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2006 ACM Programming Contest Complete

prostoalex writes "World finals for 2006 ACM programming contest took place in San Antonio, TX this year, and the results are in. Russia's Saratov State University solved 5 contest problems in record time, followed closely by Altai State Technical University (Russia) with 5 problems solved as well. University of Twente (Netherlands), Shanghai Jiao Tong University (China), Warsaw University (Poland), St. Petersburg State University (Russia), Massachusetts Institute of Technology (USA), Moscow State University (Russia), University of Waterloo (Canada) and Jagiellonian University - Krakow (Poland) all completed 4 problems."

2 of 180 comments (clear)

  1. Re:One Question & A Short Rant by jbf · · Score: 5, Informative

    As a member of the second place team in world finals many moons ago, I have to disagree. I think the problems are actually quite simple algorithmically, and that the hard part is quickly writing working code for semicomplicated problems (including input parsing) with only one computer shared three ways.

  2. Actual results by insaneparadox · · Score: 5, Informative

    As noted previously, the mentioned scores were from an hour before the contest's end. My sources give the actual, final medal results as the following:

    1. Saratov State University (Russia) - 6 problems
    2. Jagiellonian University - Krakow (Poland) - 6 problems
    3. Altai State Technical University (Russia) - 5 problems
    4. University of Twente (Netherlands) - 5 problems
    5. Shanghai Jiao Tong University (China) - 5 problems
    6. St. Petersburg State University (Russia) - 5 problems
    7. Warsaw University (Poland) - 5 problems
    8. Massachusetts Institute of Technology (USA) - 5 problems
    9. Moscow State University (Russia) - 5 problems
    10. Ufa State Technical University (Russia) - 5 problems
    11. University of Alberta (Canada) - 4 problems
    12. University of Waterloo (Canada) - 4 problems

    Four teams each received gold, silver, and bronze (in the above order). For the same number of problems, the order is based on penalty minutes.