Pro.ID10215 TitleCow XOR Title链接http://10.20.2.8/oj/exercise/problem?problem_id=10215 AC9 Submit20 Ratio45.00% 时间&空间限制描述Farmer John is stuck with another problem while feeding his cows. All of his N (1 ≤ N ≤ 100,000) cows (numbered 1..N) are lined up in front of the barn, sorted by their rank in their social hierarchy. Cow #1 has the highest rank; cow #N has the least rank. Every cow had additionally been assigned a non-unique integer number in the range 0..(221 - 1). Help FJ choose which cows will be fed first by selecting a sequence of consecutive cows in the line such that the bitwise "xor" between their assigned numbers has the maximum value. If there are several such sequences, choose the sequence for which its last cow has the highest rank. If there still is a tie, choose the shortest sequence. 输入Line 1: A single integer N Lines 2..N+1: N integers ranging from 0 to 221 - 1, representing the cows' assigned numbers. Line j describes cow of social hierarchy j-1. 输出Description Farmer John is stuck with another problem while feeding his cows. All of his N (1 ≤ N ≤ 100,000) cows (numbered 1..N) are lined up in front of the barn, sorted by their rank in their social hierarchy. Cow #1 has the highest rank; cow #N has the least rank. Every cow had additionally been assigned a non-unique integer number in the range 0..(221 - 1). Help FJ choose which cows will be fed first by selecting a sequence of consecutive cows in the line such that the bitwise "xor" between their assigned numbers has the maximum value. If there are several such sequences, choose the sequence for which its last cow has the highest rank. If there still is a tie, choose the shortest sequence. Input Line 1: A single integer N Lines 2..N+1: N integers ranging from 0 to 221 - 1, representing the cows' assigned numbers. Line j describes cow of social hierarchy j-1. Output Line 1: Three space-separated integers, respectively: the maximum requested value, the position where the sequence begins, the position where the sequence ends. Sample Input 5 Sample Output 6 4 5 Hint INPUT DETAILS: There are 5 cows. Cow #1 had been assigned with 1; cow #2 with 0; cow #3 with 5; cow #4 with 4; cow #5 with 2. OUTPUT DETAILS: 4 xor 2 = 6 (001) xor (010) = (011) Source 样例输入5 样例输出6 4 5 提示INPUT DETAILS: There are 5 cows. Cow #1 had been assigned with 1; cow #2 with 0; cow #3 with 5; cow #4 with 4; cow #5 with 2. OUTPUT DETAILS: 4 xor 2 = 6 (001) xor (010) = (011) |