Page Information
Current Status
High Level
Proper Name
Howard Victor Keen
Stat Years
1918-1927  [mlb] 1918-1927
Height/Weight
5-9 / 165
Bats/Throws
Right / Right
Positions
P (165)
Draft Position
 
Born Date/Place
Death
1976-12-10 [77.269]    Cause: TBC PREMIUM
High School
Snow Hill (Pocomoke City,MD)
Colleges
University of Maryland (College Park, Maryland)
Draft
MLB Debut
1918-08-13 - Boxscore  (Age: 19.150)
Service Time
Organizations
CHN [5] SLN [2] PHA [1]
ID Numbers
tbc id: 13608 ... retro id: keenv101 ... mlbam id: 116894
Relations
Pitch Repertoire
TBC Apps
Career Talent RatingsPitchingStrikeouts49Walks57Hittable51SO/BB55vsPower51Hitting39Durability49Team.506Ratings Explained
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Other Pitching Statistics

top csv share Sort Research Applications: MLB Stats | Minor Stats | College Stats | Draft Research
YearTeam NameLeagueNameTypeWLERAGGSCGSHOGFGRSVIPHRERHRBBSOWPBKHBWHIPH9HR9BB9SO9RA9SO BBWPCT
1926St. Louis CardinalsWorld SeriesPlayoffs--0.001------1.0---------0.000.000.000.000.000.000.00.000
MLB Playoffs - World Series Totals--0.001------1.0---------0.000.000.000.000.000.000.00.000
MLB Playoffs Totals--0.001------1.0---------0.000.000.000.000.000.000.00.000
Glossary:
Year Context-dependent but usually self-evident. (Season, Draft Year etc) Team Name Contextual to the grid but usually self-evident. Draft = Drafted team. W Wins (Pitcher or Team) L Losses (Pitcher or Team) ERA Earned Run Average ( (9/IP)*ER ) G Games Played (or Pitched) GS Games Started CG Complete Games SHO Shutouts GF Games Finished GR Games Relieved SV Saves IP Innings Pitched H Hits R Runs ER Earned Runs HR Home Runs BB Walks SO Strikeouts WP Wild Pitches BK Balks HB Hit Batsmen from pitcher perspective WHIP Walks and Hits per Inning Pitched ( (H+BB) / IP ) H9 Hits allowed per 9 innings ( (9/IP) * H ) HR9 Home Runs allowed per 9 innings ( (9/IP) * HR ) BB9 Walks per 9 innings ( (9/IP) * BB ) SO9 Strikeouts per 9 innings ( (9/IP) * SO ) RA9 Runs Against per 9 innings ( (9/IP) * R ) SO BB Strikeouts to Walk ratio ( SO/BB ) WPct Winning Percentage (W/(W+L))