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вернуться в форумno upper limit on k Послано Baz 5 ноя 2011 17:31 Since my solution got AC, there IS a limit on k... or the tests are too weak. Re: no upper limit on k Послано lalala 22 июн 2019 11:58 If the pairs are all different, there will be at most M*N different pairs.(but it doesn't say it...) |
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