Let's say a royal is supposed to hit about once in every 40,000 hands.
Suppose you play 40-thousand hands of VP at $5/coin level and fail to hit a royal.
So then you move down to the 25-cent coin per level, stick in a $20 bill, and hit a royal within just a few plays.
Have you wasted all those hands at the $5/coin level because you hit a royal playing quarters??
OK, now some serious info which I found on Wizard of Odds.
When progressives get very high, I think we are all tempted to "play for the royal," and the Wizard says when holding only the best cards for a royal draw, you can dramatically improve your chances for a royal:
"If your strategy were to maximize the number of royals at all costs then you would hit a royal once every 23081 hands."
I also appreciated this basic chart for the odds of drawing a royal based on the number of cards you hold:
1. 1/47
2. 1/combin(47,2) = 1/1,081
3. 1/combin(47,3) = 1/16,215
4. 1/combin(47,4) = 1/178,365
5. 4/combin(52,5) = 1/649,740
We always seem to wonder what are the chances of getting a royal holding only two or three or one card.
Again, from the Wizard of Odds website.
Suppose you play 40-thousand hands of VP at $5/coin level and fail to hit a royal.
So then you move down to the 25-cent coin per level, stick in a $20 bill, and hit a royal within just a few plays.
Have you wasted all those hands at the $5/coin level because you hit a royal playing quarters??
OK, now some serious info which I found on Wizard of Odds.
When progressives get very high, I think we are all tempted to "play for the royal," and the Wizard says when holding only the best cards for a royal draw, you can dramatically improve your chances for a royal:
"If your strategy were to maximize the number of royals at all costs then you would hit a royal once every 23081 hands."
I also appreciated this basic chart for the odds of drawing a royal based on the number of cards you hold:
1. 1/47
2. 1/combin(47,2) = 1/1,081
3. 1/combin(47,3) = 1/16,215
4. 1/combin(47,4) = 1/178,365
5. 4/combin(52,5) = 1/649,740
We always seem to wonder what are the chances of getting a royal holding only two or three or one card.
Again, from the Wizard of Odds website.