All-Time - Seamheads Negro Leagues Database

History


All-Time


From:


To:


Leagues:


League Type:



Fielding

-








# Year Team Lg Lg
1
1110
55
8340.0
2780
1412
240
172
.946
.939
4.52
4.46
45.5
6.1
46.7
2
1082
8337.0
2776
1376
240
180
.945
.939
4.48
4.46
16.1
2.2
4.0
3
1013
18
8073.0
2691
1245
141
180
.965
.948
4.39
4.42
43.4
6.0
40.6
4
1011
901
8019.0
2680
1234
140
159
.965
.950
4.39
4.47
13.2
1.9
10.3
5
980
882
7914.0
2638
1448
201
184
.953
.948
4.65
4.54
27.2
3.9
10.7
6
1003
882
7779.0
2590
1121
157
173
.959
.949
4.29
4.36
22.2
3.2
23.8
7
964
7506.0
2506
1174
209
120
.946
.946
4.41
4.46
15.7
2.4
12.9
8
1039
855
7434.0
2479
1249
193
200
.951
.947
4.51
4.46
30.5
4.6
36.8
9
906
792
7398.0
2461
1147
162
189
.957
.950
4.39
4.37
48.3
7.3
50.6
10
952
7389.0
2420
1135
201
207
.946
.956
4.33
4.42
15.0
2.3
14.2
11
1025
828
7353.0
2448
1222
171
294
.955
.947
4.49
4.46
-70.5
-10.8
-84.9
12
1011
7233.0
2291
1136
127
220
.964
.956
4.26
4.42
13.2
2.1
23.0
13
947
7221.0
2342
1228
141
273
.962
.956
4.45
4.42
-26.7
-4.2
-41.4
14
979
7215.0
2395
1115
146
242
.960
.956
4.38
4.42
-7.2
-1.1
0.1
15
981
7182.0
2437
1191
133
278
.965
.956
4.55
4.42
8.6
1.3
20.6
16
868
7149.0
2383
1142
185
127
.950
.939
4.44
4.46
-11.7
-1.8
-10.6
17
915
54
7149.0
2381
1244
183
135
.952
.948
4.56
4.42
25.8
4.1
19.2
18
999
7105.1
2383
1243
168
267
.956
.956
4.59
4.43
-39.0
-6.1
-51.0
19
873
6897.0
2289
1103
139
157
.961
.951
4.43
4.40
12.3
2.0
15.7
20
879
783
6804.0
2262
1055
150
138
.957
.949
4.39
4.34
-6.8
-1.1
-14.9
21
887
774
6699.0
2221
1156
156
200
.956
.949
4.54
4.47
39.1
6.6
47.7
22
879
675
6690.0
2230
1177
142
176
.960
.947
4.58
4.50
19.4
3.3
12.9
23
857
18
6654.0
2216
1019
154
111
.955
.939
4.38
4.46
32.6
5.5
37.8
24
829
6651.0
2211
1029
119
112
.965
.951
4.38
4.40
35.8
6.1
32.8
25
829
756
6600.0
2200
1114
131
148
.962
.948
4.52
4.54
16.3
2.8
15.9
26
834
6588.0
2194
1085
157
136
.954
.938
4.48
4.46
-29.1
-5.0
-26.7
27
928
6573.0
2188
953
174
108
.948
.950
4.30
4.41
-13.7
-2.4
-15.0
28
794
18
6543.0
2179
984
149
105
.955
.946
4.35
4.46
-10.2
-1.7
-1.8
29
799
6495.0
2165
946
145
93
.955
.948
4.31
4.43
23.0
4.0
27.9
30
833
702
6435.0
2145
1080
159
127
.953
.948
4.51
4.54
45.0
7.9
43.1
31
799
6381.0
2125
1062
184
123
.945
.939
4.50
4.46
-12.2
-2.1
-10.7
32
853
738
6360.0
2112
967
186
193
.943
.943
4.36
4.33
27.3
4.8
