All-Time - Seamheads Negro Leagues Database

History


All-Time


From:


To:


Leagues:


League Type:



Pitching

-





Throws:





# Year Team
1
16
25
.390
62
45
32
5
0
389.0
212
138
379
6
115
152
9
5
14
1656
3.19
99
2
29
18
.617
62
47
32
2
1
415.0
205
149
365
18
120
231
4
4
11
1739
3.23
131
3
58
26
.690
131
85
48
5
9
743.1
362
280
686
10
245
303
5
4
33
3154
3.39
109
4
37
43
.463
107
81
59
5
2
702.2
410
317
742
43
241
328
9
4
28
3091
4.06
115
5
61
25
.709
119
86
57
5
7
744.0
317
244
704
19
212
325
9
3
29
3126
2.95
130
6
46
42
.523
161
92
47
7
801.2
467
362
856
357
247
6
3
6
3515
4.06
103
7
40
47
.460
164
91
44
7
821.0
461
356
823
443
305
5
3
3
3543
3.90
107
8
30
31
.492
124
62
20
2
7
552.2
379
321
600
43
189
250
1
2
25
2434
5.23
88
9
23
38
.377
93
64
41
3
1
564.1
282
197
520
7
198
329
7
2
31
2403
3.14
140
10
35
35
.500
121
70
38
0
2
617.1
412
330
693
27
228
259
9
2
25
2793
4.81
97
11
63
32
.663
153
100
59
13
10
891.0
356
269
820
28
255
454
6
2
41
3686
2.72
119
12
16
46
.258
87
62
38
2
1
520.1
403
337
658
55
206
215
15
2
18
2382
5.83
94
13
50
44
.532
162
97
47
4
8
826.0
536
427
918
54
243
322
3
2
39
3618
4.65
101
14
29
22
.569
87
52
26
2
2
449.0
299
244
492
13
168
272
7
2
10
2021
4.89
86
15
29
26
.527
105
57
23
4
7
483.0
286
240
477
15
200
232
8
2
16
2166
4.47
96
16
3
11
.214
16
14
13
0
0
120.1
84
40
135
1
32
74
12
1
9
529
2.99
80
17
0
1
.000
1
1
1
0
0
6.0
6
4
8
1
0
2
0
1
0
27
6.00
61
18
1
1
.500
4
2
0
0
0
18.0
37
15
30
0
11
14
0
1
0
106
7.50
64
19
22
12
.647
42
34
26
1
1
303.1
144
82
222
2
120
155
5
1
30
1287
2.43
110
20
9
9
.500
24
18
12
1
0
157.0
118
107
195
10
56
84
0
1
8
713
6.13
101
21
17
13
.567
34
32
30
0
0
278.0
207
184
352
40
80
139
2
1
7
1242
5.96
98
22
23
20
.535
66
45
30
4
0
381.1
219
160
368
16
135
195
7
1
11
1684
3.78
98
23
51
33
.607
116
84
54
1
3
733.1
438
342
791
43
227
237
6
1
21
3195
4.20
107
24
10
14
.417
33
25
19
1
0
211.1
115
88
210
3
52
104
3
1
6
909
3.75
104
25
43
31
.581
133
74
30
1
10
654.2
443
319
685
59
232
267
1
1
7
2862
4.39
105
26
15
47
.242
94
63
35
0
3
522.2
418
296
643
31
210
178
7
1
23
2443
5.10
95
27
15
7
.682
31
22
15
3
1
192.0
66
48
139
1
44
102
5
1
2
769
2.25
133
28
10
17
.370
53
27
12
1
1
231.1
195
155
282
18
122
76
3
1
12
1072
6.03
82
29
52
25
.675
134
78
36
9
8
681.0
345
266
664
9
258
311
1
1
27
2952
3.52
102
30
10
22
.313
53
34
15
1
2
278.1
242
189
372
7
105
123
0
1
11
