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Added by: | Muhammad Ridowan |
Date: | 2010-11-21 |
Time limit: | 1s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ASM64 CLOJURE FORTRAN ICON ICK PRLG-swi ST |
Resource: | Own, thanks for helping Zobayer,Tulip and Shiplu |
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2016-04-28 23:53:35 Stanislav Zholnin
I've been reading it for half an hour and still don't understand why, e.g. in case 2 Lingate can't take 5+2+7 giving you 1+3 with total work of 14+4, which is definitely more total works then 5+2 mentioned in official solution. Ah, understood - limitations of English language. "Your" is meant here to be singular, not plural, so "Your work" means only work of person solving the problem. Another valid way to understand "Your" is your work as a team, so both Lingates and me. But this is incorrect understanding. Last edit: 2016-04-29 22:08:39 |
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2012-12-13 14:08:34 Vidit Gupta
In case 1, cant I take the first work (i.e. 1) and let Lingates take 2nd and 3rd (i.e. 2 and 3 respectively)? |
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2011-11-05 20:17:02 :-P
what's wrong with this problem ? there's submit button and last submissions frame ! and even my Ac solution gets wrong answer ! Last edit: 2011-11-05 20:17:33 |
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2010-12-07 05:54:03 Husnun Nashir
I get confused with the 4th case. Why the last work(1) must be given to Lingate ? If the last work given to me, the output should be = 19 18, that more maximal and not contradict with the rules. Please correct me if I am wrong, thanks.. Reply : If the last work 1 will given to you int the second turn then total amount of your work will be 6 which is equal to Lingates work. So you can't take that. Also if in 3rd turn you take the work then your total work in that turn is 1 and total work of Lingates is 0. So it also not possible. Last edit: 2011-01-24 13:38:54 |
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2010-12-01 05:02:01 Billy Pramboro
Sorry but that you was told that "Again you can't take 2nd and 4th work because they are not adjacent". It's make me confused. Cause it's contrast with the 2nd case. Thanks Reply: You can't take 2nd and 4th work on a single turn. Because they are not adjacent. In a new turn you can take anything if that not contradict with rules. Last edit: 2010-12-03 16:15:59 |
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2010-11-23 11:28:22 Manukranth
EDIT: Output for n=0: 0 0 Reply: If n=0 then also in any turn Lingates don't get smaller or equal work then you because their is no round. So I think it could be a valid case. Last edit: 2010-11-23 21:49:42 |
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2010-11-22 12:36:09 Oleg
Also wrong exaplanation about 5 2 7 1 3 -> 12 6 Seems Lingates get 1 + 3 and not 1 + 2 + 3. Edit: Sorry and thanks :) . Actually the explanations are of 3rd and 4th case but was written as 2nd and 3rd. Updated and Fixed. Last edit: 2010-11-22 08:33:09 |
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2010-11-22 12:36:09 Muhammad Ridowan
Please tell if you find any fault or ambiguous is the problem description. Its my first created problem so any suggestion is welcomed. |