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Question: The developers working on a social media network app want to analyze user behavior. There are n event logs where userEvent[i] denotes the userld for the user that triggered the fh event. The team wants to analyze the subarrays of the logs which are consistent, that is, the frequency of the most frequent user in the subarray is equal to the frequency of the
The developers working on a social media network app want to analyze user behavior. There are n event logs where userEvent $[$ i $]$ denotes the userld for the user that triggered the fh event. The team wants to analyze the subarrays of the logs which are consistent, that is $,$ the frequency of the most frequent user in the subarray is equal to the frequency of the least frequent user in the whole array. Find the maximum length of consistent logs $.$
Note:
COll $•$ Asubarray IS a contiguous group of elements in an array.
Example D Given n $= 10,$ and userEvent $= [1, 2, 1, 3, 4, 2, 4, 3, 3, 4]$
$•$ The frequencies of $1$ and $2$ are $2 . •$ The frequencies of $3$ and $4$ are $3 .$
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