Codeforces Round #377 (Div. 2)C. Sanatorium(贪心)
Description
Vasiliy spent his vacation in a sanatorium, came back and found that he completely forgot details of his vacation!
Every day there was a breakfast, a dinner and a supper in a dining room of the sanatorium (of course, in this order). The only thing that Vasiliy has now is a card from the dining room contaning notes how many times he had a breakfast, a dinner and a supper (thus, the card contains three integers). Vasiliy could sometimes have missed some meal, for example, he could have had a breakfast and a supper, but a dinner, or, probably, at some days he haven't been at the dining room at all.
Vasiliy doesn't remember what was the time of the day when he arrived to sanatorium (before breakfast, before dinner, before supper or after supper), and the time when he left it (before breakfast, before dinner, before supper or after supper). So he considers any of these options. After Vasiliy arrived to the sanatorium, he was there all the time until he left. Please note, that it's possible that Vasiliy left the sanatorium on the same day he arrived.
According to the notes in the card, help Vasiliy determine the minimum number of meals in the dining room that he could have missed. We shouldn't count as missed meals on the arrival day before Vasiliy's arrival and meals on the departure day after he left.
Input
The only line contains three integers b, d and s (0 ≤ b, d, s ≤ 1018, b + d + s ≥ 1) — the number of breakfasts, dinners and suppers which Vasiliy had during his vacation in the sanatorium.
Output
Print single integer — the minimum possible number of meals which Vasiliy could have missed during his vacation.
Sample Input
3 2 1
1 0 0
1 1 1
1000000000000000000 0 1000000000000000000
Sample Output
1
0
0
999999999999999999
Note
思路
题解:
求出早、中、晚三餐的最大值maxx,然后分别求max(i) = max(maxx - 1,(i))的值,因为当早餐是最大值时,午餐与晚餐可各自比最大值少一餐,依次类推,午餐是最大值时,早餐与晚餐可各自比最大值少一餐,晚餐是最大值时同理。所以没吃的餐数的最小值就很容易求得。
#include<bits/stdc++.h> using namespace std; typedef __int64 LL; int main() { LL b,d,s; scanf("%I64d%I64d%I64d",&b,&d,&s); LL maxx = max(max(b,d),s); LL maxb = max(maxx-1,b); LL maxd = max(maxx-1,d); LL maxs = max(maxx-1,s); cout << (maxb + maxd + maxs - (b + d + s)) << endl; return 0; }
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