## Keno Stats

Keno Numbers Most Drawn gives an insight into what comes out most often, so you can decide whether to risk including these regulars in your selection, or to steer clear of them. The table below provides a unique insight on which balls are drawn most often. Keno stats for Washington Lottery in the US suggest that the numbers 75, 29, 53, 65, and 42 are the most common ones (at the time of this post). So, as you see, there’s not much of a rule when it comes to Keno numbers. Larry Kenon - Career stats, game logs, biographical info, awards, and achievements for the NBA, ABA, and NCAA.

- Kino Stats
- Ma Keno Stats
- Keno Statistiques
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**How to use Keno Stats**

Select a state and the number of recent keno games to search, then click ‘Get Stats’ to get the **keno statistics**. Review the stats of recent keno game results to help you make an informed decision on which numbers to play. Recent keno results are shown is several formats, You can see which numbers are ‘Hot’ or ‘Cold’ or view stats on a game sheet layout. You can also use kenostat to look up recent keno game results.

KENOStat is FREE for everyone to use. Try it on your web-enabled phone next time you play Keno.

Most states have live updates, some are delayed. Delayed lottery results are noted on the results page. Not all state lotteries have Keno. If you don’t see your state, try checking back soon. We are working on adding more states.

**Daily Lucky Keno Numbers**

Keno stat will generate daily lucky keno numbers.

Today’s “lucky” numbers are: 27, 43, 9, 57, 77

Check back daily for the 5 lucky keno numbers of the day.

**Best Keno Numbers**

Below is a table chart of the best keno numbers or the most commonly drawn keno numbers.

Number | Frequency | Drawn |
---|---|---|

27 | 3929 | 25.77% |

33 | 3925 | 25.74% |

65 | 3918 | 25.70% |

12 | 3907 | 25.63% |

69 | 3904 | 25.61% |

47 | 3898 | 25.57% |

35 | 3898 | 25.57% |

32 | 3897 | 25.56% |

63 | 3894 | 25.54% |

40 | 3893 | 25.53% |

3 | 3890 | 25.51% |

50 | 3889 | 25.51% |

42 | 3884 | 25.48% |

2 | 3878 | 25.44% |

10 | 3877 | 25.43% |

59 | 3865 | 25.35% |

49 | 3862 | 25.33% |

43 | 3861 | 25.32% |

78 | 3861 | 25.32% |

52 | 3857 | 25.30% |

67 | 3857 | 25.30% |

34 | 3855 | 25.29% |

9 | 3851 | 25.26% |

7 | 3850 | 25.25% |

60 | 3848 | 25.24% |

13 | 3845 | 25.22% |

6 | 3843 | 25.21% |

30 | 3843 | 25.21% |

23 | 3838 | 25.17% |

31 | 3837 | 25.17% |

73 | 3829 | 25.11% |

26 | 3820 | 25.06% |

39 | 3816 | 25.03% |

37 | 3815 | 25.02% |

68 | 3815 | 25.02% |

16 | 3812 | 25.00% |

80 | 3812 | 25.00% |

75 | 3811 | 25.00% |

45 | 3810 | 24.99% |

29 | 3809 | 24.98% |

64 | 3808 | 24.98% |

21 | 3808 | 24.98% |

76 | 3805 | 24.96% |

22 | 3801 | 24.93% |

55 | 3797 | 24.90% |

28 | 3797 | 24.90% |

46 | 3796 | 24.90% |

5 | 3796 | 24.90% |

19 | 3795 | 24.89% |

4 | 3795 | 24.89% |

62 | 3794 | 24.89% |

53 | 3794 | 24.89% |

38 | 3791 | 24.87% |

14 | 3791 | 24.87% |

58 | 3788 | 24.85% |

72 | 3788 | 24.85% |

25 | 3781 | 24.80% |

15 | 3780 | 24.79% |

8 | 3779 | 24.79% |

71 | 3778 | 24.78% |

77 | 3777 | 24.77% |

18 | 3773 | 24.75% |

48 | 3772 | 24.74% |

1 | 3767 | 24.71% |

24 | 3767 | 24.71% |

61 | 3765 | 24.70% |

20 | 3760 | 24.66% |

44 | 3751 | 24.60% |

11 | 3749 | 24.59% |

41 | 3748 | 24.58% |

74 | 3743 | 24.55% |

54 | 3741 | 24.54% |

79 | 3739 | 24.52% |

51 | 3735 | 24.50% |

70 | 3717 | 24.38% |

57 | 3717 | 24.38% |

56 | 3692 | 24.22% |

66 | 3675 | 24.10% |

36 | 3655 | 23.97% |

17 | 3612 | 23.69% |

### Lottery Games:

We have collected some of the best lottery games now play and have a chance to win the mega millions.

