Space bar to drop ball Q to change your bet amount This game is designed to model the lowest-risk plinko game I could find online, which means you have the alleged highest chance of winning (high-risk has the highest reward but lowest chance of profit). I made this to draw attention to the unfairness of online casinos and to demonstrate how low your chances of profit are. Some math for ya: At each peg there is exactly a 50/50 chance for the ball to go left or right. That's like a coin flip at each peg. Let's say you wanted to get the 33x slot. There are 10 fifty-fifty chances between you and that goal. You would have to flip a coin and hit heads 10 times in a row. The odds of that happening model the equation y=0.5^x where x is the number of consecutive heads and y is the percent chance. Here's your odds of heads: 1 time - 50% 2 in a row - 25% 3 in a row - 12.5% 4 in a row - 6.25% 5 in a row - 3.125% 6 in a row - 1.563% 7 in a row - 0.781% 8 in a row - 0.391% 9 in a row - 0.195% 10 in a row - 0.098% But if you want either of the 33x slots it would double your chances! So it would take your 0.098% to a whopping 0.195% chance of 33x! So yeah it's extremely unfair but this should teach you one thing: Don't gamble.
