(A1299)
C1299 = Centroid(B1299)
D1299 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1299], 0.4, A)
B1300: pol(A1300)
C1300 = Centroid(B1300)
D1300 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1300], 0.4, A)
B1301: pol(A1301)
C1301 = Centroid(B1301)
D1301 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1301], 0.4, A)
B1302: pol(A1302)
C1302 = Centroid(B1302)
D1302 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1302], 0.4, A)
B1303: pol(A1303)
C1303 = Centroid(B1303)
D1303 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1303], 0.4, A)
B1304: pol(A1304)
C1304 = Centroid(B1304)
D1304 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1304], 0.4, A)
B1305: pol(A1305)
C1305 = Centroid(B1305)
D1305 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1305], 0.4, A)
B1306: pol(A1306)
C1306 = Centroid(B1306)
D1306 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1306], 0.4, A)
B1307: pol(A1307)
C1307 = Centroid(B1307)
D1307 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1307], 0.4, A)
B1308: pol(A1308)
C1308 = Centroid(B1308)
D1308 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1308], 0.4, A)
B1309: pol(A1309)
C1309 = Centroid(B1309)
D1309 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1309], 0.4, A)
B1310: pol(A1310)
C1310 = Centroid(B1310)
D1310 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1310], 0.4, A)
B1311: pol(A1311)
C1311 = Centroid(B1311)
D1311 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1311], 0.4, A)
B1312: pol(A1312)
C1312 = Centroid(B1312)
D1312 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1312], 0.4, A)
B1313: pol(A1313)
C1313 = Centroid(B1313)
D1313 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1313], 0.4, A)
B1314: pol(A1314)
C1314 = Centroid(B1314)
D1314 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1314], 0.4, A)
B1315: pol(A1315)
C1315 = Centroid(B1315)
D1315 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1315], 0.4, A)
B1316: pol(A1316)
C1316 = Centroid(B1316)
D1316 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1316], 0.4, A)
B1317: pol(A1317)
C1317 = Centroid(B1317)
D1317 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1317], 0.4, A)
B1318: pol(A1318)
C1318 = Centroid(B1318)
D1318 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1318], 0.4, A)
B1319: pol(A1319)
C1319 = Centroid(B1319)
D1319 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1319], 0.4, A)
B1320: pol(A1320)
C1320 = Centroid(B1320)
D1320 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1320], 0.4, A)
B1321: pol(A1321)
C1321 = Centroid(B1321)
D1321 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1321], 0.4, A)
B1322: pol(A1322)
C1322 = Centroid(B1322)
D1322 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1322], 0.4, A)
B1323: pol(A1323)
C1323 = Centroid(B1323)
D1323 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1323], 0.4, A)
B1324: pol(A1324)
C1324 = Centroid(B1324)
D1324 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1324], 0.4, A)
B1325: pol(A1325)
C1325 = Centroid(B1325)
D1325 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1325], 0.4, A)
B1326: pol(A1326)
C1326 = Centroid(B1326)
D1326 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1326], 0.4, A)
B1327: pol(A1327)
C1327 = Centroid(B1327)
D1327 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1327], 0.4, A)
B1328: pol(A1328)
C1328 = Centroid(B1328)
D1328 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1328], 0.4, A)
B1329: pol(A1329)
C1329 = Centroid(B1329)
D1329 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1329], 0.4, A)
B1330: pol(A1330)
C1330 = Centroid(B1330)
D1330 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1330], 0.4, A)
B1331: pol(A1331)
C1331 = Centroid(B1331)
D1331 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1331], 0.4, A)
B1332: pol(A1332)
C1332 = Centroid(B1332)
D1332 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1332], 0.4, A)
B1333: pol(A1333)
C1333 = Centroid(B1333)
D1333 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1333], 0.4, A)
B1334: pol(A1334)
C1334 = Centroid(B1334)
D1334 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1334], 0.4, A)
B1335: pol(A1335)
C1335 = Centroid(B1335)
D1335 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1335], 0.4, A)
B1336: pol(A1336)
C1336 = Centroid(B1336)
D1336 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1336], 0.4, A)