21.9
33
883
729
6357.0
2119
1098
163
166
.952
.948
4.55
4.54
-81.2
-14.4
-86.8
34
779
729
6324.0
2105
965
155
156
.952
.947
4.37
4.46
17.7
3.2
24.5
35
781
6316.0
2102
1006
184
100
.944
.939
4.43
4.46
-4.9
-0.9
-2.4
36
838
730
6300.0
2094
928
97
154
.969
.958
4.32
4.33
-1.2
-0.2
1.5
37
811
72
6247.0
2078
979
136
143
.957
.944
4.40
4.37
10.9
2.0
7.2
38
783
6186.0
2062
1055
150
144
.954
.950
4.53
4.41
24.9
4.5
25.5
39
832
6150.0
2038
992
153
113
.952
.939
4.43
4.47
-28.4
-5.2
-22.6
40
813
711
6147.0
2046
957
181
133
.943
.948
4.40
4.49
29.1
5.3
30.1
41
808
693
6129.0
2043
1030
141
137
.956
.948
4.51
4.49
31.3
5.7
33.8
42
740
6051.0
2016
928
149
125
.952
.948
4.38
4.43
42.3
7.9
38.3
43
792
711
6048.0
2015
910
134
147
.956
.943
4.35
4.33
47.5
8.8
45.6
44
787
6003.0
1989
872
95
118
.968
.944
4.29
4.29
24.5
4.6
30.6
45
752
5988.0
1995
944
111
135
.964
.950
4.42
4.41
24.0
4.5
18.7
46
725
5976.0
1983
851
91
93
.969
.960
4.27
4.31
59.3
11.2
51.0
47
793
5967.0
1978
1000
189
165
.940
.939
4.49
4.47
-16.6
-3.1
-15.0
48
777
5925.0
1973
927
155
136
.949
.950
4.41
4.41
-21.7
-4.1
-13.6
49
785
639
5892.0
1964
964
163
147
.947
.948
4.47
4.54
35.8
6.8
56.8
50
718
5889.0
1957
960
161
170
.948
.939
4.46
4.47
61.1
11.7
55.6
51
703
45
5787.0
1929
981
166
113
.946
.946
4.53
4.45
-17.0
-3.3
-17.1
52
708
5652.0
1882
761
107
123
.961
.947
4.21
4.23
-12.1
-2.4
-11.9
53
786
628
5540.2
1848
933
138
131
.953
.948
4.52
4.49
-18.5
-3.7
-11.6
54
695
5469.0
1824
766
101
121
.962
.960
4.26
4.31
-9.5
-1.9
-6.4
55
745
621
5400.0
1800
700
114
106
.956
.954
4.17
4.32
0.7
0.2
2.6
56
669
5382.0
1790
883
123
87
.956
.946
4.47
4.46
38.9
8.1
31.1
57
706
621
5331.0
1769
868
134
145
.952
.949
4.45
4.34
36.0
7.6
41.0
58
693
5313.0
1764
857
140
103
.949
.948
4.44
4.43
-40.9
-8.7
-35.3
59
681
613
5291.0
1776
729
122
71
.954
.951
4.26
4.37
28.6
6.1
24.2
60
672
5264.0
1742
818
116
142
.957
.952
4.38
4.37
2.7
6.3
2.4
61
646
36
5178.0
1725
864
91
125
.966
.945
4.50
4.51
27.2
5.9
17.1
62
640
5175.0
1720
864
119
84
.956
.946
4.49
4.46
34.7
7.5
33.5
63
693
603
5148.0
1711
738
146
132
.944
.949
4.28
4.34
24.2
5.3
17.3
64
689
594
5148.0
1713
757
112
138
.957
.956
4.32
4.32
24.3
5.3
27.4
65
763
612
5103.0
1696
729
156
134
.940
.943
4.28
4.33
-45.5
-10.0
-39.9
66
669
593
5103.0
1697
757
124
148
.952
.943
4.33
4.33
23.3
5.1
25.0
67
687
576
5079.0
1691