Many people are into lottery games nowadays. Why? The possibility of winning millions of cash instantly and becoming lucky for life has greatly contributed to the growing success of lotto games, in particular, those on the Internet. As compared to other gambling games, the lottery has attracted most of the bettors although there exists a slimmer possibility of winning the jackpot. Having numerous dollars at stake on each draw, a lot of people flock on betting stations to obtain an opportunity to win the important jackpot. Increasing the possibility of becoming an instant millionaire is not simple. However, you may still find solutions to analyze the winning odds and deduce the possible outcomes for one more draw. This is made possible with Lotto Method.

There are two various kinds of lottery players. The first sort of player hopes for living a life of affluence and plays lotteries offering the best jackpots, no matter what odds. If you are this form of a person, the best lottery agents to experience can be:

which is UK based and deal with these types of lottery games. That’s because the jackpots are huge, sometimes reaching to the vast sums of pounds level. But, naturally, the percentages of winning the jackpot, at approximately 1-in-76-million, can be bad but the prize payout is tremendous and offers you more than just a 2nd chance.

### Kino Stats

So why not take a chance to win the mega millions. Money goes in and money comes out. It’s simple, other than money there are other types of prize payout with these games as well for a very fun experience. There are lots of lottery offices located in many different cities and towns.

There are a few common lottery offices in the united states such as the Maryland Lottery and the Massachusetts state lottery commission. If you’re big into lottery news and watching keno monitors here at kenostat.com we developed a system to help you monitor different keno wagers.

### Keno Bonus and keno wagers:

Keno is one of the games that numerous people walk past in casinos, then realize they’re setting up a mistake. The odds of winning the game don’t appear to favor a number of people, in the beginning, but those with the passion to get a chance at the keno winnings will take the chance no matter because life is full of risk, and making serious money. Chance drawing is simply that, a chance and each keno number or lottery draw are based simply on chance. However, there are a few mathematical strategic systems out there which can help you to choose numbers that have a higher chance and increase your draw game.

The whole function of teaching yourself to play Keno is just not to easily throw your money at the poker tables, pulling slot machine handles, or anything like that, it’s to generate income. The game play is fairly easy, just pick numbers it’s that simple. It might seem rudimentary, but people manage to ignore the reason they may be gambling, and that’s for the reason that casinos would love you to imagine it’s only “fun” and not serious business. The first tip before we launch into every other commentary with this game choice is to deal with gambling being a business, and you should generate income. Treat it like a “game” so you won’t win often, and you should wind up walking away broke. The following can help you learn Keno the correct way.

If you want to play keno, you have to have a ticket which has numbers 1 to 80 written on it. If the game is on video, you will find there are displayed simulated card about the monitor which includes numbers included on it. There’s no must hold an actual card. The rule of the game is that you pick out some numbers with the expectation that the selection will be randomly generated. In a gaming, simply click on the numbers you’ve selected. If you change your mind concerning the number you’ve got picked, you’ll be able to click it again to unselect it.

### The Georgia (GA) Lottery Information:

The Georgia (GA) Lottery had started operating in 1993 also it contributes a significant area of its earnings to aid fund the educational programs in Georgia. The Georgia Lottery games include Powerball, Win For Life, Fantasy 5, Midday 4, Midday 3, Cash 4 and Cash 3. If you are lottery player associated with any of these games, remember strategies in which you’ll be able to enhance your probability of winning the game and prize. Here are a few lottery winning strategies which if learned and practiced will truly make you a success of Georgia lottery games:-

The pick 3 can be a lottery system wherein you would think of numbers from 1 to 9 and obtain three numbers and make use of them for the number combinations. And then you are able to place your bets. Another reason why the pick 3 may be the easiest way to win financial resources is that it’s played twice a day which means you could have two chances of winning the lottery on that day. But then, regardless of whether pick 3 may be the easiest game to play, the likelihood is still slim for the reason that ratio of winning is 1:1000.

It’s also very unlikely that their opportunity be described as a lotto win of amounts of a pattern (5, 10, 15, 20). Obviously, the larger volume of numbers you’re wanting to pick, (i.e. pick 3 versus pick 6) the reduced your likelihood is at winning. Stick to games that will fork out the highest quantity of money using the lowest amount of risk involved.