1314
6.11
77
31
1
0
1.000
3
1
0
0
0
9.0
0
0
7
0
1
9
1
1
0
32
0.00
32
43
20
.683
109
64
31
6
7
552.2
212
146
456
11
142
414
13
1
16
2263
2.38
161
33
4
16
.200
33
20
11
0
0
166.2
140
102
202
3
71
88
4
1
7
795
5.51
80
34
6
20
.231
43
28
14
0
0
213.0
244
189
319
20
105
86
6
1
5
1074
7.99
65
35
28
59
.322
172
91
38
3
764.0
546
423
919
409
216
11
1
5
3450
4.98
87
36
19
5
.792
35
25
19
3
2
216.0
63
52
178
7
70
78
2
1
6
886
2.17
168
37
8
14
.364
31
22
14
0
0
182.0
137
100
216
6
61
80
5
1
3
829
4.95
81
38
7
15
.318
32
22
15
0
0
185.1
113
88
198
12
68
84
4
1
6
829
4.27
97
39
27
17
.614
70
45
26
1
4
382.2
191
144
350
9
143
232
6
1
14
1643
3.39
117
40
10
34
.227
84
44
18
0
0
368.0
307
263
497
22
149
133
2
1
3
1735
6.43
72
41
24
23
.511
99
49
19
1
5
408.1
235
197
440
17
185
217
4
1
12
1841
4.34
106
42
9
17
.346
36
26
17
0
1
213.1
155
113
252
12
79
87
0
1
6
979
4.77
96
43
7
10
.412
28
18
10
0
0
147.1
101
71
156
4
74
75
0
1
11
693
4.34
112
44
5
8
.385
26
13
4
0
1
110.2
100
79
145
9
59
46
0
1
1
537
6.42
75
45
1
0
1.000
2
1
0
0
0
9.0
3
2
6
0
4
8
0
0
0
35
2.00
96
46
0
1
.000
1
1
1
0
0
9.0
9
8
14
0
3
1
0
0
0
43
8.00
45
47
1
0
1.000
1
1
1
0
0
9.0
6
3
6
0
4
8
2
0
0
37
3.00
64
48
6
0
1.000
6
6
6
1
0
54.0
14
6
30
0
21
35
5
0
3
205
1.00
191
49
1
1
.500
2
2
2
0
0
17.0
7
3
9
0
7
12
1
0
0
64
1.59
227
50
1
1
.500
2
2
2
0
0
17.0
5
3
12
0
1
12
0
0
3
69
1.59
120
51
1
0
1.000
1
1
1
0
0
9.0
3
0
7
0
3
8
0
0
1
35
0.00
52
0
1
.000
1
1
1
0
0
9.0
14
8
20
1
0
2
2
0
0
46
8.00
46
53
0
1
.000
1
1
1
0
0
9.0
12
5
17
0
1
3
0
0
0
48
5.00
74
54
1
1
.500
2
2
2
0
0
17.0
9
4
19
0
4
9
0
0
3
85
2.12
174
55
0
1
.000
1
1
1
0
0
8.0
14
11
21
0
2
1
0
0
0
51
12.38
30
56
1
0
1.000
1
1
1
0
0
9.0
4
3
12
0
4
4
1
0
0
43
3.00
123
57
0
1
.000
1
1
1
0
0
8.0
5
4
10
0
1
3
1
0
0
36
4.50
82
58
0
1
.000
1
1
1
0
0
6.0
6
3
8
0
0
2
1
0
0
26
4.50
82
59
12
10
.545
23
23
23
0
0
193.0
171
71
257
3
36
95
12
0
4
894
3.31
107
60
1
0
1.000
1
1
1
0
0
9.0
2
0
6
0
2
0
2
0
0
33
0.00
61
1
1
.500
2
2
2
0
0
18.0
14
6
16
0
18
20
0
0
1
92
3.00
161
62
1
1
.500
2
2
2
0
0
18.0
15
8
14
0
13
8
0
0
3
93
4.00
121
63
4
22
.154
32
26
20
0
0
221.1
161
90
167
4
102
156
6
0
30
1015
3.66
67
64
21
13
.618
34
34
34
2
0
299.0
134
64
203
0
70
187
2
0
4
1217
1.93
139
65
44
35
.557
116
81
54
4
4
696.0
403
325
714
28
252
351
4
0
14
3036
4.20
109
66
5
9
.357
21
15
11
0
0
128.2
93
83
152
8
48
60
1
0
11
590
5.81
106
67
54
29
.651
