Steam–Top picks winning at a 30% clip at the tilt–$2.26 ROI!–Gulfstream Park Day 3, Friday, December 4, 2020: BUY PICKS ($3)
Check out the Thursday, December 3rd edition
Hallandale Beach, Florida updated forecast
Carson City Kid Holds Winning Hand In Feature
Gulfstream Park kicks off a weekend of live Thoroughbred racing action in South Florida on Friday, December 4 with a customary 10-race program on tap at the historic Hallandale Beach racetrack.
The featured sixth race on the card is a $75,000 optional claiming, first-level allowance contest for two-year-olds sprinting six-furlongs on the main track.
Gary Barber’s Carson City Kid, third as the favorite in his last start at Gulfstream Park West on October 23, is the 2-1 morning line choice in a compact field of six entrants. Jockey Emisael Jaramillo has the call on the two-year-old son of Uncaptured for trainer Mark Casse.
Top Picks Winning At 30% Clip At Meet, $2.26 ROI
Steam gave out one winner on Thursday’s 10-race program at Gulfstrteam Park and, as a result, two days into the nascent 2020-21 Championship Meet in South Florida, its top picks are winning at a 30 percent clip, have finished in the money 60 percent of the time, and have a return on investment (ROI*) of $2.26.
Post time for the first of 10 races at Gulfstream Park on Friday, December 4 is 12:35 P.M. (Eastern). Additionally, there is a $51,476 carryover and a guaranteed pool of $150,000 in the 20-cent Rainbow 6 Jackpot (races 5-10, 2:36 P.M. (Eastern) post time), and a $4,392 carryover in the $1 Super Hi-5 (1st race, 12:35 P.M. (Eastern) post time).
Steam–Top picks winning at a 30% clip at the tilt–$2.26 ROI!–Gulfstream Park Day 3, Friday, December 4, 2020: BUY PICKS ($3)
Check out the Thursday, December 3rd edition
Hallandale Beach, Florida updated forecast
Racing will be conducted at Gulfstream Park with limited spectators, in accordance with guidelines set forth by the state of Florida and the federal government in response to the COVID-19 pandemic.
*Return on investment (ROI) is calculated by dividing the net profit by the total amount invested.