There was a time when I was very skeptical and failed to believe any of this. But, some nagging questions like the one in regards to the casinos banning computers bothered me. They lingered and may not vanish entirely. Finally, during a summer break between semesters, I spent my summer writing a lottery application to respond to my questions and satisfy my curiosity. I wanted to find out if there were any situation that I could do to improve my chances.

If you alter the numbers, you then don’t understand the machine and about that period, a set will really come up. Do not use combinations in sequel including 21-22-23-24-25-26, because they rarely hit. There are thousands of combinations honestly that men and women play not aware they’re bad combinations that will never make a winning ticket.

To understand keno probabilities you must first fully understand the combinatorial function. For example, in the Maryland lotto the player picks 6 numbers out of 49. Then the lottery will draw 6 numbers out of 49, without replacement. The player wins the jackpot if all six numbers match (order does not matter). If you don’t know the probability of winning per game is 1 in 13,983,816 then you need to review the combinatorial function before going further.

In keno the casino, or game machine, will draw 20 numbers out of 80, without replacement. Before this happens the player may pick 1 to 15 (or more) numbers. A 'catch' is a number the player picked and was drawn by the casino. A 'miss' is a number of the player picked but was not drawn by the casino. The player is paid according to the number of picks made and catches.

Although the player picks first the combinations get very huge when calculation the number of ways the casino can match the player’s picks. To start with there are combin(80,20) = 3,535,316,142,212,180,000 ways the casino can draw 20 numbers out of 80. Many calculators don’t support numbers this big. So to keep the combinations smaller we will assume the casino draws first, but keeps the numbers secret, and player tries to match the numbers already drawn. I assure you the math is the same either way.

All the following images were taken from the Luxor keno rulebook. All pays are on a 'for one' basis. In other words the player never gets his original bet back, even if he wins.

## 1 Spot

Let’s examine the 1 Spot card first. Here the player just picks one number, from 1 to 80. Then the casino will draw 20 numbers. If one of these 20 match the player’s number then the player is paid $3 for a $1 bet.

There are 80 numbers the player can pick. 20 of these will result in a winning ticket. So the probability of winning is 20/80 = ¼. The expected return is thus ¼ * 3 = 75%.

## 2 Spot

We need to start using the combinatorial function for the 2 Spot card. The player picks 2 numbers and casino must draw both of them for the player to win. There is no consolation prize for only catching one. There are a total of combin(80,2) = 3160 ways the player can draw 2 numbers out of 80. However the player must draw 2 out of the casino’s 20 drawn numbers to win. So there are only combin(20,2) = 190 ways to draw 2 winning numbers. So the probability of winning is 190/3160 = 6.01%. A winning $1 ticket pays $12, so the expected return is (190/3160) * $12 = 72.15%.

Alternatively, the probability the player’s first pick will match one of the casino’s numbers is 20/80. If it does match the probability the second pick will match one of the casino’s other 19 numbers out of 79 is 19/79. So the probability of winning is (20/80)*(19/79) = 6.01%.

## 3 Spot

Pokerstars live tournaments. With the 3 Spot card we start having consolation prizes for not matching every pick. First let’s determine the probability of catching all 3 marks. There are combin(80,3) = 82,160 ways to draw 3 numbers out of 80. To catch all three the player must pick all 3 numbers from the casino’s 20 drawn numbers. There are combin(20,3) = 1140 ways to do this. So the probability of catching all 3 is 1140/82160 = 1.39%.

There is a consolation prize for catching 2 out of 3. Imagine the casino puts the 20 drawn numbers in a winning urn and the other 60 numbers in a losing urn. The number of ways to catch 2 out of 3 is the number of ways to draw 2 balls from the 20 in the winning urn, which is combin(20,2) = 190. The number of ways to draw one losing ball out of 60 is obviously 60. So the number of ways to catch 2 out of 3 is the product of the number of ways to pick 2 winning balls from the winning urn and 1 ball from the losing urn, or 190*60 = 11,400. We already know there are combin(80,3) = 82,160 total ways to draw 3 balls out of 80. So the probability of catching 2 out of 3 is 11,400/82,160 = 13.88%.

For any bet the expected return is the dot product over every possible event of the probability and what it pays. The following table shows every possible outcome, with the total in the bottom row.