126
86
60
12
2
739.1
356
278
662
31
227
390
2
0
29
3096
3.38
101
68
9
12
.429
37
22
11
1
1
190.1
157
138
227
21
68
122
0
0
4
864
6.53
96
69
49
30
.620
140
81
43
9
5
715.0
381
292
723
21
263
265
13
0
21
3109
3.68
104
70
27
35
.435
92
62
36
4
1
521.1
329
247
590
38
148
180
3
0
16
2303
4.26
115
71
4
4
.500
12
8
5
0
1
69.2
32
28
66
0
30
19
0
0
6
300
3.62
113
72
62
37
.626
136
99
68
7
9
879.1
455
328
884
26
249
444
17
0
27
3702
3.36
120
73
31
49
.388
159
81
36
1
3
706.1
574
439
892
54
265
295
24
0
30
3263
5.59
83
74
7
17
.292
36
24
14
0
1
195.2
184
139
265
13
78
48
1
0
7
930
6.39
60
75
4
14
.222
30
20
11
1
0
155.0
139
106
211
3
60
56
5
0
9
746
6.15
67
76
35
40
.467
113
79
50
4
4
683.0
357
271
693
30
176
397
7
0
32
2916
3.57
117
77
15
31
.326
65
48
28
0
0
382.2
312
253
485
29
154
138
5
0
20
1793
5.95
84
78
4
3
.571
14
8
3
1
0
67.1
38
33
73
3
24
23
0
0
3
299
4.41
109
79
3
4
.429
10
8
6
0
0
69.0
60
45
95
4
28
34
1
0
2
325
5.87
94
80
6
38
.136
98
44
11
0
4
366.0
381
292
461
27
203
161
17
0
30
1775
7.18
74
81
5
31
.139
62
36
17
0
1
294.0
260
193
367
26
121
132
0
0
14
1367
5.91
78
82
56
35
.615
184
93
36
0
13
817.0
583
476
990
56
345
370
15
0
45
3709
5.24
94
83
0
1
.000
3
1
0
0
0
8.0
11
9
15
1
0
5
0
0
0
37
10.13
104
84
1
0
1.000
1
1
1
0
0
9.0
7
4
7
0
3
4
0
0
2
40
4.00
196
85
0
1
.000
3
1
0
0
0
9.0
1
1
8
0
2
7
0
0
0
36
1.00
29
86
0
1
.000
4
1
0
0
0
10.2
11
9
11
1
8
5
0
0
0
50
7.59
110
87
1
0
1.000
5
1
0
0
0
11.0
8
5
11
1
6
6
0
0
0
52
4.09
166
88
1
0
1.000
3
1
0
0
0
9.0
2
0
8
0
2
6
0
0
0
38
0.00
89
0
1
.000
4
1
0
0
0
9.0
10
8
14
0
4
4
1
0
1
46
8.00
68
90
13
14
.481
37
27
18
1
0
223.2
180
148
270
17
72
125
3
0
6
1007
5.96
74
91
20
28
.417
88
50
22
7
4
432.1
251
187
440
18
150
237
14
0
14
1882
3.89
103
92
7
13
.350
32
20
10
0
0
165.0
166
130
210
8
82
89
2
0
13
799
7.09
66
93
1
0
1.000
3
1
0
0
1
9.0
2
2
5
1
2
6
0
0
1
35
2.00
81
94
9
12
.429
35
21
11
0
2
179.2
131
94
208
1
62
99
0
0
5
815
4.71
93
95
1
2
.333
5
3
1
1
0
27.0
15
11
20
2
11
24
0
0
1
112
3.67
88
96
14
20
.412
60
35
18
1
1
291.0
220
180
372
21
107
151
0
0
2
1352
5.57
89
97
13
25
.342
65
39
20
1
1
333.1
278
235
409
27
121
152
5
0
7
1517
6.35
83
98
3
1
.750
6
4
3
0
0
35.0
13
10
33
2
7
32
0
0
0
148
2.57
107
99
0
1
.000
3
1
0
0
0
9.0
7
3
11
1
5
1
1
0
0
43
3.00
138
100
1
1
.500
6
2
0
0
0
18.0
9
7
16
2
12
16
0
0
1
82
3.50
101

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