Royals, FG, +112 (Shields / Tillman) $206 to win $230.72
I played
yesterday at the peak of +122 but I have never liked it when people make a pick
within hours of game time, then post the best line they have seen all night-day
at any point up until then. Boolsheet. Any capper with balls will post a
current, playable line, not what he wished he would have played. Take it or
leave it.
BOL
Now and then even a BLIND squirrel can find an acorn
Royals, FG, +112 (Shields / Tillman) $206 to win $230.72
I played
yesterday at the peak of +122 but I have never liked it when people make a pick
within hours of game time, then post the best line they have seen all night-day
at any point up until then. Boolsheet. Any capper with balls will post a
current, playable line, not what he wished he would have played. Take it or
leave it.
Royals, FG, +112 (Shields / Tillman) $206 to win $230.72
I played
yesterday at the peak of +122 but I have never liked it when people make a pick
within hours of game time, then post the best line they have seen all night-day
at any point up until then. Boolsheet. Any capper with balls will post a
current, playable line, not what he wished he would have played. Take it or
leave it.
BOL
[/Quote it is not an issue what their line is, the pick is what is important
Royals, FG, +112 (Shields / Tillman) $206 to win $230.72
I played
yesterday at the peak of +122 but I have never liked it when people make a pick
within hours of game time, then post the best line they have seen all night-day
at any point up until then. Boolsheet. Any capper with balls will post a
current, playable line, not what he wished he would have played. Take it or
leave it.
BOL
[/Quote it is not an issue what their line is, the pick is what is important
^^^ The line is the governing factor (not the pick) over the long-run. The only way you turn a profit is to get odds at an implied probability that is lower than the actual probability.
^^^ The line is the governing factor (not the pick) over the long-run. The only way you turn a profit is to get odds at an implied probability that is lower than the actual probability.
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