Catch | Formula | Combinations | Pays | Return |

3 | combin(20,3)*combin(60,0) | 1140 | $42 | $47880 |

2 | combin(20,2)*combin(60,1) | 11400 | $1 | $11400 |

1 | combin(20,1)*combin(60,2) | 35400 | $0 | $0 |

0 | combin(20,0)*combin(60,3) | 34220 | $0 | $0 |

Total | 82160 | $ | $59280 |

The bottom right cell shows that over all 82,160 combinations the player will get back $59,280. So the expected return is 59280/82160 = 72.15%.

## 4 Spot

For the 4 Spot ticket the number of ways to catch all four is combin(20,4) = 4845. The number of ways to catch 3 and miss one is the product of the number of ways to choose 3 out of 20 and the number of ways to choose 1 out of 60, or combin(20,3) * 60 = 1140*60 = 68,400. The number of ways to catch 2 and miss 2 is the product of the number of watch to choose 2 out of 20 winners and 2 out of 60 losers, or combin(20,2)*combin(60,2) = 190 * 1770 = 336,300. The following table shows all the possible outcomes.

Catch | Formula | Combinations | Pays | Return |

4 | combin(20,4)*combin(60,0) | 4845 | $120 | $581400 |

3 | combin(20,3)*combin(60,1) | 68400 | $3 | $205200 |

2 | combin(20,2)*combin(60,2) | 336300 | $1 | $336300 |

1 | combin(20,1)*combin(60,3) | 684400 | $0 | $0 |

0 | combin(20,0)*combin(60,4) | 487635 | $0 | $0 |

Total | 1581580 | $ | $1122900 |

The return of the 4 Spot ticket is 1,122,900/1,581,580 = 71.00%.

## 4 Spot Special

### Ma Keno Stats

Next, let’s look at the 4 Spot Special. We just worked out all the combinations, so we only need to apply them to a different pay table as follows, based on a $7 ticket.

Catch | Formula | Combinations | Pays | Return |

4 | combin(20,4)*combin(60,0) | 4845 | $1360 | $6589200 |

3 | combin(20,3)*combin(60,1) | 68400 | $20 | $1368000 |

2 | combin(20,2)*combin(60,2) | 336300 | $0 | $0 |

1 | combin(20,1)*combin(60,3) | 684400 | $0 | $0 |

0 | combin(20,0)*combin(60,4) | 487635 | $0 | $0 |

Total | 1581580 | $ | $7957200 |

### Keno Statistiques

The expected return of the ticket is 7,957,200/1,581,580 = $5.0312. However we must divide this by $7, the cost of the ticket, to get the expected return, which is $5.0312/$7 = 71.87%. So, if you don’t mind extra volatility, and were going to bet $7 anyway, the 4 Spot Special is a better bet than the regular 4 Spot.

## 5 Spot

For the rest of the tickets I will present just the return tables. Following is the return table for the 5 Spot.

