In the game of Plinko, luck plays a big role in who wins. To win at the casino, seasoned gamblers employ a variety of well-known and frequently employed mathematical principles. One of them is:

- Parlay
- Pyramid
- Fibonacci
- Martingale
- Labouchere system
- D’Alembert’s strategy

Table of Contents:

## Using the Parlay Strategy

Originally employed for sports betting, parlays have been embraced by gamblers who have incorporated them into casino arcade games like Plinko. Parlay betting is unusual in that players only increase their bets when they succeed; if they lose, they go back to their initial wager. Plinko parlays are conducted as follows:

- We put down a minimum of 10 euros.
- Add your profits to the current wager if you triumph in the Plinko round (with coefficient of at least x1.8). For instance, if you wager 10 EUR and won 5 EUR, the next round would be 15 EUR. Whenever a round is successful, carry on doing this.
- Return to the Plinko casino game’s initial deposit if you lose.

A Parlay includes playing at low bets at the casino because high bets can result in bankroll loss. It’s vital to decide on the minimum deposit (for example, between 1 and 10 EUR) and the desired outcome (for instance, 100 EUR) before you begin playing Plinko utilizing the Parlay strategy.

## The Pyramid Theory in Plinko

Pyramid is efficient and profitable in the Plinko game, but it needs a huge bankroll. It is predicated on bets gradually rising with each round. Here are the fundamental guidelines and a concrete example of how to apply this strategy in Plinko:

- Establish the Plinko casino game minimum and maximum bids. With the lowest value, the game will begin.
- Increase the amount incrementally by the same amount until the upper limit is achieved. If your minimum is one euro and your maximum is ten, for instance, you would increase the amount by one euro each time until it reached ten.
- Start lowering the bets in reverse order once you’ve hit the top limit. Until you reach the starting quantity, gradually reduce by the same amount.
- Cells with success rates above the coefficient x1.8.

## The Secret of the Labouchere System

An English writer and politician with French ancestry, Henry Labouchere has always been interested in horse racing betting. He spent a lot of time investigating the world of casinos while still a student. He became aware of the necessity to create a special strategy to assist him to win while reducing the dangers as a result of his desire and enthusiasm for gambling.

Because it is based on a mathematical progression, using Labouchere systems in Plinko is quite simple. This is the system of it:

- Making a series of bets: based on the idea that the first and last numbers added together equal the total. The Plinko game’s investment per round is ultimately determined by this sum.
- The player evaluates the outcomes after each round and modifies the sequence accordingly. The first and last numbers are eliminated if you win, while the preceding two numbers are appended to the end of the line if you lose.

There are two different sorts of systems, it should be noted:

- classical strategy;
- reversible strategy.

But which of the tenets should be applied more in Plinko? Let’s examine some examples.

### Classical Principle of Strategy

It’s crucial to decide how much you want to win before applying the Labouchere math strategy in Plinko. It is advised to select a sum between 10% and 15% of the bankroll. Then, there are no limitations on how many components can be separated into this amount.

Playing the Plinko game is available from any provider and in any casino, however, the round will be deemed successful if the ball enters the cell with a coefficient of at least x1.8 to the coefficient of x2. Pick the Plinko casino game from BGaming with the following settings: high risk and a maximum number of pins for this strategy to work. Pick the most rows and a red ball if this is the Plinko game from Spribe.

The first and last numbers in the previously divided sequence are added together to determine the first roll’s total. The most important factor is that the total of the components produces the desireda win; the size of the portions need not be equal. If you get a win, cross both numbers off your list and choose the following pair of extreme numbers. Their sum is appended to the end of the list in the event of a loss. The Plinko game is played until every number on the list has been checked off.

Step-by-step illustration strategy:

- decide on the required net profit, which is 200 EUR;
- for 40 EUR, we split it into 5 equal portions: 40, 40, 40, 40, and 40;
- the size of the bet, 80 EUR, is determined by adding the first and last digits together;
- Plinko should be hit with a ball.

The numbers in the row must all be crossed out to finish the mathematical strategy. It’s crucial to keep in mind that in Plinko, the round is deemed lost if the odds drop below the coefficient x1.8.

Sequence of numbers | The bet amount in EUR | Result | Net profit in EUR |
---|---|---|---|

40, 40, 40, 40, 40 | 80 | loss | -80 |

40, 40, 40, 40, 40, 80 | 120 | loss | -200 |

40, 40, 40, 40, 40, 120 | 160 | winnings | -40 |

40, 40, 40, 40, 80 | 120 | winnings | +80 |

40, 40, 40 | 80 | winnings | +160 |

40 | 40 | winnings | +200 |

### Plinko Reversible Labouchere Strategy

In a live casino game, we take the exact opposite strategy:

- 500 EUR is the amount we decide we can afford to lose;
- we decide on a 500 EUR maximum deposit;
- we divide the sum into equal pieces (you can do this without following any rules, as long as the series’ sum ultimately equals the desired victory): 100, 100, 100, 100, 100;
- the size of the bet is 200 EUR and is determined by adding the first and last digits in this series;
- The Plinko casino game should be hit with a ball.