B1337: pol(A1337)
C1337 = Centroid(B1337)
D1337 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1337], 0.4, A)
B1338: pol(A1338)
C1338 = Centroid(B1338)
D1338 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1338], 0.4, A)
B1339: pol(A1339)
C1339 = Centroid(B1339)
D1339 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1339], 0.4, A)
B1340: pol(A1340)
C1340 = Centroid(B1340)
D1340 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1340], 0.4, A)
B1341: pol(A1341)
C1341 = Centroid(B1341)
D1341 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1341], 0.4, A)
B1342: pol(A1342)
C1342 = Centroid(B1342)
D1342 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1342], 0.4, A)
B1343: pol(A1343)
C1343 = Centroid(B1343)
D1343 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1343], 0.4, A)
B1344: pol(A1344)
C1344 = Centroid(B1344)
D1344 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1344], 0.4, A)
B1345: pol(A1345)
C1345 = Centroid(B1345)
D1345 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1345], 0.4, A)
B1346: pol(A1346)
C1346 = Centroid(B1346)
D1346 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1346], 0.4, A)
B1347: pol(A1347)
C1347 = Centroid(B1347)
D1347 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1347], 0.4, A)
B1348: pol(A1348)
C1348 = Centroid(B1348)
D1348 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1348], 0.4, A)
B1349: pol(A1349)
C1349 = Centroid(B1349)
D1349 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1349], 0.4, A)
B1350: pol(A1350)
C1350 = Centroid(B1350)
D1350 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1350], 0.4, A)
B1351: pol(A1351)
C1351 = Centroid(B1351)
D1351 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1351], 0.4, A)
B1352: pol(A1352)
C1352 = Centroid(B1352)
D1352 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1352], 0.4, A)
B1353: pol(A1353)
C1353 = Centroid(B1353)
D1353 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1353], 0.4, A)
B1354: pol(A1354)
C1354 = Centroid(B1354)
D1354 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1354], 0.4, A)
B1355: pol(A1355)
C1355 = Centroid(B1355)
D1355 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1355], 0.4, A)
B1356: pol(A1356)
C1356 = Centroid(B1356)
D1356 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1356], 0.4, A)
B1357: pol(A1357)
C1357 = Centroid(B1357)
D1357 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1357], 0.4, A)
B1358: pol(A1358)
C1358 = Centroid(B1358)
D1358 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1358], 0.4, A)
B1359: pol(A1359)
C1359 = Centroid(B1359)
D1359 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1359], 0.4, A)
B1360: pol(A1360)
C1360 = Centroid(B1360)
D1360 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1360], 0.4, A)
B1361: pol(A1361)
C1361 = Centroid(B1361)
D1361 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1361], 0.4, A)
B1362: pol(A1362)
C1362 = Centroid(B1362)
D1362 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1362], 0.4, A)
B1363: pol(A1363)
C1363 = Centroid(B1363)
D1363 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1363], 0.4, A)
B1364: pol(A1364)
C1364 = Centroid(B1364)
D1364 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1364], 0.4, A)
B1365: pol(A1365)
C1365 = Centroid(B1365)
D1365 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1365], 0.4, A)
B1366: pol(A1366)
C1366 = Centroid(B1366)
D1366 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1366], 0.4, A)
B1367: pol(A1367)
C1367 = Centroid(B1367)
D1367 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1367], 0.4, A)
B1368: pol(A1368)
C1368 = Centroid(B1368)
D1368 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1368], 0.4, A)
B1369: pol(A1369)
C1369 = Centroid(B1369)
D1369 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1369], 0.4, A)
B1370: pol(A1370)
C1370 = Centroid(B1370)
D1370 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1370], 0.4, A)
B1371: pol(A1371)
C1371 = Centroid(B1371)
D1371 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1371], 0.4, A)
B1372: pol(A1372)
C1372 = Centroid(B1372)
D1372 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1372], 0.4, A)
B1373: pol(A1373)
C1373 = Centroid(B1373)
D1373 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1373], 0.4, A)
B1374: pol(A1374)
C1374 = Centroid(B1374)