Catch | Formula | Combinations | Pays | Return |

5 | combin(20,5)*combin(60,0) | 15504 | $800 | $12403200 |

4 | combin(20,4)*combin(60,1) | 290700 | $9 | $2616300 |

3 | combin(20,3)*combin(60,2) | 2017800 | $1 | $2017800 |

2 | combin(20,2)*combin(60,3) | 6501800 | $0 | $0 |

1 | combin(20,1)*combin(60,4) | 9752700 | $0 | $0 |

0 | combin(20,0)*combin(60,5) | 5461512 | $0 | $0 |

Total | 24040016 | $ | $17037300 |

5-Spot return = $17,037,300/24,040,016 = 70.87%

## 6 Spot

Catch | Formula | Combinations | Pays | Return |

6 | combin(20,6)*combin(60,0) | 38760 | $1500 | $58140000 |

5 | combin(20,5)*combin(60,1) | 930240 | $88 | $81861120 |

4 | combin(20,4)*combin(60,2) | 8575650 | $4 | $34302600 |

3 | combin(20,3)*combin(60,3) | 39010800 | $1 | $39010800 |

2 | combin(20,2)*combin(60,4) | 92650650 | $0 | $0 |

1 | combin(20,1)*combin(60,5) | 109230240 | $0 | $0 |

0 | combin(20,0)*combin(60,6) | 50063860 | $0 | $0 |

Total | 300500200 | $ | $213314520 |

6-Spot return = 70.99%

## 7 Spot

Catch | Formula | Combinations | Pays | Return |

7 | combin(20,7)*combin(60,0) | 77520 | $7000 | $542640000 |

6 | combin(20,6)*combin(60,1) | 2325600 | $350 | $813960000 |

5 | combin(20,5)*combin(60,2) | 27442080 | $20 | $548841600 |

4 | combin(20,4)*combin(60,3) | 165795900 | $2 | $331591800 |

3 | combin(20,3)*combin(60,4) | 555903900 | $0 | $0 |

2 | combin(20,2)*combin(60,5) | 1037687280 | $0 | $0 |

1 | combin(20,1)*combin(60,6) | 1001277200 | $0 | $0 |

0 | combin(20,0)*combin(60,7) | 386206920 | $0 | $0 |

Total | 3176716400 | $ | $2237033400 |

The 7-spot has a return of $2237033400/3176716400 = 70.42%

## 8 Spot

Catch | Formula | Combinations | Pays | Return |

8 | combin(20,8)*combin(60,0) | 125970 | $20000 | $2519400000 |

7 | combin(20,7)*combin(60,1) | 4651200 | $1500 | $6976800000 |

6 | combin(20,6)*combin(60,2) | 68605200 | $90 | $6174468000 |

5 | combin(20,5)*combin(60,3) | 530546880 | $9 | $4774921920 |

4 | combin(20,4)*combin(60,4) | 2362591575 | $0 | $0 |

3 | combin(20,3)*combin(60,5) | 6226123680 | $0 | $0 |

2 | combin(20,2)*combin(60,6) | 9512133400 | $0 | $0 |

1 | combin(20,1)*combin(60,7) | 7724138400 | $0 | $0 |

0 | combin(20,0)*combin(60,8) | 2558620845 | $0 | $0 |

Total | 28987537150 | $ | $20445589920 |

8-Spot return = $20445589920/28987537150 = 70.53%.

## 9 Spot

Catch | Formula | Combinations | Pays | Return |

9 | combin(20,9)*combin(60,0) | 167960 | $25000 | $4199000000 |

8 | combin(20,8)*combin(60,1) | 7558200 | $4000 | $30232800000 |

7 | combin(20,7)*combin(60,2) | 137210400 | $300 | $41163120000 |

6 | combin(20,6)*combin(60,3) | 1326367200 | $43 | $57033789600 |

5 | combin(20,5)*combin(60,4) | 7560293040 | $4 | $30241172160 |

4 | combin(20,4)*combin(60,5) | 26461025640 | $0 | $0 |

3 | combin(20,3)*combin(60,6) | 57072800400 | $0 | $0 |

2 | combin(20,2)*combin(60,7) | 73379314800 | $0 | $0 |

1 | combin(20,1)*combin(60,8) | 51172416900 | $0 | $0 |

0 | combin(20,0)*combin(60,9) | 14783142660 | $0 | $0 |

Total | 231900297200 | $ | $162869881760 |

9 Spot Return = 70.23%

## 10 Spot

For some reason there is a $2 minimum beginning with the 10-spot. Here is the return table for a $2 ticket.

Catch | Formula | Combinations | Pays | Return |

10 | combin(20,10)*combin(60,0) | 184756 | $50000 | $9237800000 |

9 | combin(20,9)*combin(60,1) | 10077600 | $8000 | $80620800000 |

8 | combin(20,8)*combin(60,2) | 222966900 | $2000 | $445933800000 |

7 | combin(20,7)*combin(60,3) | 2652734400 | $260 | $689710944000 |

6 | combin(20,6)*combin(60,4) | 18900732600 | $40 | $756029304000 |

5 | combin(20,5)*combin(60,5) | 84675282048 | $4 | $338701128192 |

4 | combin(20,4)*combin(60,6) | 242559401700 | $0 | $0 |

3 | combin(20,3)*combin(60,7) | 440275888800 | $0 | $0 |

2 | combin(20,2)*combin(60,8) | 486137960550 | $0 | $0 |

1 | combin(20,1)*combin(60,9) | 295662853200 | $0 | $0 |

0 | combin(20,0)*combin(60,10) | 75394027566 | $0 | $0 |

Total | 1646492110120 | $ | $2320233776192 |

### See Full List On Lottoresults.co.nz

The $2 10-spot returns on average $1.4092. So the expected return is $1.4092/2 = 70.46%.

### See All Results For This Question

The Luxor keno rule book goes through a pick 15, plus a pick 20. However hopefully you understand how to do the math yourself by now.