Sides 2-0
Totals: 0-0
Good Evening MoneyMakers! We back & in effect for 2 more NBA plays for tonight. Let's get ready to cash.
Chicago vs. Boston(+1.5)
Normally I not in a rush to be a "Homer" but I'm kinda feeling the hometown Bulls on this one. Boston is not in mid-season shape and they have the unfortunate pleasure of opening the season with a back-to-back. They was up on Brooklyn last night by double digits when they're bench gave up the lead. With a few minutes left in the game, Brad Stevens was forced to put his starters back into close it. Their guards are kind of small versus the Bulls and I see Boston possibly tiring out. That's my only real logic here as Boston clearly has the better talent.
Medium Play: Bulls -1.5
![Image result for Bulls vs. Boston](data:image/jpeg;base64,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)
Sacramento vs. San Antonio (-8.5)
You would expect San Antonio to go crazy against the Sacramento Kings. Popovich is legendary. Kawhi just ate the Golden State Warriors for dinner, and the Kings are the most dysfunctional franchise in the NBA,..right below the Knicks. However, Demarcus & Coach Joerger is clicking early. They just got a win last night and should prove to be more than confident with a re-tooled roster and with a seemingly better system and style of play implemented.
Big Play: Kings +8.5
![Image result for San Antonio vs. Kings](data:image/jpeg;base64,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)
Good Luck Bettors!
Medium Play: Bulls -1.5
Sacramento vs. San Antonio (-8.5)
You would expect San Antonio to go crazy against the Sacramento Kings. Popovich is legendary. Kawhi just ate the Golden State Warriors for dinner, and the Kings are the most dysfunctional franchise in the NBA,..right below the Knicks. However, Demarcus & Coach Joerger is clicking early. They just got a win last night and should prove to be more than confident with a re-tooled roster and with a seemingly better system and style of play implemented.
Big Play: Kings +8.5
Good Luck Bettors!
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