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kurtosis por distritos

Hola Luis:
te comparto los datos que obtuve de la kurtosis por distrito. Hay que
analizar el significado de valores anormalmente altos.
Saludos.

-- 
Adrián Carbajal-Domínguez
Physical Optics and Plasmonics
Universidad Juárez Autónoma de Tabasco, División Académica de Ciencias
Básicas, Cunduacán, Tabasco, México c.p. 86690
adrian.carbajal@xxxxxxx
http://twitter.com/adrian_carbajal
http://www.facebook.com/#!/profile.php?id=1075504617
"Evolution instead of revolution"

"Estado","Dtto","jvm_kurto","epn_kurto","amlo_kurto","no. casillas"
1,1,2,3,3,418
1,2,8,4,7,527
1,3,3,4,10,448
2,1,4,4,3,443
2,2,3,3,5,437
2,3,8,5,8,472
2,4,38,60,15,551
2,5,57,5,11,470
2,6,7,3,20,539
2,7,5,4,5,555
2,8,8,4,11,617
3,1,5,3,4,374
3,2,7,4,14,466
4,1,4,5,5,527
4,2,5,3,7,505
5,1,4,4,6,475
5,2,4,4,3,537
5,3,3,5,4,562
5,4,4,3,22,449
5,5,4,3,3,510
5,6,4,3,4,483
5,7,3,3,21,403
6,1,3,4,5,476
6,2,9,6,5,391
7,1,9,2,3,497
7,2,4,3,3,423
7,3,5,3,4,538
7,4,3,4,4,461
7,5,8,3,10,453
7,6,9,3,3,467
7,7,3,3,4,396
7,8,8,2,5,457
7,9,8,6,6,480
7,10,4,4,3,435
7,11,2,4,2,470
7,12,3,4,8,435
8,1,3,4,3,719
8,2,3,2,5,364
8,3,4,3,4,489
8,4,4,3,6,395
8,5,5,3,4,605
8,6,3,3,8,525
8,7,4,3,3,691
8,8,4,3,10,580
8,9,4,2,14,615
9,1,7,8,5,383
9,2,3,4,5,493
9,3,8,3,3,486
9,4,9,7,4,424
9,5,3,3,2,418
9,6,5,3,2,454
9,7,6,3,5,467
9,8,7,5,3,509
9,9,8,3,4,447
9,10,4,6,2,546
9,11,24,4,2,426
9,12,6,3,5,495
9,13,6,3,4,419
9,14,10,5,4,429
9,15,4,3,2,579
9,16,19,3,3,493
9,17,7,4,3,523
9,18,8,5,5,425
9,19,5,4,6,406
9,20,7,3,16,483
9,21,8,4,4,418
9,22,3,3,4,420
9,23,6,4,4,471
9,24,2,3,3,460
9,25,12,5,3,432
9,26,3,3,2,530
9,27,9,7,5,404
10,1,3,3,3,637
10,2,6,3,3,562
10,3,2,2,3,672
10,4,3,3,5,521
11,1,3,4,5,409
11,2,3,3,8,432
11,3,3,5,28,528
11,4,3,2,19,511
11,5,5,3,75,535
11,6,3,3,33,513
11,7,2,5,11,493
11,8,2,2,12,515
11,9,3,3,30,484
11,10,3,2,4,478
11,11,3,2,5,455
11,12,3,5,5,460
11,13,4,2,5,468
11,14,2,5,6,480
12,1,12,2,2,577
12,2,4,3,4,614
12,3,72,3,3,555
12,4,13,13,10,511
12,5,6,3,3,532
12,6,5,5,2,536
12,7,8,6,7,507
12,8,4,4,3,498
12,9,51,4,7,469
13,1,4,3,3,472
13,2,31,2,2,560
13,3,3,3,4,519
13,4,3,4,3,432
13,5,3,5,3,477
13,6,6,3,6,463
13,7,4,3,4,500
14,1,3,4,2,479
14,2,2,3,8,459
14,3,2,3,6,474
14,4,4,5,8,442
14,5,12,4,3,520
14,6,2,2,6,488
14,7,4,6,6,411
14,8,4,2,36,460
14,9,3,5,14,410
14,10,2,3,20,425
14,11,4,3,15,417
14,12,8,3,5,646
14,13,3,3,22,461
14,14,4,3,14,419
14,15,3,4,3,464
14,16,3,4,9,463
14,17,3,3,4,491
14,18,4,5,5,498
14,19,5,3,4,503
15,1,4,3,3,445
15,2,5,4,2,437
15,3,3,3,6,411
15,4,9,4,6,496
15,5,4,3,6,489
15,6,2,5,6,470
15,7,4,3,3,494
15,8,4,4,6,354
