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#1
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![]() RQ, I'm embarrassed to even mention this since I'm still a net loser for the day. Of my 96 tickets, there were two, not one, that had 5 winners and qualified for the conso pick 6 of $29.90. They looked like (1) 1,4,5,8,6,2 and (2) 1,4,5,8,7,2.
Not important, just wanted to mention it. Calculating the number of conso payoffs really gets complicated if one actually does hit the pick 6 with multiple choices. |
#2
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![]() Hi JB. It's better to get it right. Even after I read your post it took me a while to really "get it". I'll change your scoring and update your winnings. All and all that was a nice wager you made with limited combinations available, Virginia Derby excluded. Nicely played. PS..................scoring "Grand Slams" are even worse and one thing is for sure, I'm not afraid to ask for help!
__________________
"The more I learn about humans, the more I love horses" |
#3
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![]() Quote:
In a way it is fortunate that I didn't hit the Virginia Derby as well - there would have been a boatload of consos on that ticket. It took me a long time to recognize that any time you hit a pick 6 using multiple horses on your ticket, you will also have a large number of combinations in which you have hit 5 out of 6. One can see this more clearly if instead of 1 ticket with 96 possible combinations (2 x 2 x 3 x 2 x 2 x 2) you can visualize 96 different tickets, each of which has one attempt at a pick 6. Of those 96 tickets, one will have all 6 correct and a large number will have 5 out of 6. I don't recommend that anyone actually try this on paper. ![]() |