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Oh thanks, I didn’t see that at all, my bad.
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How to solve JPUFF?
(in case the solution is based on flows, can anyone provide me with a neat implementation?)
I didn’t get time to implement but I think it’s just a bipartite matching problem on the divisors. I mean say we have 2 x N nodes,[1 → N and A_1 → A_n]. then we make edges from A_i to it’s diviors and then we’ll have to find any perfect matching.
Find a bipartite matching. On left we keep the N numbers and add an edge between A_i and all of its divisors. Didn’t code but I guess it should work.
I thought of the same exact thing but I don’t know how to implement it
Any ideas on the implementation?.
Instead I added divisors which are in the range 1 to N for each A[i].
Yes, I don’t see any problem with that. Didn’t that work ?
Ford Fulkerson Residual graphs. All edges with flow 1 are part of the answer.
I missed the case with disconnected component in my code and ran out of time to debug.
Bro how did you solve the Poke Dice problem I thought it was a easy one, but it ate me up.
Would the solutions be made public?
Divisibility by 5 and lowerbound 5m and upperbound 55m
General term for Die 1: 5i-3
General term for Die 2: 5j-2
So for any throw sum of both dice would be: 5(i+j)-5
Hence any valid X should be a multiple of 5 and also be between 5m & 55m
How to do the Johto League poblem??? any hint
Brother I too did the same, can you once check my code
https://www.codechef.com/viewsolution/47746937
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