You've established a bankroll. Let's say you've determined you can afford to lose $5,000 in a football season. This is what you should wager on games that you consider the best plays of the year, and what I call my major releases: 3%-5% of your total bankroll on each of your major plays during the football season. I prefer 3%. So, in my case, 3% of $5,000 is $150.00. I will wager $150.00 on every one of my major plays, without exception! Why?
You need to hit the magic mark of 52.4% of the major plays you wager on to win money, based on a vigorish commission of 10%. The only way you can guarantee you will win money at the end of the long football season if you hit 52.4% of your major plays is by keeping all your major wagers unwaveringly, the same. Let me illustrate: you have wagered on 100 major plays in a college season. Your record for the year was 53-47. At $150.00 wagered per play, you would have won $7950.00 on your winning plays. At $150.00 wagered per play, you would have lost $7755.00 on your losing plays. Profit at the end of the season: +$145.00.
If you want to put yourself in a position to lose money in a football season, EVEN IF YOU HAVE PICKED MAJOR PLAYS AT A +52.4% rate, go ahead and vary your bets, go ahead and bet teasers, go ahead and bet parlays, go ahead and bet if bets, go ahead and do all the things which will make the house smile.
Let me finish this by illustrating a potentially disastrous college football Saturday. You have four major plays on this coming Saturday. You've wagered $100.00 on each of the first three games. All three of those major plays won. Now, you have a night game, and you're hot, and besides, there's no way the home team can lose on ESPN, so you wager $500.00 on your last major play of the day. The play loses(sound familiar). You hit 75% of you plays on the day. But, due to a total lack of discipline, and common sense, you've won $300.00 on your winning plays, but, lost $550.00 on one. Keep the major play investments the same, and you've won $190.00 on the day. Instead, you've lost $250.00 on the day. Nuff said!
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