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The History of the Game: Season 1 (1901)

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Detroit Tigers Stats

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Batting

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	Fire	EN	P
OF(OF)	Nance, D.Nance, Doc + >>	20	1897	R	62	51	75	70	.242	.355	.408	.763	.340	240	50	58	10	6	6	34	40	30	2	6	.986	-	0	7	10	5	C
OF(OF)	Holmes, D.Holmes, Ducky † >>	32	1901	L	55	62	22	131	.294	.347	.406	.753	.330	537	90	158	28	10	4	62	37	27	6	35	.907	+	-0.31	8	7	18	C
1B(2B)	Schreck, C.Schreck, Curve + >>	22	1902	R	49	53	56	89	.301	.317	.384	.701	.300	349	42	105	14	3	3	42	7	66	1	5	.962	-	-0.06	4	8	6	C
2B(IF)	Gleason, K.Gleason, Kid >>	34	1901	S	51	44	77	135	.274	.327	.364	.691	.310	547	82	150	16	12	3	75	41	25	2	32	.925	-	+0.82	8	7	30	C
C(1B)	McAllister, S.McAllister, Sport † >>	26	1901	S	47	60	9	90	.301	.344	.386	.730	.330	306	45	92	9	4	3	57	15	7	5	17	.914	+	-0.66	7	8	6	C
SS(IF)	Elberfeld, K.Elberfeld, Kid † >>	26	1901	R	87	83	61	121	.308	.397	.428	.825	.380	432	76	133	21	11	3	76	57	18	7	23	.907	-	+0.55	8	7	9	C
OF(OF)	Harland, D.Harland, Duck + >>	28	1902	L	41	52	15	125	.281	.345	.344	.689	.330	491	59	138	9	8	2	44	36	29	12	20	.930	+	-0.66	7	7	11	C
C(1B)	Buelow, F.Buelow, Fritz >>	25	1901	R	21	12	93	70	.225	.269	.316	.585	.260	231	28	52	5	5	2	29	11	19	3	2	.967	+	+0.48	6	8	5	C
3B(IF)	Casey, D.Casey, Doc >>	31	1901	S	53	50	65	128	.283	.335	.357	.692	.320	540	105	153	16	9	2	46	32	28	10	34	.887	-	+1.03	8	7	14	C
DH(3B)	Mercer, W.Mercer, Wade # + >>	25	1899	R	54	65	1	108	.299	.360	.360	.720	.350	375	73	112	6	7	1	35	32	17	4	16	.869	-	-0.99	7	7	5	C
C(1B)	Shaw, A.Shaw, Al >>	28	1901	R	41	36	70	55	.269	.321	.327	.648	.310	171	20	46	7	0	1	23	10	13	3	2	.940	+	+0.34	2	8	5	C
1B(1B)	Dillon, P.Dillon, Pop # >>	27	1901	L	49	52	58	74	.288	.324	.391	.715	.310	281	40	81	14	6	1	42	15	15	0	14	.979	-	-0.15	8	7	5	C
OF(OF)	Barrett, J.Barrett, Jimmy † + >>	24	1899	L	96	99	42	104	.370	.477	.478	.955	.460	368	120	136	8	16	0	40	72	28	4	16	.936	-	-0.14	9	7	5	C
OF(1B)	Hicks, C.Hicks, Charles + >>	22	1898	R	20	23	53	76	.259	.283	.293	.576	.270	232	16	60	8	0	0	28	4	64	4	0	.955	-	-0.05	1	7	5	C
OF(OF)	Ketchum, F.Ketchum, Fred >>	26	1899	L	37	38	58	60	.295	.306	.311	.617	.290	244	52	72	4	0	0	20	0	24	4	8	1.000	-	-0.17	5	7	5	C
2B(IF)	Reitz, H.Reitz, Heinie >>	32	1899	L	43	33	90	68	.262	.314	.323	.637	.300	260	22	68	8	4	0	30	20	16	0	6	.975	-	+0.29	6	7	5	C
	Totals							1504	.288	.346	.373	.719		5604	920	1614	183	101	31	683	429	426	67	236

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)

Pitching

Role	Name	Age	Year	T	Rk	W	L	ERA	oOBP	eOBP	WHIP	H/9	BB/9	SO/9	IP	H	HR	BB	SO	CG	SV	WP	Stamina	Fire	P
SP	Kisinger, R.Kisinger, Rube >>	25	1902	R	32	8	12	3.12	.320	.360	1.44	10.0	2.9	1.5	172	192	0	56	28	5	0	4	140	11	C
RP	Yeager, J.Yeager, Joe >>	22	1898	R	28	12	22	3.65	.319	.350	1.42	10.3	2.5	2.2	291	333	4	80	70	32	0	3	70	12	C
RP	Egan, W.Egan, Wish + >>	21	1902	R	52	0	4	2.86	.290	.340	1.32	9.4	2.5	0.0	44	46	0	12	0	2	0	4	64	7	C
RP	Miller, R.Miller, Roscoe + >>	24	1901	R	60	23	13	2.95	.303	.340	1.32	9.2	2.7	2.1	332	339	1	98	79	35	1	4	70	12	C
RP	McMillan, S.McMillan, Sam + >>	29	1902	L	82	0	4	2.38	.283	.330	1.27	8.2	3.3	3.3	44	40	0	16	16	1	0	0	49	14	C
RP	Mullin, G.Mullin, George † + >>	21	1903	R	89	19	15	2.25	.287	.320	1.22	8.0	3.0	4.8	320	284	4	106	170	31	2	6	68	14	C
SP	Mercer, W.Mercer, Wade # + >>	25	1902	R	53	15	18	3.04	.298	.330	1.29	9.0	2.6	1.3	281	282	5	80	40	28	1	1	140	11	C
SP	Cronin, J.Cronin, Jack >>	27	1902	R	70	8	11	3.09	.281	.320	1.19	8.6	2.2	3.3	207	197	5	50	77	19	0	4	134	13	C
SP	Siever, E.Siever, Ed >>	26	1902	L	77	8	11	1.91	.256	.290	1.05	7.9	1.5	1.7	188	166	0	32	36	17	1	0	132	11	C
	Totals					93	110		.296		1.28	9.0	2.5	2.5	1879.0	1879	19	530	516	170	5	26

Footnotes † = All-Star this season | # = Slump Busted this season | $ = Contract ends this season | $$ = Signed for multiple seasons | oOBP = Opponent OBP | eOBP = Estimated OBP | Fire/WAR = On Fire/WAR | P = Potential | Rk = Rank (elite in bold)

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