All-Time - Seamheads Negro Leagues Database

History


All-Time


From:


To:


Leagues:


League Type:



Pitching

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Throws:





# Year Team
1
27
8
.771
43
37
31
4
1
340.0
108
31
220
0
92
184
3
13
1356
0.82
170
2
15
11
.577
31
27
23
3
0
244.0
87
37
193
4
47
75
6
6
998
1.36
118
3
19
10
.655
35
29
23
2
0
260.0
106
41
179
1
79
105
3
5
1083
1.42
123
4
14
10
.583
27
25
23
3
0
226.0
85
36
138
0
75
95
0
6
913
1.43
105
5
34
18
.654
71
54
38
7
4
482.1
143
77
311
2
142
260
4
25
1946
1.44
167
6
19
14
.576
39
36
33
3
0
305.0
164
50
211
0
129
172
12
27
1328
1.48
103
7
43
14
.754
69
58
47
12
4
524.0
130
89
365
3
157
270
0
7
2070
1.53
119
8
33
12
.733
62
47
33
7
0
415.0
137
72
290
2
138
164
3
19
1690
1.56
166
9
16
16
.500
47
36
26
4
1
313.0
190
56
245
2
155
124
17
17
1403
1.61
96
10
21
15
.583
44
37
30
5
1
333.0
114
63
233
3
101
107
2
19
1366
1.70
143
11
16
16
.500
35
32
29
4
1
284.1
132
58
195
1
80
87
1
5
1191
1.84
105
12
19
12
.613
45
32
18
2
1
288.1
106
61
242
5
112
118
4
8
1167
1.90
151
13
29
14
.674
56
46
36
8
1
420.1
135
89
325
3
158
186
7
29
1735
1.91
139
14
21
13
.618
34
34
34
2
0
299.0
134
64
203
0
70
187
2
0
4
1217
1.93
139
15
17
10
.630
29
27
25
0
0
236.2
96
51
176
2
86
117
0
6
977
1.94
205
16
27
15
.643
63
42
22
3
6
379.2
117
82
322
1
121
100
1
12
1557
1.94
128
17
19
15
.559
60
41
25
3
1
370.0
121
80
300
3
116
138
11
15
1491
1.95
128
18
18
6
.750
26
25
24
3
0
232.0
85
51
147
2
68
148
3
11
930
1.98
121
19
8
18
.308
31
26
21
3
0
226.2
122
50
154
2
77
116
4
22
984
1.99
83
20
14
13
.519
30
28
26
4
0
240.2
139
54
183
0
113
120
14
6
1076
2.02
119
21
15
12
.556
32
27
22
1
0
250.0
103
58
250
1
82
152
3
5
1084
2.09
152
22
18
10
.643
34
29
25
1
0
253.0
152
59
205
1
117
70
17
17
1127
2.10
112
23
20
15
.571
44
36
28
3
1
312.1
109
73
263
2
87
189
3
7
1279
2.10
107
24
28
12
.700
58
41
26
4
1
363.2
125
85
297
0
140
185
11
9
1490
2.10
134
25
15
10
.600
28
25
22
2
0
224.0
95
53
173
4
64
93
6
8
950
2.13
109
26
25
14
.641
62
40
22
1
3
351.1
128
84
306
2
104
159
4
9
1437
2.15
129
27
19
5
.792
35
25
19
3
2
216.0
63
52
178
7
70
78
2
1
6
886
2.17
168
28
27
6
.818
53
33
16
4
4
282.0
94
69
228
49
178
3
10
2.20
153
29
11
28
.282
57
39
22
3
0
338.2
165
85
314
3
155
130
4
33
1464
2.26
111
30
19
27
.413
52
46
41
2
1
391.1
137
100
351
4
104
132
1
8
1612
2.30
117
31
11
19
.367
36
30
26
0
1
265.2
161
68
241
1
85
106
10
9
1193
2.30
85
32
16
14
.533
35
30
25
1
0
268.0
111
69
216
5
72
101
4
13
1101
2.32
94
33
47
18
