Yesterday was a day of mixed emotions as my premium plays went a perfect 4-0 (NYG, Texas Tech, UCLA and Over) but I couldn’t get it done with my free plays (0-2) for all the readers out there. I’ve got three premium plays ready for tonight and sent out to members, but it’s not too late to sign up and jump on board.
As far as free plays go tonight, there isn’t much out there that I’m really seeing in terms of great value, so instead, I’m going to stick with the tried and true system of flipping flopping the results in the 2nd game of a double header.
All lines taken from Pinnacle Sports with bet amounts ‘to win’ on favorites and flat on underdogs
Play of the Day in Bold
Free Play Records
MLB Pre All Star Break: 101-107-13 (+$691)
MLB post All Star Break: 45-43 (+$2359)
CFL YTD: 6-8 (-$266)
NCAAF YTD: 8-7 ATS (+$17)
NFL YTD: 4-7 ATS (-$872)
MLB Free Plays
Miami ML (+129) $200 to win $258
Miami/Washington Over 7.5 (+100) $200 to win $200
Not going to grade either of these plays as a top one for the day, but I do think we see some runs scored in the 2nd part of this double header. Washington won this afternoon’s game by a 4-0 score and with two young pitchers on the hill in Andrew Heaney and Taylor Hill, there will be some runs scored.
Hill has yet to get a start this year since being called up, but he has given up 6 hits in 4.1 innings of work and has a WHIP of 1.62. Those aren’t impressive numbers by any means and with some young guys scattered throughout the Marlins lineup looking to impress, Miami will knock this guy around a bit.
They’ll have to if they want to earn a split in this double headers as Miami is 1-3 SU with Heaney on the hill, thanks to his 5.33 ERA in those four starts. If you just look at his last three, the young lefty has an ERA of 8.59 and that’s not a good thing for going up against a division champ like the Nationals. Yet, I can’t turn down the +money price here with the Marlins as this will be Washington’s 4th game in under 48 hours after playing a double-header yesterday too (which they split 1-1 O/U, 1-1 SU).
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