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What are the 5 most common lottery numbers?

Here are the 10 most common numbers to be drawn on the five white balls for the past seven years. 63: Drawn 73 times. 21: Drawn 73 times. 69: Drawn 72 times. 36: Drawn 70 times. 23: Drawn 70 times. 39: Drawn 69 times. 62: Drawn 69 times. 59: Drawn 68 times. More items... •

king5.com - What are the most common Powerball numbers? - King 5 News

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Make Your Bookie Cry And Pull The Hair By Generating $23,187

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No number is more likely to make you rich than others, but some are a bit more common in the last seven years.

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DES MOINES, Iowa — A huge Powerball jackpot is nearing $2 billion, and you may be wondering if some numbers are "luckier" than others. The short answer: All combinations have the same tiny chance at winning. To win the jackpot, you need to beat the whopping 1 in 292.2 million odds by matching the numbers on the five white balls and the red Powerball. Players often wonder if there's a strategy to it. Some numbers have been drawn a bit more often than others, but your chances remain the same for any combination.

Are some numbers luckier?

Statistics professor Rong Chen said in a Q&A article from Rutgers University that any combination has the same odds. Being selected in the past doesn't mean a combination is more or less likely to win: "Those numbers have the same chance of winning as any other number today." Chen said combinations that other players are less likely to pick, like strong patterns or numbers that are too high to be a birthdate, might reduce your chances of having to share the jackpot. That doesn't make you any more likely to actually win, though. Just for fun, we wanted to take a look at the "luckiest" numbers in Powerball's recent history. These totals are from the last seven years — from Oct. 7, 2015 to Saturday's drawing — according to lottery statistics site lottonumbers.com.

Most common main numbers

Here are the 10 most common numbers to be drawn on the five white balls for the past seven years.

61: Drawn 78 times

32: Drawn 77 times

63: Drawn 73 times

21: Drawn 73 times

69: Drawn 72 times

36: Drawn 70 times

23: Drawn 70 times

39: Drawn 69 times

62: Drawn 69 times

59: Drawn 68 times

Most common Powerball numbers

Here are the 10 most common numbers for the red Powerball in the last seven years.

24: Drawn 45 times.

18: Drawn 42 times

4: Drawn 36 times

13: Drawn 34 times

21: Drawn 34 times

10: Drawn 33 times

6: Drawn 33 times

26: Drawn 33 times

19: Drawn 32 times

3: Drawn 32 times

The 'loneliest' numbers

Two numbers are tied as the least-drawn main numbers for the last seven years: 34 and 26, both drawn 44 times. As for the red Powerball, only one number holds the least-drawn spot: 23, drawn just 22 times in the past seven years. But could things be looking up for #23? It was last drawn Wednesday.

We make a great pair!

Since two is better than one, we'll look at Powerball's most common pairs for main numbers in the last seven years.

32 and 58: Drawn 12 times

8 and 27: Drawn 11 times

7 and 15: Drawn 11 times

How do you win Powerball?

While the odds of taking home the jackpot are extremely small, Powerball says you have a 1 in 24.87 chance of winning a prize. There are nine ways to win at least a little cash.

Top 10 biggest US lottery jackpots

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Is 9 a evil number?

Examples. The first evil numbers are: 0, 3, 5, 6, 9, 10, 12, 15, 17, 18, 20, 23, 24, 27, 29, 30, 33, 34, 36, 39 ...

en.wikipedia.org - Evil number - Wikipedia

Class of binary number

In number theory, an evil number is a non-negative integer that has an even number of 1s in its binary expansion.[1] These numbers give the positions of the zero values in the Thue–Morse sequence, and for this reason they have also been called the Thue–Morse set.[2] Non-negative integers that are not evil are called odious numbers.

Examples

The first evil numbers are:

Equal sums

The partition of the non-negative integers into the odious and evil numbers is the unique partition of these numbers into two sets that have equal multisets of pairwise sums.[3] As 19th-century mathematician Eugène Prouhet showed, the partition into evil and odious numbers of the numbers from 0 {displaystyle 0} to 2 k − 1 {displaystyle 2^{k}-1} , for any k {displaystyle k} , provides a solution to the Prouhet–Tarry–Escott problem of finding sets of numbers whose sums of powers are equal up to the k {displaystyle k} th power.[4]

In computer science

In computer science, an evil number is said to have even parity.

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