Leonardo Fibonacci was the first great European mathematician of the Middle Ages. Born in Italy, Fibonacci was recognized for his services to the city where he lived, especially in accounting mathematics. The Fibonacci sequence is a sequence of whole numbers, where the next number must correspond to the sum of the two previous ones.
Based on this principle, it wasn't long before roulette players adapted this method to manage bets with the intention of recovering values lost in previous plays. Following this idea, we can say that the Fibonacci Method of betting, when applied to a roulette wheel, is intended to quickly recover previously lost balances.
To use this method you will need to make notes.
RULES:
1) Set a goal. Example: winning 20 chips.
2) Choose the value of your first bet, for example 1 chip.
3) Make the first move with the initial value you set, in this case, 1 chips.
4) Make the second move with the same value as the first. Whether you won or lost is not important.
Write down the value wagered on the two moves, in this case, your notation will look like this: (1,1). From here on:
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Whenever the player loses:
The player adds up the value of his last two bets, notes that value, and bets the sum result on his next turn. -
Whenever the player wins:
The player crosses out the last two noted values and adds the two numbers before those crossed out, notes that value, and bets the result of the sum on his next turn. - If there is only 1 number left written down, then the player repeats the value of his initial bet.
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1st PLAY: The player bets 1 chip and writes down the value.
Your notation should look like this: (1).
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2nd PLAY: The player again bets 1 chip and makes a note of the amount.
Your notation should look like this: (1,1).
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3RD PLAY. From now on, there will always be two situations:
- Let's imagine that in the previous move, (2nd GAME), player lost.
The player then adds up the value of his last two bets, in this case (1+1), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2).
- Let's imagine that in the previous move, (2nd GAME), the player won.
The player then crosses out the last two numbers and bets the initial amount again. Your notation should look like this: (1,1,2).
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4TH PLAY:
- Let's imagine that in the previous move, (3rd PLAY), the player lost.
The player then adds up the value of his last two bets, in this case (1+2), enters the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2,3).
- Let's imagine that in the previous move, (3rd GAME), the player won.
The player then crosses out the last two numbers and bets the initial amount again.
Your notation should look like this: (1,1,2,1).
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5TH PLAY:
- Let's imagine that in the previous move, (4th PLAY), the player lost.
The player then, adds up the value of his last two bets, in this case (2+3), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this (1,1,2,3,5).
- Let's imagine that in the previous move, (4th GAME), the player won.
The player crosses out the last two numbers and adds the two numbers before those that were crossed out, in this case (1+1), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2,1,2).
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6TH PLAY:
- Let's imagine that in the previous move, (5th PLAY), the player lost.
The player then adds up the value of his last two bets, in this case (3+5), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2,3,5,8).
- Let's imagine that in the previous move, (5th GAME), the player won.
The player crosses out the two last numbers and adds the two numbers before those that were crossed out, in this case (1+1), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2,1,2,3).
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7TH PLAY:
- Let's imagine that in the previous move, (6th PLAY), the player lost.
The player then adds up the value of his last two bets, in this case (5+8), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2,3,5,8,13).
- Let's imagine that in the previous move, (6th GAME), the player won.
The player crosses out the last two numbers and adds the two numbers before those that were crossed out, in this case (1+1), notes the value of this sum in his sequence and bets the result of the sum.
Your notation should look like this: (1,1,2,1,2,3,3).
SUMMARY:
- Whenever you lose: The player adds up the value of his last two bets, notes that value and bets the result of the sum on his next turn.
- Whenever he wins: The player crosses out the last two numbers he has written down and adds the two numbers before that, makes a note of it and bets the result of the sum on his next move.
- Whenever there is only 1 number left: The player repeats the value of his initial bet.
ADVANTAGES OF THE METHOD FIBONACCI:
The main advantage of the Fibonacci Method is that even if a player has lost a few times, it only takes two wins in a row to recover the entire balance spent.
Another advantage is that when a player wins at roulette, he does not need to invest much in his next bet.
EXEMPLE:
Suppose the player is making plays that pay x2, and he has already lost 9 times in a row.
The annotation would look like this: (1,1,2,3,5,8,13,21,34).
So far, the sum of your spending has been: 88 chips.
At this point, the player will make his tenth move.
The notation would look like this: (1,1,2,3,5,8,13,21,34,55).
His spending would be 143 chips.
Let's imagine that the player wins by betting 55 chips.
Your profit would then be 110 chips. Notice that even with this win, he still hasn't recovered his balance in full.
After this last bet, his notes would look like this: (1,1,2,3,5,8,13,21,34,55,34).
To make a profit, the player would have to place another bet of 34 chips and win.
When winning, the player would accumulate 68 more chips that added to the 110 of the previous victory, would make a total of 178 chips, deducting 34 chips from his last bet, the player would be left with a positive balance of 144 chips, which would cover the amounts spent so far.
DISADVANTAGES OF THE METHOD FIBONACCI:
This method for winning at roulette requires a relatively high bankroll and it is safer to use it on bets that pay x2 or x3, above that, the method becomes very risky as there may be losses in a row and the betting amount will have to be higher and higher.
AGGRESSIVENESS OF THE METHOD FIBONACCI:
Aggressive.