#C6144. Subsequence Formation
Subsequence Formation
Subsequence Formation
Given two strings s and t, determine whether t can be formed from s by deleting some (possibly zero) characters without changing the relative order of the remaining characters.
This is equivalent to checking if t is a subsequence of s. In mathematical terms, there exists an increasing sequence of indices \(i_1, i_2, \dots, i_k\) such that:
\(s_{i_1} s_{i_2} \cdots s_{i_k} = t\)
Output YES if it is possible, otherwise output NO.
inputFormat
The input consists of two lines:
- The first line contains the string s.
- The second line contains the string t.
outputFormat
Output a single line with YES if t is a subsequence of s, otherwise output NO.
## sampleabcde
ace
YES
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