Dicey

version 2.0.7

A python package for evaluating dice rolls.

Description

Dicey parses strings of dice rolls of the form:

'1d20 + 2 + 2d4 - 1d8 + 1 - min {3}'

Where min (or max) holds the value of the highest or lowest single die rolled and {3} is how many times to repeat the expression. [min|max] and {num} are optional. Dicey then rolls the specified dice, and computes the total. Valid arithmentic operators are + - * / (). Dicey will always translate individual die expressions to a randomized result before applying arithmetic operators.

Installation

pip install dicey

Usage

Command Line

Usage:
  dicey
  dicey <expression>

Options:
  -h --help  show this screen.

As a python package

from dicey.dieparser import DieParser

d = DieParser()
d.parse('1d20 + 1d4 + 2')
print(d)

Examples

A single d20:

1d20

3 d20's:

3d20

Modifiers:

2d20 +2 -1

Precedence and multiplication:

(2d20 + (2*3)) * 2

Min and Max:

2d20 - min + max

Repeats, must be an integer inside {} and must occur at the end of an expression:

(2d20 + (2*3)) * 2 - min {4}

Note: since this is just using random ranges to determine rolls, it's possible to roll physically impossible dice:

1d17

For rolls without modifiers or additional operations, dicey can output a simple table displaying counts meeting specified criteria. For a game like Shadowrun, you might want to roll a number of six sided dice and know how many rolls are a 5 or 6, how many are exactly 6 and 1, and how many aren't a 5 or 6:

10d6 >=5, =6, =1, <=4

This will produce something like:

Pool   Roll                             >= 5  = 1   = 6   <= 4 
--------------------------------------------------------------------
10d6   [1, 3, 3, 3, 4, 6, 5, 5, 3, 1]   [3]   [2]   [1]   [7]

Note: conditions must be comma separated. This part was hastily added without much forethought and could use some work.