779
152
77
.942
.948
4.38
4.49
5.0
1.1
-9.9
68
687
603
5079.0
1691
744
121
115
.953
.943
4.31
4.33
5.0
1.1
2.3
69
632
54
5073.0
1691
783
152
87
.942
.940
4.39
4.46
42.9
9.5
41.3
70
645
4976.1
1652
762
107
131
.958
.942
4.37
4.37
-22.9
-5.2
-28.8
71
679
558
4974.0
1658
860
121
112
.954
.948
4.56
4.49
19.0
4.3
27.4
72
691
576
4974.0
1657
719
110
114
.956
.939
4.30
4.30
32.9
7.4
34.4
73
662
577
4926.0
1642
735
101
109
.959
.952
4.34
4.34
-7.9
-1.8
1.5
74
634
558
4902.0
1628
715
107
141
.956
.950
4.30
4.25
55.2
12.7
51.9
75
681
585
4896.0
1628
657
101
131
.958
.951
4.20
4.29
-2.3
-0.5
0.8
76
589
4890.0
1627
825
150
79
.942
.940
4.51
4.48
43.3
10.0
46.5
77
572
4878.0
1625
830
131
100
.949
.939
4.53
4.48
33.1
7.6
36.4
78
713
576
4869.0
1622
715
92
88
.962
.955
4.32
4.33
22.0
5.1
26.0
79
655
567
4818.0
1597
687
99
132
.958
.952
4.27
4.31
2.7
0.6
6.3
80
595
4758.0
1585
756
107
95
.956
.947
4.43
4.51
-37.1
-8.8
-34.6
81
708
558
4737.0
1579
716
84
106
.965
.955
4.36
4.33
-8.9
-2.1
-14.3
82
620
531
4734.0
1579
662
78
97
.966
.950
4.26
4.30
19.9
4.7
26.4
83
578
4728.0
1573
791
119
82
.952
.946
4.50
4.46
10.9
2.6
13.6
84
631
4720.1
1573
737
122
104
.950
.948
4.40
4.43
-32.6
-7.8
-21.7
85
555
4716.0
1570
743
83
79
.965
.956
4.41
4.49
42.3
10.1
41.5
86
584
4716.0
1571
791
111
127
.955
.953
4.51
4.44
20.7
4.9
21.5
87
629
567
4704.0
1568
804
136
79
.946
.948
4.54
4.54
-23.4
-5.6
-32.4
88
577
4701.0
1563
777
113
107
.954
.956
4.48
4.49
10.2
2.4
2.5
89
611
558
4692.0
1564
733
127
135
.948
.948
4.41
4.54
-4.1
-1.0
6.1
90
662
4692.0
1564
747
133
54
.946
.950
4.43
4.41
-37.7
-9.0
-40.8
91
618
559
4683.0
1562
772
108
148
.956
.947
4.49
4.46
-7.0
-1.7
-6.1
92
601
4668.0
1550
735
116
128
.952
.950
4.41
4.38
21.8
5.3
13.7
93
627
540
4605.0
1533
662
100
100
.956
.949
4.29
4.29
5.3
1.3
6.4
94
627
540
4545.0
1512
696
148
98
.937
.949
4.37
4.36
-13.0
-3.2
-12.5
95
668
549
4539.0
1510
637
92
96
.959
.956
4.26
4.32
-9.6
-2.4
-10.5
96
646
530
4530.0
1508
655
93
110
.959
.956
4.30
4.32
-1.8
-0.4
3.0
97
571
522
4518.0
1509
656
101
82
.955
.952
4.31
4.36
35.8
8.9
34.6
98
630
531
4518.0
1506
667
104
90
.954
.952
4.33
4.35
-32.3
-8.0
-36.7
99
542
45
4488.0
1496
700
111
86
.952
.941
4.40
4.43
-15.0
-3.8
-22.1
100
577
4461.0
1484
736
125
88
.947
.948
4.48
4.43
-17.8
-4.5
-15.0

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