.723
87
67
50
7
4
598.0
213
154
465
6
184
321
1
19
2400
2.32
129
34
13
10
.565
25
25
25
3
0
217.1
80
57
175
0
67
110
0
6
897
2.36
90
35
36
15
.706
79
52
30
9
4
448.0
160
118
355
129
233
1
9
2.37
132
36
19
2
.905
26
22
19
2
1
205.0
72
54
163
4
50
139
0
2
813
2.37
97
37
30
21
.588
61
52
43
4
0
462.0
188
122
343
1
173
224
7
26
1918
2.38
90
38
43
20
.683
109
64
31
6
7
552.2
212
146
456
11
142
414
13
1
16
2263
2.38
161
39
12
12
.500
37
26
16
0
3
228.0
163
61
185
1
104
103
5
7
1028
2.41
103
40
14
10
.583
30
25
20
3
0
224.0
97
60
207
6
67
86
3
3
927
2.41
123
41
22
12
.647
42
34
26
1
1
303.1
144
82
222
2
120
155
5
1
30
1287
2.43
110
42
37
14
.725
65
52
41
11
1
471.2
177
129
399
11
120
240
3
3
1893
2.46
115
43
19
10
.655
47
30
14
3
2
255.1
93
70
200
78
153
2
3
2.47
130
44
35
24
.593
73
60
49
4
1
542.0
219
149
460
31
130
270
8
23
2230
2.47
133
45
24
17
.585
60
41
26
8
3
368.1
137
102
328
1
113
151
5
21
1523
2.49
102
46
49
24
.671
97
77
60
13
3
664.0
243
184
557
21
176
400
6
13
2700
2.49
147
47
29
16
.644
53
46
39
4
0
398.1
181
111
294
3
152
142
9
24
1664
2.51
98
48
21
11
.656
53
34
20
3
1
313.2
140
88
273
1
148
164
9
8
1327
2.52
134
49
37
22
.627
89
62
39
4
7
544.2
219
154
464
8
169
354
6
11
2239
2.54
126
50
68
33
.673
142
103
70
17
7
920.1
359
261
878
2
228
443
4
23
502
2.55
115
51
40
23
.635
90
66
46
8
0
575.1
222
167
454
5
248
301
4
11
2369
2.61
92
52
30
29
.508
92
62
42
5
1
563.2
254
165
463
3
176
269
1
8
2301
2.63
87
53
21
16
.568
50
39
29
4
4
338.0
140
99
276
4
125
208
1
8
1408
2.64
121
54
28
17
.622
61
46
34
2
0
421.0
188
124
388
3
111
218
0
7
1737
2.65
102
55
11
13
.458
31
24
17
2
0
210.0
92
62
212
1
70
103
4
4
892
2.66
130
56
16
24
.400
62
41
25
4
0
364.2
157
108
343
7
126
73
1
14
1526
2.67
94
57
19
14
.576
50
33
21
4
1
293.2
119
88
255
1
134
109
6
15
1223
2.70
89
58
22
19
.537
57
44
30
3
0
382.0
167
115
310
1
122
123
4
17
1574
2.71
95
59
32
18
.640
75
53
34
4
2
447.2
201
135
413
2
218
178
7
12
1877
2.71
131
60
63
32
.663
153
100
59
13
10
891.0
356
269
820
28
255
454
6
2
41
3686
2.72
119
61
23
9
.719
43
34
26
3
1
304.2
125
92
258
2
98
211
0
5
1245
2.72
120
62
16
13
.552
38
31
24
2
1
274.0
137
83
257
2
96
105
11
19
1180
2.73
110
63
27
29
.482
82
58
38
6
1
522.1
221
159
440
6
175
257
4
17
2170
2.74
90
64
30
30
.500
78
62
47
8
4
528.2
222
161
460
9
154
292
3
8
2178
2.74
116
65
17
14
.548
58
40
24
6
4
360.2
149
110
320
4
117
142
1
18
1483
2.74
90
66
22
7
.759
37
29
21
4
1
253.2
101
78
245
1
75
143
1
12
1078
2.77
153
67
28
12
.700
63
39
