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Exists: No

Created: by Alex at 2:15:10 17th October 2003 GMT.

Description: Distances with supplemental material

Expires 2:15:10 2nd November 2003 GMT

{

New Rule: DistanceDefault

Color: black, because that was the default color

The graphwise distance between two vertices a, b of space is the least integer n for which there exists a sequence of vertices a = v[0], v[1], ..., v[n-1], b = v[n] such that

v[i] is graphwise adjacent to v[i+1] for all 0 <= i < n. The graphwise distance between nowhere and any possible location of a player is considered to be infinite.

The coordinatewise distance between two vertices a, b of space is defined as their Euclidean distance (so, for (a,b) and (c,d) it's Sqrt((a-c)^2 +(b-d)^2). The coordinatewise distance between nowhere and any possible location of a player is considered to be infinite.

}

Change "equidistant" in rule 16 to "graphwise equidistant".

Delete proposal "Distances" if it exists.

Votes:

- Alex voted with 1
- Robert voted with 4/7
- Olena voted with 1

Comments:

- Alex requests that people leaving comments identify themselves (unless they object to doing so).
- Remember to delete Distances! --Alex

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