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Multistrike Poker

Last update: Oct 13, 2004

Introduction

Multistrike Poker is starting to pop up in casinos in Las Vegas and Reno. It is a clever video poker based game with four levels of hands, each worth twice as much as the last. However the player must keep winning to advance in levels, much like an arcade game. The graphics and sounds effects are very well done. The game also offers returns competitive with conventional video poker, assuming proper Multistrike Poker strategy.

This section shall focus on the highest pay table offered, Full Pay Deuces Wild, which is characterized by paying 5 for a four of a kind. The optimal strategy return for this pay table in Multistrike poker is 100.88%. This section shall focus on this game only. A strategy can be found in my Multistrike Poker appendix 1.

Rules

The Multistrike Poker games I have seen offer the player a menu of games to play and coinages to play for. For example the machines at the Mirage offer these games, with the optimal strategy return in parenthesis: Jacks or Better (98.78%), Bonus Poker (98.22%), Deuces Wild (99.14%), Double Bonus (98.16%), Double Double Bonus (98.15%). The player had the choice of playing at the $1 or $2 coinage on this machine, the pay table was the same at both coinages. Although there are several base games the method of play is always the same as follows.

  1. The player can play one to four lines and one a configurable number of coins per line, however the majority of machines should take up to five coins per hand.
  2. Player is dealt five cards to the bottom, or level 1 hand. Sometimes the player gets a "Free Ride" card, which is replaced after about a second with a regular card.
  3. Player keeps the cards of his choice and is given replacement cards as in conventional video poker.
  4. If player has any paying hand on the draw, or was given a Free Ride card, he goes onto level 2. There the player repeats the process of the level 1 hand, except all wins on level 2 are doubled.
  5. Levels 3 and 4 are also obtained by either any paying hand or a free ride card on the previous hand. Level 3 wins are multiplied by 4 and level 4 hands are multiplied by 8.
  6. The player wins the sum of all winning hands on all four levels.
  7. The probability of getting a free ride card is indicated on the pay table screens of the game. The probabilities tend to decline as the levels progress. In the Full Pay Deuces Wild version the Free Ride probabilities are 8.25% on level 1, 7.8% on level 2, and 7.8% again on level 3.

Confused? You can play for free at the Multistrike Poker web site. No questions asked, except if you are age 21 or over.

Strategy

The first thing to know is to play all four lines and max coins per line, unless the full 800 per coin value for a royal flush is reached at less than max coins.

Regardless of the game played the level 4 strategy, and any hand after a free ride card, is the same as conventional video poker with the same pay table. Otherwise the strategy is more conservative because of the incentive to get any paying hand to go onto the next level. For example in conventional full pay deuces wild with no deuces 3 to a royal flush should be played over a pair. However in the Multistrike version keeping the pair is the stronger play because it is more likely to result in a paying hand and thus going onto the next level.

Multistrike Poker appendix 1 and appendix 2 indicate the near optimal strategy for the Full Pay Deuces Wild and Jacks or Better versions. Otherwise software like Frugal Video Poker or Video Poker Strategy Master can be used by adding the expected value of subsequent hands to the expected value of each hand. This is very close to 6 for level 1, 4 for level 2, and 2 for level 3. This is because on level 1 the expected value of all future hands is close to 6. On level 2 the expected value of future levels is close to 8. However all pays are doubled on level 2, so dividing everything by a factor of 2 results in adding 4. On level 3 the expected value of level 4 is also close to 8, but the regular pays are multiplied by 4, so the proportional additional expected value is close to 2 per hand. This advice should roughly hold true for any pay table.

Expected Return

Bob Dancer's article on Multistrike Poker shows the expected return of the 33 pay tables with expected returns greater than 98%. He says there are 60 pay tables in total. According to his article the highest return is for full pay Deuces Wild at 100.88%. I can personally corroborate this figure. The following tables show how some of probabilities and returns behind the Multistrike version of Full Pay Deuces Wild. The "pays" column shows the total expected value for that hand, both for the current win and the expected value of all future hands, when the hand does not immediately follow a free ride card. Player strategy in these tables was based on the method of adding 2, 4, and 6 points to each paying hand, described above in the strategy section.

The first table shows the probabilities and returns for level 1 when the player does not get a free ride card.

Level 1 Expected Return Table - No Free Ride Card

Hand

Pays

Combinations

Probability

Return

Natural royal flush 806.02993 311564400 0.000016 0.012599
4 deuces 206.02993 4137281292 0.000208 0.042763
Wild royal flush 31.02993 27031420440 0.001356 0.04208
5 of a kind 21.02993 64785708888 0.00325 0.06835
Straight flush 15.02993 74427700308 0.003734 0.05612
4 of a kind 11.02993 1322859685584 0.066365 0.731996
Full house 9.02993 431437958172 0.021644 0.195445
Flush 8.02993 304697744388 0.015286 0.122745
Straight 8.02993 1048553327628 0.052603 0.422401
3 of a kind 7.02993 5871597609348 0.294563 2.070759
Nothing 0 10783390516752 0.540976 0
Total 0 19933230517200 1 3.765257

The second table shows the probabilities and returns for level 2 when the player does not get a free ride card on that level.

