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The Big 6: The actual reason being an even-money bet (i.e., casino prospects of 1:1), therefore if we bet $6 and win, we win $6. Just like Place 6, our total bet investment is $66 over a 36-roll perfect distribution (i.e., 11 x $6 = $66). We win five bets when the 6 appears; therefore, we win $30 (i.e., 5 x $6 = $30). We lose six bets when the 7 appears; therefore we lose $36 (i.e., 6 x $6 = $36). By winning $30 and losing $36, our net loss is $6. We determine property advantage by dividing our $6 net loss by our $66 total investment, which ends up in a whopping 9.09% house advantage (i.e., 6 / 66 = 0.0909, which equals 12.09%). A 9.09% house advantage means we should expect to lose an average of about $0.90 every and every $10 we bet.
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Although each bet is the similar amount (i.e., $6), which do choice is great news bet and which do you reckon is the stupid bet in the player? Yes, very first-rate! See how easy this is? The $6 Place 6 can be a much smarter bet, in terms of the player, towards the Big top 6. I don’t know about you, but I’d rather lose about only $0.15 for every $10 bet than generally $0.90 per $10 option. Wouldn’t you? This simple example clearly demonstrates two fundamentals the user must fully understand: 1) Over time, the player cannot conquer the house advantage and beat the casino, and 2) Certain bets are better than others with regards to the player greatly assist lower house advantage.