All-Time - Seamheads Negro Leagues Database

History


All-Time


From:


To:


Leagues:


League Type:



Pitching

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Throws:





# Year Team
1
47
62
.431
207
101
45
4
991.2
651
556
1183
468
476
4539
5.05
94
2
53
53
.500
164
101
62
8
931.1
492
420
997
423
366
4133
4.06
110
3
45
54
.455
172
101
41
3
867.2
623
532
1111
488
394
4127
5.52
81
4
65
32
.670
161
102
53
7
880.0
537
459
995
491
368
4049
4.69
106
5
51
52
.495
157
106
61
10
3
926.1
535
406
954
35
289
374
4
36
4013
3.94
93
6
59
48
.551
158
107
67
4
5
926.2
501
357
899
31
291
430
12
47
3973
3.47
107
7
51
44
.537
160
99
57
7
874.2
536
458
1008
411
346
3965
4.71
106
8
55
45
.550
166
100
59
2
884.1
478
425
957
343
371
2
23
3875
4.33
107
9
40
57
.412
167
102
40
0
843.0
518
442
936
456
334
3847
4.72
103
10
60
40
.600
150
103
62
6
7
897.0
483
402
886
33
290
372
12
29
3838
4.03
111
11
41
52
.441
149
93
42
4
837.1
503
416
968
387
315
4
2
3794
4.47
97
12
46
46
.500
157
92
40
4
819.1
499
403
845
535
343
0
1
3765
4.43
100
13
56
40
.583
140
98
63
3
1
864.1
485
384
856
34
354
385
3
29
3733
4.00
102
14
56
35
.615
184
93
36
0
13
817.0
583
476
990
56
345
370
15
0
45
3709
5.24
94
15
62
37
.626
136
99
68
7
9
879.1
455
328
884
26
249
444
17
0
27
3702
3.36
120
16
63
32
.663
153
100
59
13
10
891.0
356
269
820
28
255
454
6
2
41
3686
2.72
119
17
53
42
.558
179
95
40
4
5
839.1
562
535
895
304
356
6
9
3682
5.74
94
18
42
42
.500
143
84
47
3
809.2
468
378
911
402
391
2
0
3673
4.20
105
19
42
53
.442
141
96
63
5
828.1
450
400
814
421
529
7
13
3653
4.35
109
20
45
45
.500
153
90
50
4
817.0
474
393
954
317
329
2
0
3651
4.33
90
21
58
33
.637
154
91
60
5
833.0
461
410
886
316
405
5
10
3629
4.43
106
22
61
31
.663
183
94
32
1
4
839.2
488
436
858
4
261
301
7
16
3619
4.67
114
23
46
45
.505
152
95
52
9
4
834.0
460
346
778
11
305
367
9
39
3618
3.73
94
24
50
44
.532
162
97
47
4
8
826.0
536
427
918
54
243
322
3
2
39
3618
4.65
101
25
46
45
.505
161
91
49
5
822.2
439
353
908
309
281
4
4
3611
3.86
113
26
51
37
.580
157
91
46
4
802.1
533
410
929
426
291
5
0
2
3581
4.60
107
27
40
47
.460
164
91
44
7
821.0
461
356
823
443
305
5
3
3
3543
3.90
107
28
40
45
.471
130
85
52
4
760.0
518
418
919
395
253
0
0
3525
4.95
95
29
49
39
.557
150
92
48
6
803.2
428
331
761
475
333
0
0
0
3520
3.71
108
30
49
39
.557
160
90
45
4
798.0
534
414
914
332
255
7
0
3
3519
4.67
95
31
46
42
.523
161
92
47
7
801.2
467
362
856
357
247
6
3
6
3515
4.06
103
32
58
34
.630
120
94
71
2
7
822.0
396
330
749
45
293
343
3
33
3495
3.61
108
33
45
39
.536
159
84
43
4
750.0
473
383
882
389
397
4
0
3458
4.60
100
34
28
59
.322
172
91
38
3
764.0
546
423
919
409
216
11
1
5
3450
4.98
87
35
39
41
.488
146
80
40
2
731.0
525
424
850
451
306
15
2
3431
5.22
89
36
54
34
.614
120
90
63
4
4
794.1
423
315
819
21
226
419
18
19
3429
3.57
122
37
42
47
.472
122
90
64
5
3
795.1
465
360
763
13
282
370
8
38