D1374 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1374], 0.4, A)
B1375: pol(A1375)
C1375 = Centroid(B1375)
D1375 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1375], 0.4, A)
B1376: pol(A1376)
C1376 = Centroid(B1376)
D1376 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1376], 0.4, A)
B1377: pol(A1377)
C1377 = Centroid(B1377)
D1377 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1377], 0.4, A)
B1378: pol(A1378)
C1378 = Centroid(B1378)
D1378 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1378], 0.4, A)
B1379: pol(A1379)
C1379 = Centroid(B1379)
D1379 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1379], 0.4, A)
B1380: pol(A1380)
C1380 = Centroid(B1380)
D1380 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1380], 0.4, A)
B1381: pol(A1381)
C1381 = Centroid(B1381)
D1381 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1381], 0.4, A)
B1382: pol(A1382)
C1382 = Centroid(B1382)
D1382 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1382], 0.4, A)
B1383: pol(A1383)
C1383 = Centroid(B1383)
D1383 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1383], 0.4, A)
B1384: pol(A1384)
C1384 = Centroid(B1384)
D1384 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1384], 0.4, A)
B1385: pol(A1385)
C1385 = Centroid(B1385)
D1385 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1385], 0.4, A)
B1386: pol(A1386)
C1386 = Centroid(B1386)
D1386 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1386], 0.4, A)
B1387: pol(A1387)
C1387 = Centroid(B1387)
D1387 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1387], 0.4, A)
B1388: pol(A1388)
C1388 = Centroid(B1388)
D1388 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1388], 0.4, A)
B1389: pol(A1389)
C1389 = Centroid(B1389)
D1389 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1389], 0.4, A)
B1390: pol(A1390)
C1390 = Centroid(B1390)
D1390 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1390], 0.4, A)
B1391: pol(A1391)
C1391 = Centroid(B1391)
D1391 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1391], 0.4, A)
B1392: pol(A1392)
C1392 = Centroid(B1392)
D1392 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1392], 0.4, A)
B1393: pol(A1393)
C1393 = Centroid(B1393)
D1393 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1393], 0.4, A)
B1394: pol(A1394)
C1394 = Centroid(B1394)
D1394 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1394], 0.4, A)
B1395: pol(A1395)
C1395 = Centroid(B1395)
D1395 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1395], 0.4, A)
B1396: pol(A1396)
C1396 = Centroid(B1396)
D1396 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1396], 0.4, A)
B1397: pol(A1397)
C1397 = Centroid(B1397)
D1397 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1397], 0.4, A)
B1398: pol(A1398)
C1398 = Centroid(B1398)
D1398 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1398], 0.4, A)
B1399: pol(A1399)
C1399 = Centroid(B1399)
D1399 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1399], 0.4, A)
B1400: pol(A1400)
C1400 = Centroid(B1400)
D1400 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1400], 0.4, A)
B1401: pol(A1401)
C1401 = Centroid(B1401)
D1401 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1401], 0.4, A)
B1402: pol(A1402)
C1402 = Centroid(B1402)
D1402 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1402], 0.4, A)
B1403: pol(A1403)
C1403 = Centroid(B1403)
D1403 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1403], 0.4, A)
B1404: pol(A1404)
C1404 = Centroid(B1404)
D1404 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1404], 0.4, A)
B1405: pol(A1405)
C1405 = Centroid(B1405)
D1405 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1405], 0.4, A)
B1406: pol(A1406)
C1406 = Centroid(B1406)
D1406 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1406], 0.4, A)
B1407: pol(A1407)
C1407 = Centroid(B1407)
D1407 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1407], 0.4, A)
B1408: pol(A1408)
C1408 = Centroid(B1408)
D1408 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1408], 0.4, A)
B1409: pol(A1409)
C1409 = Centroid(B1409)
D1409 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1409], 0.4, A)
B1410: pol(A1410)
C1410 = Centroid(B1410)
D1410 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1410], 0.4, A)
B1411: pol(A1411)
C1411 = Centroid(B1411)
D1411 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1411], 0.4, A)
B1412: pol(A1412)
C1412 = Centroid(B1412)
