<BLOCKQUOTE class="ip-ubbcode-quote"><font size="-1">quote:</font><HR>Originally posted by Sodium Pentethol V:
Book A offers heads-105
Book B offers tails +110.
Coin toss.
Betting at book A is for idiots, limits aside and ROR aside.
no matter what combination you use, if you bet at Book A you are diluting the return of just betting at Book B, even if Book A offered +105.<HR></BLOCKQUOTE>
How can you put limits and risk of ruin aside? They matter. If I can get +110/+105 then I can put all that I could possibly get on both sides and know that my risk of ruin is -0-. When betting one side you had better bet only a fraction of your bankroll, maybe 2-4% tops, if you want to avoid the risk of ruin. If allowed, I could bet 50% of my bankrol on both sides and have zero risk of ruin and a much higher rate of return. Also, as Jazz pointed out, while a fair coin is known to be 50/50, you simply cannot precusely know the expectation of a bet on one side of a sporting event. You can't. Period. Can you be good enough to make sure your bets over the long-term are positive? Yes, I think so. But your argument against middling is predicated first on being able to know the expectations with precision and 2nd, ignoring money management and risk of ruin principles. These two facts are where your theory fails with certainty.
And again, a +EV bet does not dilute a more +EV bet where's you already erisk as much as your MM/BKR allow on the more positive side. Otherwise, according to your argument, if yo hae two different games, one with 58% expec and another 60%, why put anything on the 58% play when you have a better 60% play. The abswer is obvious to most.