Fibonacci strategy when playing Plinko

Playing the Plinko casino game you can try a variety of configurations, tactics and strategies with a mathematical approach based on the management of bets. Among the popular ones are: 

• Martingale: doubling your bet after hitting a box with odds less than 1.6.
• Umbrella is betting according to a certain scheme: 1-1-2-2-3-3-4-4-5-4-4-3-3-2-2-1-1.
• Donald-Nathanson: increase the deposit by one if the game is unsuccessful, and decrease by one if the game is won.

But one of the luckier systems, which is used in Plinko games by experienced gamblers is Fibonacci, or else called the golden ratio.

Fibonacci Golden Ratio in Nature and Gambling

The golden ratio is a mathematical ratio that is expressed as a numerical value close to 1.618. It is formed by dividing a segment into two parts in such a way that the ratio of the smaller to the larger part corresponds to the ratio of the larger to the whole segment. This principle finds its application not only in mathematics, but also in nature, architecture, the human body and even casinos. 

Examples:

• The spiral patterns on sea snail shells. 
• The Parthenon in Athens.
• The ratio of finger length to forearm length.

In gambling games, for example in Aviator crash game, the golden ratio also finds its application. Some players use this principle when developing strategies for betting in Plinko. However, it should be noted that the use of this or other tactics in online casinos when playing Plinko games does not guarantee success. Slots are largely based on randomness and probabilities. Therefore, while this strategy may be an interesting concept for some players, it is not the only exclusive factor determining the outcome of the game. Ultimately, success in arcade games depends on many factors, including luck, skill, and bankroll management.

Applying the Fibonacci Principle to the Plinko Game

The application of the Fibonacci strategy in the real money Plinko game is to change the size of the bet in accordance with the Fibonacci numbers. That is, start with the base amount, and then calculate each next bet by adding the previous two. For example, if the first round is 1 euro, the next will also be 1 euro, then 2 euro (1 + 1), 3 euro (1 + 2) and so on.

The Fibonacci principle is based on a simple idea: after each loss in Plinko the bet increases to compensate for previous losses. When a player wins, he shifts back two steps in the sequence of Fibonacci numbers: 1 – 1 – 2 – 3 – 5 – 8 – 13 – 21 – 34 – 55 – 89 – 144 – 233… Undoubtedly, this method has similarities with the Martingale strategy, but there are also clear differences.

• In Fibonacci strategy, after losing the bet the gambler should increase the bet by following the system of sequences mentioned above.
• If the player wins, he should roll two positions back, and not, as in Martingale, return to the original bet.
• Martingale requires a much larger bankroll.
• This strategy is effective at higher odds than the Martingale system. Especially at odds of 2.6 at high risk (in Plinko by Spribe it is 2.3 for green and yellow ball, and in Plinko by BGaming or Stake it is playing at low and medium level).

Calculating the bankroll for playing Plinko using the Fibonacci

Initially, when calculating the bankroll for the game in Plinko according to the system of the golden ratio, determine the size of the initial bet, which will serve as a starting point. The principle is this: if you start with 10 euros, the first three bets will be 10, 10 and 20 euros. In order to calculate the bankroll, you need to know how many potential losses we can afford in a row.

Let’s say you have 1000 euro and you use the sequence of numbers 1, 1, 2, 3, 5, 8, 13, 21, 34, 55… If you start with the minimum amount of 1 euro, your bets in euro will look like this: 1, 1, 2, 3, 5, 8, 13, 21, 34, 55…
To calculate how many potential losses one can afford in a Plinko game, they need to calculate the sum of the first N numbers of the sequence. For example, if you want to afford 10 losses in a row, you can use the first 11 numbers of the sequence, which add up to 143. Thus, you can afford to lose up to 143 in a row. However, it is necessary to remember that using this system of playing at a Plinko game does not guarantee winning and can lead to large losses, especially if you do not consider the maximum deposit limits in the casino and do not have a sufficient bankroll for bets.

Fibonacci Strategy Questions

• Does the golden ratio guarantee a Plinko’s win?

  No. Plinko is a game based on chance, and no system can ensure consistent success in the casino. This principle of play can be useful in managing your stakes and bankroll, but it does not eliminate the possibility of losing. Results in Plinko depend on factors such as the path the balls take and their destination. Therefore, you should play Plinko responsibly without exceeding your financial means.

• Is Fibonacci strategy suitable for a beginner?

  Using this mathematical principle can be difficult for a beginner, as it requires strict adherence to the betting sequence and high concentration during the game. It is recommended to start with simpler strategies. It is better to gain game experience first and only then move on to more complex systems.

• What is the minimum bankroll to play the Fibonacci?

  The minimum bankroll to play Plinko depends on the initial amount bet on the first round. The higher the amount, the more money is needed for the bankroll. In general, it is recommended to have a large budget, the numbers may vary depending on the player’s preferences and the rules of a particular casino.