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All Yankees League - Season 28

Free Agents: 1B

Click on column header to sort stats. See footnotes under table for more info.

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C | 1B | 2B | 3B | SS | LF | CF | RF
DH | ALL | Pitchers | See Retired

POS	Name	Age	Year	B	Rk	oR	dR	G	Avg	OBP	SLG	OPS	eOBP	AB	R	H	2B	3B	HR	RBI	BB	SO	HBP	SB	FLD	A	dW	SPD	oW	EN	P
1B(OF)	Oliver, B.Oliver, Bob >>	29	1972	R	16	22	35	150	.269	.308	.430	.738	.260	572	54	154	22	5	20	76	29	109	3	5	.992	-	-0.42	4	+2.43	28	C
1B(DH)	Destrade, O.Destrade, Orestes >>	31	1993	S	13	22	10	153	.255	.327	.406	.733	.280	569	61	145	20	3	20	87	58	130	3	0	.987	-	-1.84	2	-0.38	20	C
1B(C)	Bright, H.Bright, Harry >>	33	1962	R	23	34	22	113	.273	.321	.462	.783	.270	392	55	107	15	4	17	67	26	51	2	2	.988	-	-0.67	4	+0.64	5	C
1B(DH)	Ishikawa, T.Ishikawa, Travis >>	26	2009	L	34	24	86	120	.261	.331	.387	.718	.280	326	49	85	10	2	9	39	30	89	4	2	.996	-	+0.47	3	-0.2	6	C
1B(DH)	Austin, T.Austin, Tyler >>	26	2018	R	12	17	48	69	.230	.291	.480	.771	.240	244	34	56	10	0	17	47	19	95	2	1	.997	-	-0.3	2	+0.4	5	C
1B(3B)	Barker, R.Barker, Ray >>	29	1965	L	18	20	41	109	.246	.326	.398	.724	.280	211	21	52	11	0	7	31	22	48	3	1	.991	-	-0.27	2	+0.47	5	C
1B(OF)	Bauers, J.Bauers, Jake >>	29	2025	L	27	30	22	85	.235	.355	.399	.754	.300	183	28	43	9	0	7	28	32	59	2	8	.986	-	-0.6	5	+0.9	5	C
1B(DH)	Miranda, J.Miranda, Juan >>	28	2011	L	9	15	25	65	.213	.315	.402	.717	.260	174	18	37	8	2	7	23	23	48	3	0	.990	-	-0.72	4	+0.04	5	C
1B(OF)	Bergman, D.Bergman, Dave >>	30	1983	L	75	71	48	90	.286	.394	.457	.851	.340	140	16	40	4	1	6	24	24	21	1	2	.994	-	-0.19	4	+1.17	5	C
1B(3B)	Boehmer, L.Boehmer, Len >>	28	1969	R	4	1	56	45	.176	.233	.213	.446	.180	108	5	19	4	0	0	7	8	10	0	0	.987	-	+0.19	1	-1.04	4	C
1B(3B)	Laird, B.Laird, Brandon >>	25	2013	R	2	4	35	25	.169	.224	.423	.647	.170	71	7	12	3	0	5	11	3	26	2	0	.988	-	-0.23	1	-0.24	4	C

Footnotes † = All-Star this season | # = Slump Busted this season | $ = Contract ends this season | $$ = Signed for multiple seasons | eOBP = Estimated OBP | A = Arm | dW = dWAR | SPD = Speed | Fire/WAR = On Fire/WAR | EN = Endurance | P = Potential | Rk = Rank (elite in bold)

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