Good picks i had Purdue and W Carolina i can see Kansas state and taking points vs Drakes, but for the life of me i don't understand the line with Penn State i think Akron wins the game
Akron beat South Carolina by 5 without Treadwell. Gamecocks lost by 4 to Baylor and beat Cornell by 24!!! Penn beat Cornell by 1 and USC by 2. I think Peter has a very valid point, right ?
Lvsc knows what their doing when they set their lines. Usally when a line looks high it's set that way because they have some info you don't. When it's like that it's best to row with Vegas.
Good picks i had Purdue and W Carolina i can see Kansas state and taking points vs Drakes, but for the life of me i don't understand the line with Penn State i think Akron wins the game
Akron beat South Carolina by 5 without Treadwell. Gamecocks lost by 4 to Baylor and beat Cornell by 24!!! Penn beat Cornell by 1 and USC by 2. I think Peter has a very valid point, right ?
Lvsc knows what their doing when they set their lines. Usally when a line looks high it's set that way because they have some info you don't. When it's like that it's best to row with Vegas.
Tough loss with W Carolina it was an even game with 5 min left i had +11 you can't handicap timely mental breakdowns at the end of the game these things will happen
Tough loss with W Carolina it was an even game with 5 min left i had +11 you can't handicap timely mental breakdowns at the end of the game these things will happen
Yield ................... $140.00 (.7 unit gain for the day)
Let's
say that there's 4 betting days of 5 bets per day per week for a
college season with an overall average of .7 units per day net yield.
Let's say that there are16 betting weeks in a season (Nov, Dec, Jan, Feb) ... not counting March Madness.
16 weeks X 4 betting days equals 64 betting days. (My equal key is busted)
.7 unit equals $140.
$140 X 64 equals ... $8,960.
So,
with a starting bankroll of $10,000, one could anticipate a yield of
$8,960 for a total bankroll of $18,960, which is a gain of about 90%,
rounding up from 89.6%, assuming a continued flat betting units of the original unit amount, $200.
Yield ................... $140.00 (.7 unit gain for the day)
Let's
say that there's 4 betting days of 5 bets per day per week for a
college season with an overall average of .7 units per day net yield.
Let's say that there are16 betting weeks in a season (Nov, Dec, Jan, Feb) ... not counting March Madness.
16 weeks X 4 betting days equals 64 betting days. (My equal key is busted)
.7 unit equals $140.
$140 X 64 equals ... $8,960.
So,
with a starting bankroll of $10,000, one could anticipate a yield of
$8,960 for a total bankroll of $18,960, which is a gain of about 90%,
rounding up from 89.6%, assuming a continued flat betting units of the original unit amount, $200.
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