Batting Highest Career Batting Average - West Indies

Highest averages in 2019 in Minor ODs - West Indies

Highest averages

Player	Span	Mat	Inns	NO	Runs	HS	Ave	BF	SR	100	50	0	4s	6s
R Shepherd	2019-2023	4	1	-	53	53	53.00	34	155.88	-	1	-	5	3
R Powell	2020-2023	3	3	-	134	105	44.66	94	142.55	1	-	-	11	8
DM Bravo	2019-2020	4	3	-	130	100	43.33	124	104.83	1	-	-	18	2
CR Brathwaite	2019-2019	3	2	-	84	60	42.00	80	105.00	-	1	-	8	4
E Lewis	2019-2019	4	3	-	124	50	41.33	145	85.51	-	2	-	16	2
SW Ambris	2019-2020	3	2	-	78	41	39.00	109	71.55	-	-	-	6	0
N Pooran	2019-2023	7	5	1	149	74	37.25	158	94.30	-	1	-	11	7
CH Gayle	2019-2019	2	1	-	36	36	36.00	22	163.63	-	-	-	4	3
SD Hope	2019-2023	7	5	-	180	101	36.00	197	91.37	1	1	1	17	6
AR Nurse	2019-2019	3	2	1	32	21*	32.00	26	123.07	-	-	-	3	1
AD Russell	2019-2019	3	2	-	59	54	29.50	29	203.44	-	1	-	8	3
KU Carty	2023-2023	2	2	-	56	32	28.00	83	67.46	-	-	-	2	1
RL Chase	2019-2023	4	3	-	82	41	27.33	103	79.61	-	-	-	6	0
KMA Paul	2019-2023	4	4	1	74	54	24.66	76	97.36	-	1	-	5	4
JO Holder	2019-2023	7	5	-	118	47	23.60	126	93.65	-	-	1	6	5
J Charles	2023-2023	2	2	-	43	30	21.50	53	81.13	-	-	-	4	3
FA Allen	2019-2020	4	2	-	40	28	20.00	43	93.02	-	-	-	5	0
KR Mayers	2023-2023	2	2	-	35	33	17.50	41	85.36	-	-	-	4	2
HR Walsh	2019-2020	2	1	-	17	17	17.00	21	80.95	-	-	-	3	0
SO Hetmyer	2019-2019	4	3	-	38	27	12.66	36	105.55	-	-	1	5	1
BA King	2019-2023	4	3	-	16	16	5.33	18	88.88	-	-	2	4	0
KA Pollard	2019-2020	2	2	-	5	3	2.50	12	41.66	-	-	-	0	0
SSJ Brooks	2023-2023	2	2	-	5	4	2.50	21	23.80	-	-	-	0	0
KAJ Roach	2019-2019	3	1	-	1	1	1.00	3	33.33	-	-	-	0	0
ST Gabriel	2019-2019	3	-	-	-	-	-	0	-	-	-	-	0	0
RA Reifer	2019-2019	1	1	1	4	4*	-	9	44.44	-	-	-	0	0
K Pierre	2019-2019	1	-	-	-	-	-	0	-	-	-	-	0	0
O Thomas	2019-2019	3	-	-	-	-	-	0	-	-	-	-	0	0
SS Cottrell	2019-2020	5	-	-	-	-	-	0	-	-	-	-	0	0
AS Joseph	2019-2023	4	2	2	25	16*	-	32	78.12	-	-	-	2	1
Y Cariah	2023-2023	2	1	1	4	4*	-	2	200.00	-	-	-	0	0
AJ Hosein	2023-2023	2	1	1	5	5*	-	4	125.00	-	-	-	1	0

Adjust:Most recentPast weekPast MonthPast year4 years10 years25 years

Performances in matches that overlap years are credited to the year in which they occurred - this results in some unknown data, especially in regard to bowling figures