3428
4.07
96
38
53
37
.589
142
90
58
12
797.0
320
264
716
391
321
0
0
3428
2.98
117
39
60
31
.659
138
93
58
12
8
818.2
335
305
745
5
231
383
6
5
3386
3.35
128
40
47
40
.540
145
89
50
4
4
791.2
358
331
734
263
365
0
9
3341
3.76
113
41
61
25
.709
143
86
45
6
6
766.1
413
326
836
34
209
332
18
32
3341
3.83
111
42
42
40
.512
143
82
43
4
748.2
499
443
837
318
423
4
15
3340
5.33
90
43
51
36
.586
135
87
55
7
777.2
336
279
813
258
374
9
4
3337
3.23
113
44
35
49
.417
139
84
38
5
739.2
438
363
794
383
252
0
0
3330
4.42
86
45
41
47
.466
136
88
54
11
781.2
331
273
766
282
274
4
11
3323
3.14
110
46
38
48
.442
118
88
59
3
1
756.0
471
381
814
46
281
272
5
17
3318
4.54
99
47
56
29
.659
134
85
52
6
740.0
383
340
845
293
446
5
7
3300
4.14
114
48
31
49
.388
159
81
36
1
3
706.1
574
439
892
54
265
295
24
0
30
3263
5.59
83
49
46
37
.554
120
84
57
5
4
732.0
453
353
788
26
245
400
4
27
3208
4.34
87
50
51
33
.607
116
84
54
1
3
733.1
438
342
791
43
227
237
6
1
21
3195
4.20
107
51
40
47
.460
136
87
47
4
5
730.1
425
320
797
37
174
369
7
24
3176
3.94
100
52
58
26
.690
131
85
48
5
9
743.1
362
280
686
10
245
303
5
4
33
3154
3.39
109
53
43
35
.551
119
82
53
3
2
706.2
448
344
806
47
247
310
3
11
3135
4.38
120
54
61
25
.709
119
86
57
5
7
744.0
317
244
704
19
212
325
9
3
29
3126
2.95
130
55
20
57
.260
142
77
24
0
651.0
536
476
930
295
309
12
14
3123
6.58
70
56
49
30
.620
140
81
43
9
5
715.0
381
292
723
21
263
265
13
0
21
3109
3.68
104
57
46
37
.554
103
83
63
11
5
739.0
315
261
704
26
200
352
5
23
3099
3.18
100
58
54
29
.651
126
86
60
12
2
739.1
356
278
662
31
227
390
2
0
29
3096
3.38
101
59
37
43
.463
107
81
59
5
2
702.2
410
317
742
43
241
328
9
4
28
3091
4.06
115
60
38
42
.475
124
80
46
2
5
709.0
416
311
742
33
204
357
3
38
3077
3.95
101
61
46
34
.575
123
80
49
5
5
686.2
444
347
769
34
239
236
17
33
3066
4.55
89
62
42
37
.532
108
80
57
4
3
727.0
354
268
687
10
216
398
9
20
3058
3.32
102
63
46
34
.575
115
81
54
6
2
721.2
387
306
705
53
165
383
2
27
3056
3.82
120
64
44
35
.557
116
81
54
4
4
696.0
403
325
714
28
252
351
4
0
14
3036
4.20
109
65
34
45
.430
103
80
59
3
2
702.2
379
271
699
17
175
305
10
32
3011
3.47
106
66
45
34
.570
115
81
54
4
5
700.0
372
300
716
21
232
406
6
14
2996
3.86
114
67
52
27
.658
112
79
53
5
1
672.0
377
293
695
34
288
259
5
18
2984
3.92
134
68
38
36
.514
158
77
27
6
7
683.1
348
248
747
9
221
297
14
35
2981
3.27
108
69
24
51
.320
141
76
31
4
1
656.1
510
481
753
254
272
11
12
2955
6.60
82
70
52
25
.675
134
78
36
9
8
681.0
345
266
664
9
258
311
1
1
27
2952
3.52
102
71
30
41
.423
132
75
36
0
4
664.0
416
267
753
15
229
221
14
23
2947
3.62
98
72
35
40
.467
113
79
50
4
4
683.0
357
271
693
30
176
397
7
0
32
2916
3.57
117
73
32
43
.427
130
76
37
4
3
675.0
408
381
677
220
301
14
11
2899
5.08
111
74
32
45
.416
107
77
50
5
1
659.1
381
280
733
29
159
250
2
27
2894
3.82
103
75
43
31
.581
133
74
30
1
10
654.2
443
319
685
59
232
267
