Pointed in the direction of this supposedly newsworthy article, I decided that I too could write an insightful post detailing how you could win in a game of chance. I’ve decided to tackle Roulette, though I guess this could apply to any game.
For those who don’t know, Roulette is a game in which you guess what number on a spinning wheel that a small ball will land in. It’s an interesting often busy game, and has lots of different bets you can make, from guessing the specific number, to guessing if it will be an odd or even number.
We’re going to focus on the bets for black and red numbers. The odds for the game’s various bets are easy to work out; there are 18 black numbers, 18 red numbers, and zero (which isn’t either colour). Because zero isn’t either colour, this means there isn’t a 50/50 chance to pick the right one, as many people tend to believe. Instead, the odds of successfully picking red or black is 48.65%.
I also want to throw out there for anyone who does play the game and keeps track of what numbers come up because “17 hasn’t come up in ages”, or “there’s been 10 black numbers, surely the next one has to be red!”, that all spins are independent of each other. It could be red 69 times in a row, but on the 70th spin, there is still exactly a 48.65% chance of it coming up either colour.
Enough, how do I win already?
Oh yes! I did tell you that I was going to tell you how to guarantee winning in this and effectively any other game of chance, didn’t I? Well, listen close I’m not going to repeat this:
Bet on the winning colour.
Ingenious right? If you bet on the correct colour, you’re guaranteed to win. Sure you might need some sort of psychic power, or a ton of luck, but it’s guaranteed that you’ll win if you place it on the winning spot. The same goes for Big Wheel, Baccarat, Sic Bo, and even craps. Put the bet in the correct place and there is no end to how much you can win. There are people who would try to have this post taken down as the information is too good to let the general public know about. However, I feel that I need to get this information out to all nine of my readers so that you can take advantage of this strategy.
You can thank me later
I’m taking a break from writing a particularly difficult journal entry to write this blog post.