D1412 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1412], 0.4, A)
B1413: pol(A1413)
C1413 = Centroid(B1413)
D1413 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1413], 0.4, A)
B1414: pol(A1414)
C1414 = Centroid(B1414)
D1414 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1414], 0.4, A)
B1415: pol(A1415)
C1415 = Centroid(B1415)
D1415 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1415], 0.4, A)
B1416: pol(A1416)
C1416 = Centroid(B1416)
D1416 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1416], 0.4, A)
B1417: pol(A1417)
C1417 = Centroid(B1417)
D1417 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1417], 0.4, A)
B1418: pol(A1418)
C1418 = Centroid(B1418)
D1418 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1418], 0.4, A)
B1419: pol(A1419)
C1419 = Centroid(B1419)
D1419 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1419], 0.4, A)
B1420: pol(A1420)
C1420 = Centroid(B1420)
D1420 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1420], 0.4, A)
B1421: pol(A1421)
C1421 = Centroid(B1421)
D1421 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1421], 0.4, A)
B1422: pol(A1422)
C1422 = Centroid(B1422)
D1422 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1422], 0.4, A)
B1423: pol(A1423)
C1423 = Centroid(B1423)
D1423 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1423], 0.4, A)
B1424: pol(A1424)
C1424 = Centroid(B1424)
D1424 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1424], 0.4, A)
B1425: pol(A1425)
C1425 = Centroid(B1425)
D1425 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1425], 0.4, A)
B1426: pol(A1426)
C1426 = Centroid(B1426)
D1426 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1426], 0.4, A)
B1427: pol(A1427)
C1427 = Centroid(B1427)
D1427 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1427], 0.4, A)
B1428: pol(A1428)
C1428 = Centroid(B1428)
D1428 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1428], 0.4, A)
B1429: pol(A1429)
C1429 = Centroid(B1429)
D1429 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1429], 0.4, A)
B1430: pol(A1430)
C1430 = Centroid(B1430)
D1430 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1430], 0.4, A)
B1431: pol(A1431)
C1431 = Centroid(B1431)
D1431 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1431], 0.4, A)
B1432: pol(A1432)
C1432 = Centroid(B1432)
D1432 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1432], 0.4, A)
B1433: pol(A1433)
C1433 = Centroid(B1433)
D1433 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1433], 0.4, A)
B1434: pol(A1434)
C1434 = Centroid(B1434)
D1434 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1434], 0.4, A)
B1435: pol(A1435)
C1435 = Centroid(B1435)
D1435 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1435], 0.4, A)
B1436: pol(A1436)
C1436 = Centroid(B1436)
D1436 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1436], 0.4, A)
B1437: pol(A1437)
C1437 = Centroid(B1437)
D1437 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1437], 0.4, A)
B1438: pol(A1438)
C1438 = Centroid(B1438)
D1438 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1438], 0.4, A)
B1439: pol(A1439)
C1439 = Centroid(B1439)
D1439 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1439], 0.4, A)
B1440: pol(A1440)
C1440 = Centroid(B1440)
D1440 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1440], 0.4, A)
B1441: pol(A1441)
C1441 = Centroid(B1441)
D1441 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1441], 0.4, A)
B1442: pol(A1442)
C1442 = Centroid(B1442)
D1442 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1442], 0.4, A)
B1443: pol(A1443)
C1443 = Centroid(B1443)
D1443 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1443], 0.4, A)
B1444: pol(A1444)
C1444 = Centroid(B1444)
D1444 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1444], 0.4, A)
B1445: pol(A1445)
C1445 = Centroid(B1445)
D1445 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1445], 0.4, A)
B1446: pol(A1446)
C1446 = Centroid(B1446)
D1446 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1446], 0.4, A)
B1447: pol(A1447)
C1447 = Centroid(B1447)
D1447 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1447], 0.4, A)
B1448: pol(A1448)
C1448 = Centroid(B1448)
D1448 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1448], 0.4, A)
B1449: pol(A1449)
C1449 = Centroid(B1449)
D1449 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1449], 0.4, A)
