Wed Sep 2 00:45:00 UTC 2015

This is the final leaderboard for the contest, based on actual runs
of the latest programs submitted by the 10 finalist teams on a set of
problems consisting of 11 of the original contest problems and 7 new
problems. Each problem was run with 4 different sets of power words: the
empty set, i.e., no power word scoring (*nopower*), the original
set of 18 power words (*power*), a set of power words crafted to
test various characteristics of gameplay (*custompower*), and a set
of power words crafted such that each was illegal to use when playing a
single unit (*illegalpower*). A 5 minute time limit was enforced
for each run of each problem.

The white leaderboard on the left has the overall standings. Each team's "score" on this leaderboard is calculated as described below the leaderboards; higher numbers are better. The black leaderboards on the right contain the individual team rankings for each variant of each problem, as well as a graphical depiction of the points awarded to all teams' solutions to each variant of each problem. Note that not all teams successfully finished all variants of all problems within the prescribed time limit.

You may switch between the leaderboards by clicking on the problem names. You may highlight the entries for a particular team by clicking on the team name.

Overall Standings | Variant | Problem | Problem Leaderboards |
---|---|---|---|

Scores in the overall team standings are calculated as follows:

- For each variant of each problem (called a "run"), every team gets a
run score. The team with the highest game score on that run gets 100
points. All other teams get 100
`x`

^{2}points, where`x`

is the fraction of the highest game score they achieved. For example, if the maximum game score achieved for run Q was 100 points, and team Z had a game score of 50 points for run Q, then team Z would get 25 run points for run Q. A team that does not complete a run within the time limit gets a run score of 0 for that run. - The overall score for a team is the average of the team's run scores. Thus, the highest possible overall score is 100 (for a team that wins every run), and the lowest is 0 (for a team that never finishes a run, or gets such low scores that their run score calculations round to 0).