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Strategy for WHA (White Hot Aces)?

Triple Pay Plus is the same game except that the SF usually pays 400 in WHA
vs 500 in TP+.
9-5 is full pay (99.57%) strategy is similar to 9-5 DDB. One exception is
that a no gap 3SF is better than a pair of 5-10.
If it is Harrah's Joliet then they are 8-5 (98.50%) on 25c 3/5/10 play but
9-5 on the $1 version. Harrah's E.Chicago IN is 9-5 on 25c

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[Original Message]
From: traveler60657 <traveler60657@yahoo.com>
To: <vpFREE@yahoogroups.com>
Date: 12/5/2003 9:22:09 AM
Subject: [vpFREE] Strategy for WHA (White Hot Aces)?

Hi all,
Tonight I'm headed with friends to an Illinois casino and it says
they have WHA. What kind of strategy can I use for this game? In
other words, is there a separate strategy for just this game or
should/can I use a DB, DW, JOB, etc type strategy? Thanks.
Aaron

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Here is the strategy for WHA, as computed by my own VP program.

  White Hot Aces
  Distribution of Final Hands

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Final Hand Payoff % Hit Cycle % Return
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Royal Flush 4000 0.00256211534 39030.249186295 2.04969226863
Straight Flush 400 0.01132307261 8831.525106989 0.90584580841
4 Aces 1200 0.02353375447 4249.215743473 5.64810107297
4 (2,3,4) 600 0.05276302897 1895.266476477 6.33156347613
4 K-5 250 0.16301681201 613.433662248 8.15084060056
Full House 45 1.08617342036 92.066329488 9.77556078320
Flush 25 1.10973686914 90.111451445 5.54868434570
Straight 20 1.27247792123 78.586825226 5.08991168494
3/Kind 15 7.52884986719 13.282241214 22.58654960156
Two Pair 5 12.31210187327 8.122090040 12.31210187327
High Pair 5 21.17277598472 4.723046240 21.17277598472
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                         44.73531471930 2.235370437 99.57162750009

            Recommended Strategy
              High cards: AKQJ
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Rank Return Cards to keep
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    1 800.0000 Royal Flush
    2 240.0000 4 Aces
    3 120.0000 4 (2,3,4)
    4 80.0000 Straight Flush
    5 50.0000 4 K-5
    6 18.6672 4/royal
    7 13.4518 trips (A)
    8 9.0000 Full House
    9 8.3451 trips (432)
   10 5.3663 trips (KQJT98765)
   11 5.0000 Flush
   12 4.6698 4/str-flush (0 holes)
   13 4.0000 Straight
   14 2.8506 4/str-flush (1 hole)
   15 1.9737 pair (A)
   16 1.6809 two pair
   17 1.4896 suited QJT
   18 1.4690 suited KQJ
   19 1.4461 pair (KQJ)
   20 1.3732 suited KJT/KQT
   21 1.3511 suited AQJ/AKJ/AKQ
   22 1.2513 suited AJT/AQT/AKT
   23 1.0255 4/flush
   24 0.9275 pair (432)
   25 0.8723 unsuited KQJT
   26 0.8085 unsuited QJT9
   27 0.7462 3/str-flush (0 holes, 1 high)
   28 0.7447 unsuited JT98
   29 0.7332 pair (T98765)
   30 0.7221 3/str-flush (1 hole, 2 high)
   31 0.6809 4/straight (0 holes, 0 high)
   32 0.6449 3/str-flush (0 holes, 0 high)
   33 0.6220 3/str-flush (1 hole, 1 high)
   34 0.5989 3/str-flush (2 holes, 2 high)
   35 0.5957 unsuited AKQJ
   36 0.5622 suited QJ
   37 0.5445 suited KJ/KQ
   38 0.5379 suited AJ/AQ/AK
   39 0.5319 4/straight (1 hole, 3 high)
   40 0.5211 3/str-flush (1 hole, 0 high)
   41 0.4982 3/str-flush (2 holes, 1 high)
   42 0.4903 unsuited KQJ
   43 0.4681 4/straight (1 hole, 2 high)
   44 0.4650 Ace
   45 0.4626 unsuited QJ
   46 0.4568 suited JT
   47 0.4502 unsuited KJ/KQ
   48 0.4401 suited QT
   49 0.4376 Jack
   50 0.4335 Queen
   51 0.4286 King
   52 0.4284 suited KT
   53 0.3970 3/str-flush (2 holes, 0 high)
   54 0.3404 4/straight (1 hole, 0 high)
   55 0.3245 (draw 5 cards)
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