B1450: pol(A1450)
C1450 = Centroid(B1450)
D1450 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1450], 0.4, A)
B1451: pol(A1451)
C1451 = Centroid(B1451)
D1451 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1451], 0.4, A)
B1452: pol(A1452)
C1452 = Centroid(B1452)
D1452 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1452], 0.4, A)
B1453: pol(A1453)
C1453 = Centroid(B1453)
D1453 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1453], 0.4, A)
B1454: pol(A1454)
C1454 = Centroid(B1454)
D1454 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1454], 0.4, A)
B1455: pol(A1455)
C1455 = Centroid(B1455)
D1455 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1455], 0.4, A)
B1456: pol(A1456)
C1456 = Centroid(B1456)
D1456 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1456], 0.4, A)
B1457: pol(A1457)
C1457 = Centroid(B1457)
D1457 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1457], 0.4, A)
B1458: pol(A1458)
C1458 = Centroid(B1458)
D1458 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1458], 0.4, A)
B1459: pol(A1459)
C1459 = Centroid(B1459)
D1459 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1459], 0.4, A)
B1460: pol(A1460)
C1460 = Centroid(B1460)
D1460 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1460], 0.4, A)
B1461: pol(A1461)
C1461 = Centroid(B1461)
D1461 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1461], 0.4, A)
B1462: pol(A1462)
C1462 = Centroid(B1462)
D1462 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1462], 0.4, A)
B1463: pol(A1463)
C1463 = Centroid(B1463)
D1463 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1463], 0.4, A)
B1464: pol(A1464)
C1464 = Centroid(B1464)
D1464 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1464], 0.4, A)
B1465: pol(A1465)
C1465 = Centroid(B1465)
D1465 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1465], 0.4, A)
B1466: pol(A1466)
C1466 = Centroid(B1466)
D1466 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1466], 0.4, A)
B1467: pol(A1467)
C1467 = Centroid(B1467)
D1467 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1467], 0.4, A)
B1468: pol(A1468)
C1468 = Centroid(B1468)
D1468 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1468], 0.4, A)
B1469: pol(A1469)
C1469 = Centroid(B1469)
D1469 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1469], 0.4, A)
B1470: pol(A1470)
C1470 = Centroid(B1470)
D1470 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1470], 0.4, A)
B1471: pol(A1471)
C1471 = Centroid(B1471)
D1471 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1471], 0.4, A)
B1472: pol(A1472)
C1472 = Centroid(B1472)
D1472 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1472], 0.4, A)
B1473: pol(A1473)
C1473 = Centroid(B1473)
D1473 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1473], 0.4, A)
B1474: pol(A1474)
C1474 = Centroid(B1474)
D1474 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1474], 0.4, A)
B1475: pol(A1475)
C1475 = Centroid(B1475)
D1475 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1475], 0.4, A)
B1476: pol(A1476)
C1476 = Centroid(B1476)
D1476 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1476], 0.4, A)
B1477: pol(A1477)
C1477 = Centroid(B1477)
D1477 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1477], 0.4, A)
B1478: pol(A1478)
C1478 = Centroid(B1478)
D1478 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1478], 0.4, A)
B1479: pol(A1479)
C1479 = Centroid(B1479)
D1479 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1479], 0.4, A)
B1480: pol(A1480)
C1480 = Centroid(B1480)
D1480 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1480], 0.4, A)
B1481: pol(A1481)
C1481 = Centroid(B1481)
D1481 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1481], 0.4, A)
B1482: pol(A1482)
C1482 = Centroid(B1482)
D1482 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1482], 0.4, A)
B1483: pol(A1483)
C1483 = Centroid(B1483)
D1483 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1483], 0.4, A)
B1484: pol(A1484)
C1484 = Centroid(B1484)
D1484 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1484], 0.4, A)
B1485: pol(A1485)
C1485 = Centroid(B1485)
D1485 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1485], 0.4, A)
B1486: pol(A1486)
C1486 = Centroid(B1486)
D1486 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1486], 0.4, A)
B1487: pol(A1487)
C1487 = Centroid(B1487)
D1487 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1487], 0.4, A)
