AtCoder Grand Contest 011 will be held on Sunday (time). The writer is semiexp.
The point values are 300 — 400 — 800 — 900 — 1300 — 1700 (?).
Let's discuss problems after the contest.
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AtCoder Grand Contest 011 will be held on Sunday (time). The writer is semiexp.
The point values are 300 — 400 — 800 — 900 — 1300 — 1700 (?).
Let's discuss problems after the contest.
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Meh, overlaps with Deadline24 quals by just one hour :(
Hmm, I didn't care much about the collision of marathon contest and algorithm contest, but it seems it affected the international participants a lot. We'll avoid the collision in the future.
Contest starts in under three hours.
Nice contest!
There's no editorial yet, how to solve D?
Observe that if the first character of S is A then it becomes B, otherwise everything flip, and we delete the first element, and add a 'A' at the end.
Convince yourself that the sequence becomes more or less static very fast.
Uploaded.
where is the editorial uploaded? can you share the link please?
Edit: Found the editorial
Gonna like atcoder's contests. The problems were non-obvious(at least C and D, didn't read E and F), it was hard for me to find the solution instantly.
B reminds Fish from IOI'08 a bit
Can someone please explain how to do C ??? The editorial is may be according to me a bit complex ....
The point is that the contribution of each and every two connected component differs by whether it is a bipartite graph. Leave the single point alone, in a single connected component, you can color the graph with black & white (two side of each edge have different colors). If possible, pair (black, white) will attach to a (white, black) with an edge, and it cannot connect with point like pair (white, white) and (black, black).
Likewise, you can use similar way to calculate the contribution of two distinct connected components.
What was the intended difficulty of the problems in terms of top coder point values?
2X points at Atcoder = X points at Topcoder Div1
Thanks, I thought so. However I wondered if D was really 450 on tc.
Seams that E is easier than D and F. 500 points F suddenly got to be almost the whole solution. :(
I think if you get (or somehow already know) the reunity number fact it's much easier to proceed, but without that D is definitely easier than E.
could you please tell me what is the fact?!
Yes, I agree that F's partial score is much harder than 500 points, but it's somewhat difficult to give partial points. For example, if we give 1200 points for it, the difference between the full score and the partial score is also much bigger than 500 points.
In E, Increasing Numbers, we need to check if r_1,r_2,...r_9k exist. We check it by checking if sum of digits of decimal representation of 9N+9k is "at most" 9k. But how does it guarantee it can be written in exactly 9k powers of 10?
For example: 1 can only be written in just 1 power of 10 i.e. 0 but not 9 powers of 10.
If you can represent n as sum of k powers of 10 then you can do it also using k+9 powers of 10 (if that's not greater than n). Moreover 9n+9k is divisible by 9, so its sum of digits is also divisible by 9.
The editorial for C says "there is an edge between (a, b) and (a', b') iff there exists a path of length l between a and a' and a pathbof length l between b and b'". Isn't it supposed to be path between (a, b) and (a', b')?