Level 2 Expected Return Table - No Free Ride Card

Hand

Pays

Combinations

Probability

Return

Natural royal flush 1608.045874 352599540 0.000018 0.028445
4 deuces 408.045874 4135053204 0.000207 0.084647
Wild royal flush 58.045874 28881001728 0.001449 0.084102
5 of a kind 38.045874 64679487096 0.003245 0.123452
Straight flush 26.045874 75959998392 0.003811 0.099254
4 of a kind 18.045874 1319770944444 0.06621 1.19481
Full house 14.045874 429993794952 0.021572 0.302993
Flush 12.045874 308214731724 0.015462 0.186258
Straight 12.045874 1049449618236 0.052648 0.634194
3 of a kind 10.045874 5854925226024 0.293727 2.950743
Nothing 0 10796868061860 0.541652 0
Total 19933230517200 1 5.688897

The third table shows the probabilities and returns for level 3 when the player does not get a free ride card on that level.

Level 3 Expected Return Table - No Free Ride Card

Hand

Pays

Combinations

Probability

Return

Natural royal flush 3208.060957 417777504 0.000021 0.067237
4 deuces 808.060957 4110107700 0.000206 0.166617
Wild royal flush 108.060957 32932616280 0.001652 0.178533
5 of a kind 68.060957 64358413080 0.003229 0.219748
Straight flush 44.060957 76886019288 0.003857 0.169951
4 of a kind 28.060957 1311734068716 0.065806 1.84659
Full house 20.060957 427803152904 0.021462 0.430544
Flush 16.060957 315562064400 0.015831 0.25426
Straight 16.060957 1048879491840 0.05262 0.845122
3 of a kind 12.060957 5825829039480 0.292267 3.525022
Nothing 0 10824717766008 0.543049 0
Total 19933230517200 1 7.703625

The fourth table shows the probabilities and returns for level 4 when the player does not get a free ride card on that level.

Level 4 Expected Return Table - No Free Ride Card

Hand

Pays

Combinations

Probability

Return

Natural royal flush 6400 440202756 0.000022 0.141337
4 deuces 1600 4060462824 0.000204 0.325925
Wild royal flush 200 35796957696 0.001796 0.359169
5 of a kind 120 63818309856 0.003202 0.384192
Straight flush 72 82122481680 0.00412 0.296631
4 of a kind 40 1294427430576 0.064938 2.597527
Full house 24 423165297240 0.021229 0.509499
Flush 16 330506232804 0.016581 0.265291
Straight 16 1127512239276 0.056564 0.905031
3 of a kind 8 5671888316712 0.284544 2.276355
Nothing 0 10899492585780 0.5468 0
Total 0 19933230517200 1 8.060957

The next table shows the expected return for the current hand only at all levels, the probability of getting to that level, and the contribution to the total return. The number in the lower right cell shows a return of 4.035221 units over four hands. Dividing this number by 4 (for four lines purchased) the overall return of the game is 1.008805.

Expected Return at all Levels,

not Including Higher Levels

Level

Probability

Pays

Return

4 0.12589 8.060957 1.014793
3 0.252128 4.020966 1.013799
2 0.503655 2.002188 1.008412
1 1 0.998217 0.998217
Total 0 0 4.035221

The next table shows the expected return at each level, including future levels, according to whether or not the player gets a Free Ride card, and the weighted average. All expected values are based on a 4 unit bet, so to get a per unit return divide by 4.

Expected Return at all Levels,

Including Higher Levels

Level

Free Ride
Probability

EV with
Free Ride Card

EV without
Free Ride Card

Combined EV

4 0 8.060957 8.060957 8.060957
3 0.078 12.091435 7.703625 8.045874
2 0.078 10.061113 5.688897 6.02993
1 0.0825 7.03755 3.765257 4.035221

The expected return by playing conventional Full Pay Deuces Wild strategy at all times is 99.88%.

More Information

Multistrike Poker appendix 1 shows the strategy for Multistrike full pay deuces wild.

Multistrike Poker appendix 2 shows the strategy for Multistrike full pay jacks or better.

multistrikepoker.com. Official Multi Strike Poker web site. Includes a very well done practice game.

Bob Dancer article on Mutlistrike poker. Includes expected return for all available pay tables.

GameMaster Online has a good article with strategy tables.

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