The first and last numbers are crossed out if you lose, and the following two extreme numbers are used instead. When a player wins, their wins are added to the list’s end. Until the maximum deposit is made, we keep going. Keep in mind that if the ball enters a cell coefficient that is smaller than x1.8, the round is deemed to have lost.

Sequence of numbers | The bet amount in EUR | Result | Net profit in EUR |
---|---|---|---|

100, 100, 100, 100, 100 | 200 | loss | -200 |

100, 100, 100 | 200 | earn | 0 |

100, 100, 100, 200 | 300 | earn | +300 |

100, 100, 100, 200, 300 | 400 | earn | +700 |

100, 100, 100, 200, 300, 400 | 500 | earn | +1200 |

### For the End

Since the cell odds are great in this system, it is recommended to play Plinko using this mathematical strategy at a “high level” of risk and with the most paylines possible. You might try these parts of the strategy:

- a tried-and-true strategy if you want to increase your chances of earning;
- if you’d rather manage your losses and aim for a steady win, do the opposite.

Plinko casino game benefits from both system strategies. Your personal play style, the potential for rising bets, and your game objective all factor into your decision.

## D’Alembert’s Strategy of Playing Plinko Game

This mathematical principle is named for the renowned physicist and philosopher from France, Jean Léron d’Alembert. It assumes that the likelihood of winnings following round improves with each loss by the equilibrium principles. The probability theory suggests that a gambler progressively increase their bet size when they lose and gradually decrease it when they win.

Follow these steps to play Plinko using the d’Alembert system:

- calculate the size of the opening round;
- when you earn, deduct one from the bet;
- in the event of a loss, we increase the bet by the initial sum;
- to put it simply, the player increases his bet till he makes a profit. When this occurs, Plinko’s cycle can be finished since the coefficient of the subsequent round must be equal to or higher than the coefficient of x2.

It is significant to note that D’Alembert’s system strategy may or may not be effective depending on the particular Plinko game and casino, as operators may impose deposit caps, etc.

### Rules

The principles that must be followed to use D’Alembert’s system strategy in Plinko are as follows principles.

- Only when the ball enters the cell with a coefficient of at least x2 will the game be deemed a success.
- You must use 1% to 2% of your overall gaming budget to begin a game of Plinko. Of course, you can, but only if you’re prepared to take a chance.

There are numerous versions of this strategy. Let’s examine how you can use them in an online casino’s Plinko game.

### Practical Strategy Utilizing

You must decide the Plinko casino game round’s starting amount by D’Alembert’s strategy. It is advised to select a shrinking round size of 1% of your bankroll or less. For instance, the first roll will be 10 EUR (1% of 1000 EUR) if your bankroll is 1000 EUR.

Additionally, in the Plinko game, you will increase the amount by the initial bet size when you lose and decrease it by one unit when you win by D’Alembert’s technical principles. If you lost the first round of 10 EUR, for instance, the following one would be 20 EUR. The amount of the subsequent roll is decreased by 10 EUR if you win.

Continue in this manner, changing the sum by the outcome of the preceding game. To prevent suffering a significant financial loss, it is crucial to exercise caution and manage your bankroll sensibly.

### Pros and Cons

In comparison to Martingale, this theory provides the benefit of a lower amount of risk. This Plinko game principle can result in big revenue if the player does not have a long black line. However, the following drawbacks of this strategy should be considered:

- bank replenishment happens over time;
- the requirement for large startup money;
- it requires tenacity and patience;
- high odds are necessary for success.

Thus, this concept has both advantages and disadvantages, much like other game-playing strategies. Before using them in Plinko, it’s critical to study and assess them to get the desired outcomes.

### Contrary to d’Alembert’s Strategy

Since it only happens once every 10 to 15 rounds to hit a coefficient higher than x2, gamblers also employ the counter-d’Alembert strategy in Plinko. As a result, if we lose, we cut the bet by the same amount, and if we win, we raise it. If the Plinko ball were to unexpectedly strike a cell with a coefficient of x1, x0.5, the bet would remain the same. In a real-world online casino, it appears like follows principles.

- 10 EUR is the initial round.
- Wins. You choose to add 2 units to the total (10 + 2 = 12 EUR).
- Wins. Place an additional 2 units of bet (12 + 2 = 14 EUR).
- Lost. Subtract two units from the round’s total (14-2=12 EUR).

## Final Thought

Does D’Alembert’s mathematical principle apply to Plinko? According to a realistic estimate, you would need to play 13 consecutive rounds with a coefficient of less than x2 to lose all of your money if the first bet were to be 1% of your bankroll. The return is also the same because Plinko has a high RTP in every casino. However, keep in mind that d’Alembert’s principles, like any other principles, do not always guarantee success in gambling and may include some danger.

Javier Salas , an expert in the field of online casinos.