B1488: pol(A1488)
C1488 = Centroid(B1488)
D1488 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1488], 0.4, A)
B1489: pol(A1489)
C1489 = Centroid(B1489)
D1489 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1489], 0.4, A)
B1490: pol(A1490)
C1490 = Centroid(B1490)
D1490 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1490], 0.4, A)
B1491: pol(A1491)
C1491 = Centroid(B1491)
D1491 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1491], 0.4, A)
B1492: pol(A1492)
C1492 = Centroid(B1492)
D1492 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1492], 0.4, A)
B1493: pol(A1493)
C1493 = Centroid(B1493)
D1493 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1493], 0.4, A)
B1494: pol(A1494)
C1494 = Centroid(B1494)
D1494 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1494], 0.4, A)
B1495: pol(A1495)
C1495 = Centroid(B1495)
D1495 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1495], 0.4, A)
B1496: pol(A1496)
C1496 = Centroid(B1496)
D1496 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1496], 0.4, A)
B1497: pol(A1497)
C1497 = Centroid(B1497)
D1497 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1497], 0.4, A)
B1498: pol(A1498)
C1498 = Centroid(B1498)
D1498 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1498], 0.4, A)
B1499: pol(A1499)
C1499 = Centroid(B1499)
D1499 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1499], 0.4, A)
B1500: pol(A1500)
C1500 = Centroid(B1500)
D1500 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1500], 0.4, A)
B1501: pol(A1501)
C1501 = Centroid(B1501)
D1501 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1501], 0.4, A)
B1502: pol(A1502)
C1502 = Centroid(B1502)
D1502 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1502], 0.4, A)
B1503: pol(A1503)
C1503 = Centroid(B1503)
D1503 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1503], 0.4, A)
B1504: pol(A1504)
C1504 = Centroid(B1504)
D1504 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1504], 0.4, A)
B1505: pol(A1505)
C1505 = Centroid(B1505)
D1505 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1505], 0.4, A)
B1506: pol(A1506)
C1506 = Centroid(B1506)
D1506 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1506], 0.4, A)
B1507: pol(A1507)
C1507 = Centroid(B1507)
D1507 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1507], 0.4, A)
B1508: pol(A1508)
C1508 = Centroid(B1508)
D1508 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1508], 0.4, A)
B1509: pol(A1509)
C1509 = Centroid(B1509)
D1509 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1509], 0.4, A)
B1510: pol(A1510)
C1510 = Centroid(B1510)
D1510 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1510], 0.4, A)
B1511: pol(A1511)
C1511 = Centroid(B1511)
D1511 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1511], 0.4, A)
B1512: pol(A1512)
C1512 = Centroid(B1512)
D1512 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1512], 0.4, A)
B1513: pol(A1513)
C1513 = Centroid(B1513)
D1513 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1513], 0.4, A)
B1514: pol(A1514)
C1514 = Centroid(B1514)
D1514 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1514], 0.4, A)
B1515: pol(A1515)
C1515 = Centroid(B1515)
D1515 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1515], 0.4, A)
B1516: pol(A1516)
C1516 = Centroid(B1516)
D1516 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1516], 0.4, A)
B1517: pol(A1517)
C1517 = Centroid(B1517)
D1517 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1517], 0.4, A)
B1518: pol(A1518)
C1518 = Centroid(B1518)
D1518 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1518], 0.4, A)
B1519: pol(A1519)
C1519 = Centroid(B1519)
D1519 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1519], 0.4, A)
B1520: pol(A1520)
C1520 = Centroid(B1520)
D1520 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1520], 0.4, A)
B1521: pol(A1521)
C1521 = Centroid(B1521)
D1521 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1521], 0.4, A)
B1522: pol(A1522)
C1522 = Centroid(B1522)
D1522 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1522], 0.4, A)
B1523: pol(A1523)
C1523 = Centroid(B1523)
D1523 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1523], 0.4, A)
B1524: pol(A1524)
C1524 = Centroid(B1524)
D1524 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1524], 0.4, A)
B1525: pol(A1525)
C1525 = Centroid(B1525)
