On Sat, 07 Jan 2006 12:27:05 -0000, Christian Neukirchen  
<chneukirchen / gmail.com> wrote:

> "Ross Bamford" <rosco / roscopeco.remove.co.uk> writes:
>
>> Hi,
>>
>> Just to make sure I have the precedence and so on right, I used a
>> loaded  dice that always rolls it's number of sides to write some
>> tests. Since  there's been some discussion over the precedence rules,
>> I'll post them to  maybe compare with others and see if I'm on the
>> right track. Hope that's  within the rules? I've left out broken input
>> ones, since at the moment  mine just 'does it's best' but I might
>> tighten that up yet...
>>
>>      @asserts = {
> ..
>>        '(5d5-4)d(16/d4)+3'   => 87,    #25d4 + 3
>>      }
>
> This is wrong, the maximum is 339: (25-4)d(16/1)+3.
>
>> Ross Bamford - rosco / roscopeco.remove.co.uk

I don't understand that. I get:

	(5d5-4)d(16/d4)+3		= 87
	(5d5-4)d(16/d1)+3		= 339
	
I read the first as 21 rolls (25 - 4) of a four sided (16 / 4) dice plus  
3, while the second is 21 rolls (25 - 4) of a 16 sided (16 / 1) dice, plus  
3.

Right?

-- 
Ross Bamford - rosco / roscopeco.remove.co.uk