How do you convert odds to probability?
To convert from odds to a probability, divide the odds by one plus the odds. So to convert odds of 1/9 to a probability, divide 1/9 by 10/9 to obtain the probability of 0.10.
What are odds in betway?
Simply put, betting odds display the probability of an outcome and are represented in a fractional or decimal form most of the time. That representation then tells us how much we could potentially win if that particular outcome were to happen.
What does 15 to 1 odds pay?
The odds and what they mean
| Odds | Payoff range |
|---|---|
| 9-1 | $20.00-$21.90 |
| 10-1 | $22.00-$23.90 |
| 15-1 | $32.00-$33.90 |
| 20-1 | $42.00-$43.90 |
Does betway pay if one game cut?
According to the image above, if you have 6-10 games on your accumulator, and one game cuts your ticket, betway will refund 100% of your stake. Similarly, if you have over 20 games in your slip, you will get 20 times your stake amount if one selection spoils your ticket.
How to install 32 bit libgmp on Ubuntu?
Installing the 32 bit package on 64 bit Ubuntu/Mint will put the files in different places though (ie libraries in /lib/i386-linux-gnu. You can download it here – http://packages.ubuntu.com/precise/i386/libgmp3c2/download
Why does Mint not install libgmp.so.3?
If you do this and you program still doesn’t work, you could try symlinking /lib/i386-linux-gnu/libgmp.so.3 to wherever it does install to. Otherwise, if apt-file doesn’t find anything, it likely means that there is no package which contains that version of the library in the repositories.
Which is the older version of libgmp?
If you are really stuck, you would have to cross-compile and install from source. Your apt-file output, shows your distro libgmp package is libgmp10 which contains libgmp.so.10. Since you are looking for libgmp.so.3, there is no prizes for guessing this is an older version.
Why is my GHCi not running with libgmp?
For some reason ghci cannot find libgmp.so. Running ghci ultimately invokes with a mess of options. I checked the dependencies via ldd