Oh boy, we have two high cards! We'll hold both of them, because then we can make a pair by drawing either a Jack or a Queen. True, we're only gonna get three more cards for a potential match rather than four this way, but our odds are still better for making our pair. We might also get a full house if we're lucky.  This was play #13 in our list above.
Holding cards based on what you feel is correct or holding based on the flow of the cards are both technically strategies. But the video poker game manufacturers set up pay tables based on the math of the game so the casinos will be sure to make a profit from them. Therefore in order for you to make the most of your video poker playing experience, you need to use a strategy that is based on the same math.
As you learned in section 6.2, the arrangement of a video poker strategy chart is different. The list contains the card(s) to hold in the first five card hand that you are dealt. The top line contains the cards to hold that give the highest average return. Each line below that has the cards to hold that will produce the next highest average return. This continues until the player is better off discarding the entire first hand rather than holding anything at all.
Actually, this is somewhat of a trick question. If you are talking about a relatively short amount of play, the answer is yes they can do better than players using a proper strategy. As with all things based on randomness, it is possible that someone who plays hunches or bases their hold decisions on the flow of the game can do better than a player how strictly follows the proper strategy in the short term. In the long run, however, the player who uses the strategy will always come out ahead.
In order to pay for the increased pays for four of a kind hands, other pays have to be lowered. In Bonus Poker pays for the full house and flush are reduced to eight for one and five for one from nine for one and six for one respectively on the full pay Jacks or Better game. This makes the return from the “full pay” version of this game 99.17 percent. This is certainly not as good as a full pay Jacks or Better, but it is still not bad.
In a 9/6 Jacks or Better game you would multiply .5% by $1.25 (this is a five coin, max bet game) by 400 (hands per hour). This would bring you to $2.50 an hour on a long term game. If you are playing a short term game, you are more likely to lose $6.50 an hour, because the house end for the casino will be higher (you'll have less chance of hitting the royal).

Playing hunches or streaks may work for a hand or two (or possibly even a session or two), but far more often these tactics will not work. In fact, by employing these types of playing strategies, you will end up giving the casino even more of your hard earned money than you need to. Only by using mathematically derived video poker playing strategies will you get every cent you can from your video poker play over the long run.
You will also learn the layout and importance of the pay table, as well as how to properly bet while playing video poker. You will learn and understand payback, return, house (and player) edge. You will learn about the implications of variance, sometimes called volatility. You will also learn what the term random really means when playing video poker.
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