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Keno odds of winning and the house percentage, you`ll be able to bet in the best way there is and win more money in Keno. Most Keno players avoid learning Keno odds, because it seems mathematical and complicated, but actually Keno odds are pretty easy to grasp, if you dissect it into different parts.
In order to understand the Keno odds, you need to understand three factors:
The house edge only means that over a larger time period the casino will win 10% of the money players put in the game. It might take a month, half a year, or a year, but eventually the casino`s accumulated games will give the casino 10% of the money that players bet.
So the most important of all Keno rule is the rule that regards Keno odds, that you just learned, is that over time, the casino will earn the house edge. If the house edge is 20% of wagers, the casino will eventually get 20% of the money players wager in Keno.
This rule just explained deals with the most fundamentsl tips there is:
The average house advantage for Keno is between 15% to 25%, and this is usually the Keno odds of the game. Even though this sounds a lot, Keno is worth while because it costs almost nothing to participate in the game, and you can win up to hundreds of thousands of dollars in one game. These prizes make Keno odds worth while.
The Keno odds offered to players are better than any state lottery, and it`s a shame lottery players aren`t aware of this. Otherwise those players would click on the first online casino instead of buying lottery tickets with a worse house edge.
Nowadays, online Keno games offer even better Keno odds, because their overhead costs are much lower.
The Keno odds are set according to the type of bet that is made:
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Chosen numbers
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Rolled numbers
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Probability of getting each of the numbers
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Casino edge
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1
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1,0
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1 in 4, 1 in 3.33
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25%
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2
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2,1,0
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1 in 16.63; 1 in 2.63; 1 in 1.78
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8%
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3
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3,2,1,0
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1 in 72.07; 1 in 7.20; 1 in 2.32; 1 in 2.40
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7%
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4
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4,3,2,1,0
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1 in 326; 1 in 23.12; 1 in 4.70; 1 in 2.31; 1 in 3.24
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6%
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5
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5,4,3,2,1,0
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1 in 1,550; 1 in 82.70; 1 in 11.91; 1 in 3.70; 1 in 2.46; 1 in 4.40
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6%
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6
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6,5,4,3,2,1,0
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1 in 7,700; 1 in 323; 1 in 35.04; 1 in 7.70; 1 in 3.24; 1 in 2.75; 1 in 6.00
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6%
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7
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7,6...1,0
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1 in 41,000; 1 in 1,366; 1 in 116; 1 in 19.16; 1 in 5.71; 1 in 3.06; 1 in 3.17; 1 in 8.22
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6%
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8
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8,7...1,0
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1 in 230,000; 1 in 6,232; 1 in 422; 1 in 54.64; 1 in 12.27; 1 in 4.65; 1 in 3.05; 1 in 3.75; 1 in 11.33
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7%
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9
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9,8...1,0
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1 in 1,300,000; 1 in 30,682; 1 in 1,690; 1 in 174; 1 in 30.67; 1 in 8.76; 1 in 4.06; 1 in 3.16; 1 in 4.53; 1 in 15.67
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7%
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10
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10,9...1,0
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1 in 8,900,000; 1 in 163,000; 1 in 7,000; 1 in 620; 1 in 87.11; 1 in 19.44; 1 in 6.79; 1 in 3.74; 1 in 3.39; 1 in 5.57; 1 in 21.84
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5%
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11
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11,10...1,0
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1 in 62,000,000; 1 in 945,000; 1 in 35,000; 1 in 2,430; 1 in 277; 1 in 49.49; 1 in 13.50; 1 in 5.60; 1 in 3.59; 1 in 3.73; 1 in 6.95; 1 in 30.57
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7%
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12
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12,11...1,0
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1 in 478,000,000; 1 in 5,900,000; 1 in 184,000; 1 in 10,000; 1 in 980; 1 in 142; 1 in 31.05; 1 in 10.06; 1 in 4.86; 1 in 3.57; 1 in 4.21; 1 in 8.79; 1 in 43.05
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6%
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13
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13,12...1,0
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1 in 4,000,000,000; 1 in 41,000,000; 1 in 1,000,000; 1 in 49,844; 1 in 3,847; 1 in 458; 1 in 81.20; 1 in 21.05; 1 in 7.94; 1 in 4.40; 1 in 3.67; 1 in 4.84; 1 in 11.26; 1 in 60.99
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5%
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14
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14,13...1,0
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1 in 38,900,000,000; 1 in 324,000,000; 1 in 6,700,000; 1 in 262,000; 1 in 16,739; 1 in 1,644; 1 in 239; 1 in 50.37; 1 in 15.21; 1 in 6.58; 1 in 4.13; 1 in 3.86; 1 in 5.67; 1 in 14.59; 1 in 86.95
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6%
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15
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15,14...1,0
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1 in 428,000,000,000; 1 in 2,800,000,000; 1 in 48,000,000; 1 in 1,500,000; 1 in 81,000; 1 in 6,576; 1 in 789; 1 in 136; 1 in 33.46; in 11.58; 1 in 5.68; 1 in 4; 1 in 4.16; 1 in 6.76; 1 in 19.13; 1 in 124.75
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