1
1
7
2862
4.39
105
76
43
30
.589
114
74
44
7
2
672.1
344
254
632
16
228
329
3
20
2857
3.40
103
77
61
16
.792
123
78
46
8
6
664.0
292
257
641
13
236
320
5
11
2847
3.48
129
78
57
19
.750
107
77
53
5
2
678.2
330
288
645
0
172
267
3
7
2824
3.82
116
79
48
23
.676
103
73
46
5
6
654.1
312
237
602
15
268
263
6
30
2806
3.26
106
80
48
24
.667
114
73
41
4
2
635.1
382
335
703
201
196
11
22
2800
4.75
98
81
35
35
.500
121
70
38
0
2
617.1
412
330
693
27
228
259
9
2
25
2793
4.81
97
82
35
36
.493
93
73
53
2
1
629.0
363
297
682
233
334
7
12
2784
4.25
118
83
33
39
.458
92
72
54
4
2
643.0
334
241
655
10
210
295
7
18
2766
3.37
101
84
47
29
.618
110
76
46
3
3
665.1
294
227
621
20
138
299
15
37
2747
3.07
123
85
20
46
.303
130
68
21
1
5
567.0
546
446
759
33
284
202
9
16
2731
7.08
81
86
31
36
.463
103
67
38
1
2
590.1
464
381
737
42
221
314
14
27
2730
5.81
83
87
49
24
.671
97
77
60
13
3
664.0
243
184
557
21
176
400
6
13
2700
2.49
147
88
42
31
.575
100
73
51
5
2
628.0
313
251
612
22
178
426
2
12
2645
3.60
115
89
40
24
.625
100
66
39
3
2
567.0
419
336
669
43
251
226
2
29
2622
5.33
113
90
47
20
.701
103
69
44
5
6
599.0
290
226
568
22
200
354
6
0
8
2568
3.40
129
91
37
32
.536
95
69
50
1
0
591.1
347
252
621
32
188
224
17
18
2565
3.84
117
92
43
25
.632
94
70
50
8
2
607.2
295
226
608
16
176
384
5
7
2558
3.35
121
93
33
32
.508
91
68
52
4
4
591.2
291
220
494
11
258
349
4
19
2512
3.35
112
94
34
32
.515
112
67
31
4
6
572.0
334
241
580
29
224
219
6
27
2509
3.79
115
95
36
28
.563
94
66
43
3
6
572.1
284
202
546
8
224
349
14
17
2479
3.18
121
96
32
31
.508
90
66
50
2
1
564.0
381
296
631
23
196
281
1
10
2477
4.72
114
97
44
22
.667
91
67
48
3
5
583.2
285
215
575
24
153
286
5
8
2468
3.32
111
98
28
36
.438
87
65
47
1
2
552.1
359
297
600
27
239
303
15
14
2459
4.84
95
99
38
26
.594
95
64
37
0
6
575.0
279
216
508
21
217
275
6
19
2448
3.38
111
100
34
29
.540
103
65
35
4
5
565.0
322
262
585
186
206
10
10
2447
4.17
109

If you have any questions regarding Negro Leagues statistical or biographical data, please contact gary@seamheads.com..

All biographical data, copyright 2011-2018 Gary Ashwill.

Playing statistics for 1887-1922 and 1926-1938, as well as all Cuban League games (1902-1928) and Negro League vs. Major League games (1887-1944), copyright 2011-2018 Gary Ashwill.

Playing statistics for 1923 (except Negro League vs. Major League games), copyright 2011-2018 Patrick Rock.

Playing statistics for 1933 and 1943, copyright 2013-2018 Scott Simkus.

Playing statistics for 1924-1925, 1939-1942, and 1944-1946 Negro Leagues (not including Cuban League and Negro League vs. Major League games), copyright 2011-2018 Larry Lester, Wayne Stivers, Gary Ashwill.


Defensive Regression Analysis data used here was obtained with permission from Michael Humphreys, author of Wizardry

Win Shares are calculated using the formula in the book Win Shares by Bill James