Kinda confused kinda up and down I know it can go that way sometimes but making so many picks on one day can be a good way to lower your winning percentage . Hope the start of this week is a lot better haven't lost faith my brother
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Kinda confused kinda up and down I know it can go that way sometimes but making so many picks on one day can be a good way to lower your winning percentage . Hope the start of this week is a lot better haven't lost faith my brother
I don't care about winning percentage. It is all about units won. 8 plays in one day is a lot to play. There just isn't enough value in 8 games but also it is a lot of juice to pay out.
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I don't care about winning percentage. It is all about units won. 8 plays in one day is a lot to play. There just isn't enough value in 8 games but also it is a lot of juice to pay out.
There's no fee per bet on top of juice. In most cases, juice is -110 whether you bet one bet or spread it out over 50.
I think what you're really saying is that he should make less plays and just play his "locks" because you're assuming he will lose more (a higher percentage) if he has more plays. I am going under the assumption that his winning percentage will be the same regardless. So if he is a 60% player and bets one pick a day at 1100/1000, he would risk 110000 over 100 days, $60K of wins minus $44K of lossses = $16K profit. If he instead made 10 plays a day of only 110/100 each, it would still be 1100/1000 per day and net the same result over 100 days winning 60%. He doesn't need a higher winning percentage.
From a conservative standpoint, the second model is better because it spreads out the risk. If you think his winning percentage drops with more plays, that would be your argument. He doesn't need to win at a higher rate though. The juice is the same 10% regardless.
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There's no fee per bet on top of juice. In most cases, juice is -110 whether you bet one bet or spread it out over 50.
I think what you're really saying is that he should make less plays and just play his "locks" because you're assuming he will lose more (a higher percentage) if he has more plays. I am going under the assumption that his winning percentage will be the same regardless. So if he is a 60% player and bets one pick a day at 1100/1000, he would risk 110000 over 100 days, $60K of wins minus $44K of lossses = $16K profit. If he instead made 10 plays a day of only 110/100 each, it would still be 1100/1000 per day and net the same result over 100 days winning 60%. He doesn't need a higher winning percentage.
From a conservative standpoint, the second model is better because it spreads out the risk. If you think his winning percentage drops with more plays, that would be your argument. He doesn't need to win at a higher rate though. The juice is the same 10% regardless.
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