D1525 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1525], 0.4, A)
B1526: pol(A1526)
C1526 = Centroid(B1526)
D1526 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1526], 0.4, A)
B1527: pol(A1527)
C1527 = Centroid(B1527)
D1527 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1527], 0.4, A)
B1528: pol(A1528)
C1528 = Centroid(B1528)
D1528 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1528], 0.4, A)
B1529: pol(A1529)
C1529 = Centroid(B1529)
D1529 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1529], 0.4, A)
B1530: pol(A1530)
C1530 = Centroid(B1530)
D1530 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1530], 0.4, A)
B1531: pol(A1531)
C1531 = Centroid(B1531)
D1531 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1531], 0.4, A)
B1532: pol(A1532)
C1532 = Centroid(B1532)
D1532 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1532], 0.4, A)
B1533: pol(A1533)
C1533 = Centroid(B1533)
D1533 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1533], 0.4, A)
B1534: pol(A1534)
C1534 = Centroid(B1534)
D1534 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1534], 0.4, A)
B1535: pol(A1535)
C1535 = Centroid(B1535)
D1535 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1535], 0.4, A)
B1536: pol(A1536)
C1536 = Centroid(B1536)
D1536 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1536], 0.4, A)
B1537: pol(A1537)
C1537 = Centroid(B1537)
D1537 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1537], 0.4, A)
B1538: pol(A1538)
C1538 = Centroid(B1538)
D1538 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1538], 0.4, A)
B1539: pol(A1539)
C1539 = Centroid(B1539)
D1539 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1539], 0.4, A)
B1540: pol(A1540)
C1540 = Centroid(B1540)
D1540 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1540], 0.4, A)
B1541: pol(A1541)
C1541 = Centroid(B1541)
D1541 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1541], 0.4, A)
B1542: pol(A1542)
C1542 = Centroid(B1542)
D1542 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1542], 0.4, A)
B1543: pol(A1543)
C1543 = Centroid(B1543)
D1543 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1543], 0.4, A)
B1544: pol(A1544)
C1544 = Centroid(B1544)
D1544 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1544], 0.4, A)
B1545: pol(A1545)
C1545 = Centroid(B1545)
D1545 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1545], 0.4, A)
B1546: pol(A1546)
C1546 = Centroid(B1546)
D1546 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1546], 0.4, A)
B1547: pol(A1547)
C1547 = Centroid(B1547)
D1547 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1547], 0.4, A)
B1548: pol(A1548)
C1548 = Centroid(B1548)
D1548 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1548], 0.4, A)
B1549: pol(A1549)
C1549 = Centroid(B1549)
D1549 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1549], 0.4, A)
B1550: pol(A1550)
C1550 = Centroid(B1550)
D1550 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1550], 0.4, A)
B1551: pol(A1551)
C1551 = Centroid(B1551)
D1551 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1551], 0.4, A)
B1552: pol(A1552)
C1552 = Centroid(B1552)
D1552 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1552], 0.4, A)
B1553: pol(A1553)
C1553 = Centroid(B1553)
D1553 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1553], 0.4, A)
B1554: pol(A1554)
C1554 = Centroid(B1554)
D1554 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1554], 0.4, A)
B1555: pol(A1555)
C1555 = Centroid(B1555)
D1555 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1555], 0.4, A)
B1556: pol(A1556)
C1556 = Centroid(B1556)
D1556 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1556], 0.4, A)
B1557: pol(A1557)
C1557 = Centroid(B1557)
D1557 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1557], 0.4, A)
B1558: pol(A1558)
C1558 = Centroid(B1558)
D1558 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1558], 0.4, A)
B1559: pol(A1559)
C1559 = Centroid(B1559)
D1559 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1559], 0.4, A)
B1560: pol(A1560)
C1560 = Centroid(B1560)
D1560 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1560], 0.4, A)
B1561: pol(A1561)
C1561 = Centroid(B1561)
D1561 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1561], 0.4, A)
B1562: pol(A1562)
C1562 = Centroid(B1562)
D1562 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1562], 0.4, A)
B1563: pol(A1563)