17
4
4
350.1
136
108
315
1
93
231
2
7
154
2.77
137
68
34
20
.630
97
54
22
1
4
470.2
195
149
421
130
331
15
2.85
126
69
15
8
.652
30
24
18
1
0
210.0
105
67
206
2
53
132
8
9
899
2.87
103
70
27
15
.643
60
42
29
2
1
384.1
171
123
320
10
158
166
0
7
1606
2.88
104
71
55
33
.625
127
88
50
14
5
743.2
316
238
728
193
318
15
18
2.88
115
72
22
15
.595
54
39
27
2
0
334.0
156
107
313
9
67
242
2
12
1414
2.88
149
73
27
14
.659
56
41
28
4
5
365.0
163
117
318
15
123
195
0
9
1527
2.88
116
74
18
22
.450
59
41
28
2
3
364.0
163
117
304
5
160
91
2
20
1535
2.89
86
75
38
8
.826
68
46
28
8
7
390.1
158
126
340
9
136
196
0
6
1626
2.91
167
76
18
7
.720
39
26
15
1
2
235.0
105
76
199
2
102
87
0
8
997
2.91
113
77
25
27
.481
81
54
31
5
4
456.2
215
148
416
7
167
266
6
14
1969
2.92
112
78
33
16
.673
77
53
32
4
3
454.1
209
148
415
2
212
243
7
11
1923
2.93
121
79
13
15
.464
38
28
19
5
0
245.0
113
80
229
3
65
124
0
6
1017
2.94
103
80
30
15
.667
80
46
22
5
4
409.2
177
134
378
18
131
244
6
7
1718
2.94
137
81
20
10
.667
50
31
15
3
2
250.1
112
82
228
74
178
7
7
2.95
119
82
36
13
.735
55
49
43
6
0
418.0
173
137
367
18
105
169
0
6
1698
2.95
112
83
61
25
.709
119
86
57
5
7
744.0
317
244
704
19
212
325
9
3
29
3126
2.95
130
84
22
16
.579
53
41
29
3
2
344.1
171
113
291
4
140
156
6
20
1471
2.95
97
85
53
37
.589
142
90
58
12
797.0
320
264
716
391
321
0
0
3428
2.98
117
86
30
20
.600
70
51
34
6
3
449.1
194
149
447
8
144
254
9
0
9
1949
2.98
122
87
29
17
.630
61
46
37
8
1
403.0
181
134
391
0
108
181
1
15
73
2.99
90
88
15
15
.500
34
30
26
3
0
261.0
134
88
249
3
78
102
2
9
1098
3.03
118
89
47
29
.618
110
76
46
3
3
665.1
294
227
621
20
138
299
15
37
2747
3.07
123
90
18
18
.500
46
36
27
2
0
312.0
157
107
299
9
84
189
1
6
1307
3.09
103
91
27
16
.628
81
43
20
3
3
358.0
170
123
327
14
84
290
14
12
1487
3.09
120
92
61
14
.813
107
75
46
4
13
643.2
281
223
593
197
332
10
21
3.12
119
93
12
13
.480
34
26
17
2
0
213.2
106
74
205
57
67
1
1
3.12
102
94
31
30
.508
76
61
46
1
2
525.1
248
182
517
12
175
244
6
11
2278
3.12
128
95
16
7
.696
27
24
20
4
0
210.0
100
73
194
1
43
66
5
5
870
3.13
106
96
19
13
.594
35
33
31
6
0
287.1
132
100
293
7
91
145
2
5
1237
3.13
125
97
33
15
.688
72
49
33
6
0
419.0
200
146
432
97
189
6
5
3.14
127
98
23
38
.377
93
64
41
3
1
564.1
282
197
520
7
198
329
7
2
31
2403
3.14
140
99
41
47
.466
136
88
54
11
781.2
331
273
766
282
274
4
11
3323
3.14
110
100
17
25
.405
57
45
34
3
1
403.0
200
142
386
9
145
169
6
19
1728
3.17
108

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