15,9,3,4,3,444
15,10,6,4,4,505
15,11,4,5,7,411
15,12,4,6,4,576
15,13,6,4,7,400
15,14,9,4,12,428
15,15,2,3,3,432
15,16,6,5,3,455
15,17,6,4,7,416
15,18,6,3,2,466
15,19,4,3,4,415
15,20,10,4,4,355
15,21,3,4,4,379
15,22,5,3,3,365
15,23,3,3,4,447
15,24,27,5,4,353
15,25,6,5,21,401
15,26,3,4,7,448
15,27,7,4,6,422
15,28,6,5,15,592
15,29,5,3,6,380
15,30,12,4,10,386
15,31,5,3,11,379
15,32,22,5,10,374
15,33,7,5,5,507
15,34,3,4,6,432
15,35,7,4,4,414
15,36,2,2,3,487
15,37,4,4,5,401
15,38,4,7,6,445
15,39,9,5,7,438
15,40,3,3,10,401
16,1,7,7,3,440
16,2,3,2,5,521
16,3,3,3,6,434
16,4,3,2,6,510
16,5,3,3,9,494
16,6,3,2,7,483
16,7,23,3,5,478
16,8,7,5,28,443
16,9,6,5,9,466
16,10,4,3,23,457
16,11,7,3,4,495
16,12,6,3,6,449
17,1,8,2,6,493
17,2,6,3,5,456
17,3,9,3,5,446
17,4,4,3,3,434
17,5,18,4,3,431
18,1,5,3,3,485
18,2,10,3,4,510
18,3,9,3,3,533
19,1,3,3,14,456
19,2,5,3,7,532
19,3,2,3,12,531
19,4,2,3,6,445
19,5,6,4,14,364
19,6,2,4,7,368
19,7,3,3,15,426
19,8,2,3,5,429
19,9,6,3,4,541
19,10,2,3,18,387
19,11,5,3,9,418
19,12,6,4,3,810
20,1,4,7,5,411
20,2,5,2,2,384
20,3,5,4,5,518
20,4,4,9,4,469
20,5,4,3,3,402
20,6,7,4,4,500
20,7,4,12,3,457
20,8,4,3,13,461
20,9,5,4,3,441
20,10,3,4,7,411
20,11,3,3,4,452
21,1,4,22,4,452
21,2,2,3,5,411
21,3,3,4,5,414
21,4,5,3,3,424
21,5,4,4,6,397
21,6,3,5,7,471
21,7,2,5,5,377
21,8,3,4,3,361
21,9,5,3,11,463
21,10,2,3,5,438
21,11,4,3,7,486
21,12,4,10,6,470
21,13,3,4,3,407
21,14,4,4,3,432
21,15,8,4,12,383
21,16,4,5,2,373
22,1,4,3,4,532
22,2,4,4,3,568
22,3,7,8,6,546
22,4,13,3,6,551
23,1,6,6,10,803
23,2,7,2,5,457
23,3,7,3,10,414
24,1,2,4,3,510
24,2,3,5,1,463
24,3,3,3,4,518
24,4,4,5,4,441
24,5,3,7,7,471
24,6,5,4,7,458
24,7,4,2,4,494
25,1,3,6,5,656
25,2,3,3,5,596
25,3,4,3,5,605
25,4,3,4,5,484
25,5,5,2,4,651
25,6,4,3,4,529
25,7,6,4,4,550
25,8,12,3,8,502
26,1,5,3,12,482
26,2,8,4,21,503
26,3,4,5,18,438
26,4,4,5,2,491
26,5,4,3,12,422
26,6,9,6,5,509
26,7,3,2,3,449
27,1,7,3,3,425
27,2,9,3,4,415
27,3,12,3,4,443
27,4,31,4,5,449
27,5,7,4,4,441
27,6,25,5,6,498
28,1,2,5,17,561
28,2,29,3,16,553
28,3,13,3,3,752
28,4,6,4,10,499
28,5,3,5,5,506
28,6,3,4,28,533
28,7,3,5,4,498
28,8,4,3,11,445
29,1,3,3,4,502
29,2,4,3,3,448
29,3,3,4,3,465
30,1,3,2,4,433
30,2,2,3,5,474
30,3,5,5,5,431
30,4,3,3,15,449
30,5,4,4,12,439
30,6,2,3,4,411
30,7,2,3,6,494
30,8,4,3,2,553
30,9,6,5,3,467
30,10,3,218,11,487
30,11,10,6,5,524
30,12,3,8,13,483
30,13,3,3,3,475
30,14,5,3,2,487
30,15,3,9,3,497
30,16,3,3,5,474
30,17,2,3,4,567
30,18,3,3,5,449
30,19,4,3,4,446
30,20,3,3,5,435
30,21,4,4,3,458
31,1,3,3,5,445
31,2,2,4,6,477
31,3,4,4,14,542
31,4,3,4,25,484
31,5,3,3,2,461
32,1,6,2,3,589
32,2,35,2,3,762
32,3,4,6,5,599
32,4,8,3,3,564