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The draw was done [αριθμός κλήρωσης 1965] and the winners of the first division will be more than 1,800,000 euros.
Lucky numbers on the Joker draw [1965] this Sunday is the following: 6, 8, 17, 23, 25, Joker: 11
Lucky numbers on the Joker draw [1964] Thursday is the following: 11, 15, 18, 29, 45 and Joker is the number: 2
The best system to win
According to OPAP agents, many actors choose variable systems. What is the best of them, always based on the odds?
Code 45: selected numbers 7, columns 5, cost € 2.50.
Chance: 23.8%
Code 35: selected numbers 8, columns 6, cost 3.00 euros.
Chance: 10.7%
Code 34: selected numbers 9, columns 9, cost € 4.50.
Chances: 7.1%
Code 25: selected numbers 9, columns 30, cost 15.00 euros.
Chance: 23.8%
Code 24: selected numbers 10, columns 14, cost € 7.00.
Chance: 5.55%
Code 23: selected numbers 10, columns 51, cost 25,50 €.
Probabilities: 20.24%
Code 15: selected numbers 11, columns 22, cost 11.00 €.
Chance: 4.76%
Code 14: Selected numbers 12, columns 38, cost 19,00 Euro.
Probabilities: 4.8%
Code 13: Selected numbers 13, columns 54, cost 27,00 Euro.
Chances: 4.2%
Code 12: selected numbers 15, columns 118, cost 59.00 €.
Chance: 3.93%
Conclusion: strictly based on chances, the best systems are 45 and 25 with a probability of 23.8%.
But what are the real chances of being the final winner of 15.5 million euros?
Below, the mathematicians Haralambos Philippidis and George Papachristou will badyze the chances of success of JOKER's famous OPER game according to the clbadic definition of probabilities (according to Laplace).
Based on the above definition, we badume that all columns are equipotent and that no exogenous factors can affect the result (eg, log weight).
We can find chances of only touching 5, losing the wildcard as follows: The probability of getting the first number is 5 to 45, or 11%. The probability of getting the second number is 4 to 44, or 9% (we put 4 in the numerator because we think we have already received the first number.) One of the five between we left.
In addition, as the draws do not reposition the balls on the drawer, we put a denominator 44 because a number has already been drawn, so that they are now playing 44 numbers). The odds for the third are 3 to 43, or 7%. For the fourth 2 to 42, 4.7% and for the fifth 1 to 41, 2.4%. To find the probability of collecting the five numbers (capped odds), multiply the above odds and obtain a odd of 0.000000818492, which is 0.000081% or 0.81 to 1 000 000.
And that without the extra number of jokers. If we want to count the joker between 1 and 20, then the odds of getting 5 + 1 by playing a single bet are 0.000004090755%, or about 4 odds out of 100,000,000!
So you have to play 12,222 cards of different combinations to have about 1% chance of winning a 5 in a straight. Since each column without a system costs 50 minutes, it has to spend 6,111 €. If you want to have about 1% chance of winning 5 + 1, you must play 244,351 coupons of different combinations at a cost of € 122,175.5.
In addition, if one wants to have a 100% chance of winning the 5th (no system), he has to spend 610,880 € on 1,221,759 simple cards of different combinations and he wants to have 100% of chances to win 5 + 1, he must spend 12 217 .590 € in 24.435.180 different coupons.
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