Keno 2 Ball

  
  1. Keno 2 Ball Bearings
  2. Keno 2 Extra Ball
  3. Keno 2 Ball Bowling

Introduction

This page refers to the form of Extra Draw keno where the player gets two extra balls for the price of his original wager. The more common form of this game grants the players three extra balls. Top live casino online. It should be emphasized that this page addresses the lesser-known version of two extra balls. I found such a game at the Holland Casino in Amsterdam and somebody asked about the game, at an unspecified location, in my forum at Wizard of Vegas in 2010.

In the version addressed on this page, Extra Draw Keno plays like conventional keno, except after the ball draw the player may purchase two more balls for the price of his original wager. The option is not offered if it is an extremely poor bet. The player wins according to the final ball draw, whether he chose the extra balls or not.

Following are two pay tables that I know of. Let me explain some of the rows in the tables. Examples are based on pay table 1.

  • Return: This is the ratio of the amount the player can expect to get back to his original wager. For example, the 97.21% for the pick-6 means that for every initial bet the player makes, he can expect to get back 97.21% of it by the end of the game. Another way to look at it is if he played 100 initial wagers at $1 each, then he could expected to lose 100 × (1 - 0.9721) = $2.79.
  • Strategy: This shows with how many catches after the initial draw the player should pay for the extra two balls. For example, for the pick-6 it shows '345.' This means that after catching 3, 4, or 5 balls it is a good value to buy the extra balls. For any other number of hits, don't.
  • Avg. bet: This shows the average bet per game, including the bet for the extra balls. For example, for the pick-6, the average bet is 1.161453. This means that the player will buy the extra ball 16.1453% of the time, for an average final bet per game of 1 + 0.161453 = 1.161453.
  • E of R: This stands for Element of Risk. This is the ratio of the return to the average bet. In other words, the ratio of money returned to the player to all money bet, including on the extra balls. This, I feel, is a better measurement for the value of the game than the return.

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The following Pay Table 1 I saw at the Holland Casino in Amsterdam on July 19, 2017.

Extra Draw Keno — Pay Table 1Expand

CatchPick 2Pick 3Pick 4Pick 5Pick 6Pick 7Pick 8Pick 9Pick 10
- - - - - - - - - -
1 - - - - - - - - -
2 15 2 1 1 - - - - -
3 45 9 3 2 2 - - -
4 80 20 12 5 5 3 2
5 150 60 18 14 10 6
6 500 75 50 25 15
7 1,000 200 50 30
8 2,000 500 100
9 5,000 1,000
10 10,000
Return 90.19% 96.20% 90.60% 91.77% 97.21% 91.56% 93.07% 95.48% 90.80%
Strategy 2 3 34 345 456 4567 45678 56789
Avg bet 1.000000 1.138754 1.043248 1.096027 1.161453 1.061562 1.102333 1.153050 1.064660
E of R 90.19% 96.67% 90.99% 92.49% 97.60% 92.05% 93.72% 96.08% 91.36%

The following Pay Table 2 was mentioned in my Wizard of Vegas forum. The location was not specified.


2 hitch ball

Extra Draw Keno — Pay Table 2Expand

Keno 2 Ball Bearings

CatchPick 3Pick 4Pick 5Pick 6Pick 7Pick 8Pick 9Pick 10
- - - - - - - - -
1 - - - - - - - -
2 4 2 1 - - - - -
3 26 8 4 3 1 - - -
4 45 18 14 10 6 5 3
5 110 33 20 18 7 5
6 125 46 32 15 13
7 200 64 22 20
8 800 300 50
9 1,000 500
10 2,000
Return 91.58% 91.92% 91.98% 93.72% 95.52% 98.00% 92.23% 91.63%
Strategy 3 4 345 3456 34567 5678 56789
Avg bet 1.000000 1.043248 1.012092 1.161453 1.236555 1.317120 1.038945 1.064660
E of R 91.58% 92.25% 92.08% 94.59% 96.38% 98.48% 92.52% 92.13%

Written by: Michael Shackleford

Keno 2 Extra Ball

Arm yourself with the info you need to fill out your Keno card. Keno Number Analysis is a goldmine of information about each ball, from the biggest jackpot paid out on that number, to when it was last seen.

Keno 2 Ball Bowling

Keno's all about which ball will be picked next, and with our Keno Number Analysis tool you can check which are drawn most often, how long ago they showed up, and how much they're worth to the typical winner.

NumberRankDraw FrequencyLast Seen - DateLast Seen - Days
271st50152021-02-093
352nd50102021-02-087
33rd50002021-02-092
504th50002021-02-091
125th49952021-02-085
326th49872021-02-087
407th49872021-02-091
498th49792021-02-092
659th49652021-02-091
6910th49612021-02-093
211st49612021-02-087
3312nd49562021-02-092
3113rd49562021-02-093
5914th49542021-02-091
5215th49542021-02-092
6316th49502021-02-093
7817th49452021-02-093
918th49442021-02-0613
3919th49412021-02-093
3020th49342021-02-0711
1021st49332021-02-092
4222nd49322021-02-093
723rd49312021-02-085
2624th49282021-02-092
4325th49262021-02-092
4626th49262021-02-092
3427th49262021-02-091
4728th49232021-02-091
1329th49232021-02-091
8030th49202021-02-091
6031st49132021-02-094
2232nd49102021-02-094
633rd49092021-02-085
7534th49082021-02-091
5335th49072021-02-094
5836th48972021-02-088
7137th48942021-02-085
1938th48912021-02-094
2539th48912021-02-088
6740th48902021-02-085
5541st48902021-02-085
1642nd48872021-02-093
543rd48852021-02-092
2944th48842021-02-091
7345th48832021-02-088
4546th48832021-02-079
4147th48822021-02-091
848th48762021-02-085
449th48762021-02-087
2350th48752021-02-092
151st48742021-02-094
3852nd48732021-02-093
2153rd48722021-02-093
1454th48712021-02-091
6255th48712021-02-092
3756th48712021-02-091
7257th48682021-02-091
6858th48672021-02-091
6459th48642021-02-092
2460th48602021-02-0711
6161st48532021-02-085
4862nd48522021-02-088
7763rd48502021-02-093
7664th48442021-02-092
1565th48442021-02-092
7066th48402021-02-094
2067th48392021-02-087
1868th48342021-02-091
2869th48272021-02-0710
5670th48252021-02-093
7471st48242021-02-092
4472nd48192021-02-091
5173rd48142021-02-094
5774th47922021-02-091
7975th47912021-02-086
5476th47722021-02-092
1177th47702021-02-0710
6678th47472021-02-091
3679th46802021-02-094
1780th46592021-02-091