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- Craps Make Em All Odds Nfl
- Craps Make Em All Odds Craps
- Craps Make Em All Odds Ncaa Basketball
- Craps Make Em All Odds Nfl Week 11
- But you can usually make a much larger odds wager than line wager, so it helps lower your effective house edge when you make a full odds wager. The amount of the odds bet you can make varies from casino to casino, with a few casinos offering odds bets as high as 100 times your line bet. Probably the most common odds bet size allowed is 10 times.
- If the payout is 175 to 1, then the house edge is 7.47%. If the payout is a lousy 150 to 1, then the house edge would be 20.81%. The odds of winning the All Bet is about 1 in 190. Explanation of All Bets.
Here to ask advice about the maths behind the make 'em all craps side bet.
For those who don't know, the bet is a wager that a shooter will roll every number 2-6 and 8-12 before rolling a 7.
I have seen the wizard's answers to the house edge on his site and it lines up with the brute force calculations I have seen simulated previously. However I was wondering if there was another way to do it? If anyone could point me in the right direction of where to look to start finding answers I would really appreciate it.
Similarly, if this has already been brought up somewhere else please point me towards it and I will be happy to read that!
Thanks in advance for any hints or pointers anyone can offer!
Make em all craps bet. # Odds against rolling a subset of numbers before a single number ##### nums = c(5,9,7) # Last must occur only after all others in any.
But to clarify, you have 2^10 states as a result of having either made or not made each number correct? I'm not enough of an excel wiz to understand everything that's going on but most of it makes intuitive sense. I am curious as to how using the mod(floor ... gives you the 1024 different possible orders like it does? Is there any chance you could dumb that down for me a tiny bit? haha
Also, the reason I stopped trying to make a sheet like that, is I thought maybe I could find a formula to solve the whole thing?
For example, P(9)= 4/36 P(7or9)1=10/36 -> P(7|7or9) = 1/9 / 5/18 = 1/9 * 18/5 = 2/5 which is obv why the odds bet pays 3/2.
Anyway, if i can do that, can I not do a formula for odds of a 5 and a 9 before a seven? I don't honestly even know if its possible just seems like to me that it should be! If you can give me any advice as well regarding that I would be very grateful!
Cheers for your time, man.
Up to 21% edge these lower payout days, correct?
That's easy peasy for you DI people to beat, right??
How about the new payouts, 30-1 and 150-1? Reply to Miplet
Craps Make Em All Odds Nfl
Yes the new payouts suck. 18.3% and 20.6% if those are 'to 1' pays.Thanks Miplet! That really helpful! I started doing something similar and then thought I might be trying too hard so stopped haha.
But to clarify, you have 2^10 states as a result of having either made or not made each number correct? I'm not enough of an excel wiz to understand everything that's going on but most of it makes intuitive sense. I am curious as to how using the mod(floor ... gives you the 1024 different possible orders like it does? Is there any chance you could dumb that down for me a tiny bit? haha
Also, the reason I stopped trying to make a sheet like that, is I thought maybe I could find a formula to solve the whole thing?
For example, P(9)= 4/36 P(7or9)1=10/36 -> P(7|7or9) = 1/9 / 5/18 = 1/9 * 18/5 = 2/5 which is obv why the odds bet pays 3/2.
Anyway, if i can do that, can I not do a formula for odds of a 5 and a 9 before a seven? I don't honestly even know if its possible just seems like to me that it should be! If you can give me any advice as well regarding that I would be very grateful!
Cheers for your time, man.
The =mod(floor(X,Y,1),2) formula was what I came up with to get the individual bits from a number. X is the number and Y is the bit (always a power of 2). Let's do 5 for example
1s bit. mod(floor(5,1,1),2) 5/1=5 and the remainder of 5/2 is 1
Here to ask advice about the maths behind the make 'em all craps side bet.
For those who don't know, the bet is a wager that a shooter will roll every number 2-6 and 8-12 before rolling a 7.
I have seen the wizard's answers to the house edge on his site and it lines up with the brute force calculations I have seen simulated previously. However I was wondering if there was another way to do it? If anyone could point me in the right direction of where to look to start finding answers I would really appreciate it.
Similarly, if this has already been brought up somewhere else please point me towards it and I will be happy to read that!
Thanks in advance for any hints or pointers anyone can offer!
Make em all craps bet. # Odds against rolling a subset of numbers before a single number ##### nums = c(5,9,7) # Last must occur only after all others in any.
But to clarify, you have 2^10 states as a result of having either made or not made each number correct? I'm not enough of an excel wiz to understand everything that's going on but most of it makes intuitive sense. I am curious as to how using the mod(floor ... gives you the 1024 different possible orders like it does? Is there any chance you could dumb that down for me a tiny bit? haha
Also, the reason I stopped trying to make a sheet like that, is I thought maybe I could find a formula to solve the whole thing?
For example, P(9)= 4/36 P(7or9)1=10/36 -> P(7|7or9) = 1/9 / 5/18 = 1/9 * 18/5 = 2/5 which is obv why the odds bet pays 3/2.
Anyway, if i can do that, can I not do a formula for odds of a 5 and a 9 before a seven? I don't honestly even know if its possible just seems like to me that it should be! If you can give me any advice as well regarding that I would be very grateful!
Cheers for your time, man.
Up to 21% edge these lower payout days, correct?
That's easy peasy for you DI people to beat, right??
How about the new payouts, 30-1 and 150-1? Reply to Miplet
Craps Make Em All Odds Nfl
Yes the new payouts suck. 18.3% and 20.6% if those are 'to 1' pays.Thanks Miplet! That really helpful! I started doing something similar and then thought I might be trying too hard so stopped haha.
But to clarify, you have 2^10 states as a result of having either made or not made each number correct? I'm not enough of an excel wiz to understand everything that's going on but most of it makes intuitive sense. I am curious as to how using the mod(floor ... gives you the 1024 different possible orders like it does? Is there any chance you could dumb that down for me a tiny bit? haha
Also, the reason I stopped trying to make a sheet like that, is I thought maybe I could find a formula to solve the whole thing?
For example, P(9)= 4/36 P(7or9)1=10/36 -> P(7|7or9) = 1/9 / 5/18 = 1/9 * 18/5 = 2/5 which is obv why the odds bet pays 3/2.
Anyway, if i can do that, can I not do a formula for odds of a 5 and a 9 before a seven? I don't honestly even know if its possible just seems like to me that it should be! If you can give me any advice as well regarding that I would be very grateful!
Cheers for your time, man.
The =mod(floor(X,Y,1),2) formula was what I came up with to get the individual bits from a number. X is the number and Y is the bit (always a power of 2). Let's do 5 for example
1s bit. mod(floor(5,1,1),2) 5/1=5 and the remainder of 5/2 is 1
2s bit. mod(floor(5,2,1),2) 5/2=2 when rounded down and the remainder of 2/2 is 0
4s bit. mod(floor(5,4,1),2) 5/4=1 when rounded down and the remainder of 1/2 is 1
Craps Make Em All Odds Craps
8s bit. mod(floor(5,8,1),2) 5/8=0 when rounded down and the remainder of 0/2 is 0
Craps Make Em All Odds Ncaa Basketball
Craps Make Em All Odds Nfl Week 11
16s bit and higher are all like 8s bit and end up as 0