boochaka
boochaka
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Joined: Jan 22, 2010
April 27th, 2010 at 10:14:19 AM permalink
How are the scatter total combinations of a slot calculated?
I'm using atkins diet as an example and can't figure it out yet.

The only value that I was able to get is the number of combinations for the 5 scatters
which is get this way:

(# scatters on reel 1 * 3) * (# scatters on reel 2 * 3) * (# scatters on reel 3 * 3) * (# scatters on reel 4 * 3) * (# scatters on reel 5 * 3)

But I don't know how to handle the other reels, combinations, etc.

I appreciate your help.
Thanks in advance.
miplet
miplet
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Joined: Dec 1, 2009
April 28th, 2010 at 9:48:11 AM permalink
There are 2 scatters on reel 1, and 1 scatter on each of the other 4. There are 32 stops on each reel. 6 of the stops on reel 1 will result in a scatter The other 26 stops don't. 3 of the stops on the other 4 will result in a scatter. The other 29 don't. In summery:
Reel12345
scatter63333
other2629292929

To get the total of 4 scatters just go through all the combinations using 4 reels as scatter and 1 reel as other.
26*3*3*3*3 + 6*29*3*3*3 + 6*3*29*3*3 + 6*3*3*29*3 + 6*3*3*3*29
3 scatters:
26*29*3*3*3 + 26*3*29*3*3 + ... + 6*29*29*3*3 ect....
Any more questions just ask.
“Man Babes” #AxelFabulous
boochaka
boochaka
  • Threads: 4
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Joined: Jan 22, 2010
April 28th, 2010 at 9:53:47 AM permalink
Quote: miplet

There are 2 scatters on reel 1, and 1 scatter on each of the other 4. There are 32 stops on each reel. 6 of the stops on reel 1 will result in a scatter The other 26 stops don't. 3 of the stops on the other 4 will result in a scatter. The other 29 don't. In summery:

Reel12345
scatter63333
other2629292929

To get the total of 4 scatters just go through all the combinations using 4 reels as scatter and 1 reel as other.
26*3*3*3*3 + 6*29*3*3*3 + 6*3*29*3*3 + 6*3*3*29*3 + 6*3*3*3*29
3 scatters:
26*29*3*3*3 + 26*3*29*3*3 + ... + 6*29*29*3*3 ect....
Any more questions just ask.



I was coming to post that because I have just find it out, and I was going to write the same you post'd here! xD

Thanks man.
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