C1563 = Centroid(B1563)
D1563 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1563], 0.4, A)
B1564: pol(A1564)
C1564 = Centroid(B1564)
D1564 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1564], 0.4, A)
B1565: pol(A1565)
C1565 = Centroid(B1565)
D1565 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1565], 0.4, A)
B1566: pol(A1566)
C1566 = Centroid(B1566)
D1566 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1566], 0.4, A)
B1567: pol(A1567)
C1567 = Centroid(B1567)
D1567 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1567], 0.4, A)
B1568: pol(A1568)
C1568 = Centroid(B1568)
D1568 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1568], 0.4, A)
B1569: pol(A1569)
C1569 = Centroid(B1569)
D1569 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1569], 0.4, A)
B1570: pol(A1570)
C1570 = Centroid(B1570)
D1570 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1570], 0.4, A)
B1571: pol(A1571)
C1571 = Centroid(B1571)
D1571 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1571], 0.4, A)
B1572: pol(A1572)
C1572 = Centroid(B1572)
D1572 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1572], 0.4, A)
B1573: pol(A1573)
C1573 = Centroid(B1573)
D1573 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1573], 0.4, A)
B1574: pol(A1574)
C1574 = Centroid(B1574)
D1574 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1574], 0.4, A)
B1575: pol(A1575)
C1575 = Centroid(B1575)
D1575 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1575], 0.4, A)
B1576: pol(A1576)
C1576 = Centroid(B1576)
D1576 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1576], 0.4, A)
B1577: pol(A1577)
C1577 = Centroid(B1577)
D1577 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1577], 0.4, A)
B1578: pol(A1578)
C1578 = Centroid(B1578)
D1578 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1578], 0.4, A)
B1579: pol(A1579)
C1579 = Centroid(B1579)
D1579 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1579], 0.4, A)
B1580: pol(A1580)
C1580 = Centroid(B1580)
D1580 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1580], 0.4, A)
B1581: pol(A1581)
C1581 = Centroid(B1581)
D1581 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1581], 0.4, A)
B1582: pol(A1582)
C1582 = Centroid(B1582)
D1582 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1582], 0.4, A)
B1583: pol(A1583)
C1583 = Centroid(B1583)
D1583 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1583], 0.4, A)
B1584: pol(A1584)
C1584 = Centroid(B1584)
D1584 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1584], 0.4, A)
B1585: pol(A1585)
C1585 = Centroid(B1585)
D1585 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1585], 0.4, A)
B1586: pol(A1586)
C1586 = Centroid(B1586)
D1586 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1586], 0.4, A)
B1587: pol(A1587)
C1587 = Centroid(B1587)
D1587 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1587], 0.4, A)
B1588: pol(A1588)
C1588 = Centroid(B1588)
D1588 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1588], 0.4, A)
B1589: pol(A1589)
C1589 = Centroid(B1589)
D1589 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1589], 0.4, A)
B1590: pol(A1590)
C1590 = Centroid(B1590)
D1590 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1590], 0.4, A)
B1591: pol(A1591)
C1591 = Centroid(B1591)
D1591 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1591], 0.4, A)
B1592: pol(A1592)
C1592 = Centroid(B1592)
D1592 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1592], 0.4, A)
B1593: pol(A1593)
C1593 = Centroid(B1593)
D1593 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1593], 0.4, A)
B1594: pol(A1594)
C1594 = Centroid(B1594)
D1594 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1594], 0.4, A)
B1595: pol(A1595)
C1595 = Centroid(B1595)
D1595 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1595], 0.4, A)
B1596: pol(A1596)
C1596 = Centroid(B1596)
D1596 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1596], 0.4, A)
B1597: pol(A1597)
C1597 = Centroid(B1597)
D1597 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1597], 0.4, A)
B1598: pol(A1598)
C1598 = Centroid(B1598)
D1598 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1598], 0.4, A)
B1599: pol(A1599)
C1599 = Centroid(B1599)
D1599 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1599], 0.4, A)
B1600: pol(A1600)
C1600 = Centroid(B1600)
D1600 = Dilate(ApplyMatrix[{{1, -1}, {0.2, 1}}, C1600], 0.4, A)