Count how many characters remain after repeatedly transforming a string under fixed replacement rules.
You are given a string and a transformation rule that is applied repeatedly for a fixed number of rounds. In each round, every character is replaced according to the rule, which changes the string length over time. Your task is to determine the total number of characters after all rounds of transformation.
Because the string can grow very quickly, focus on counting the length rather than constructing the full transformed string whenever possible.
Input Format
- A string representing the initial text.
- An integer representing the number of transformation rounds.
- The replacement rule is implicitly defined by the problem statement on the platform version.
Output Format
Return the total number of characters present after applying the transformation exactly times.
Constraints
- The string may grow exponentially with the number of rounds.
- The answer may need to be computed modulo a large constant in the original problem setting.
- Use an approach that avoids building the full intermediate strings when the growth becomes large.
Example 1
Input
s = "a", k = 1
Output
2
Explanation
After one transformation, the single character expands according to the rule, so the total length becomes 2.
Example 2
Input
s = "ab", k = 2
Output
4
Explanation
Apply the transformation twice and count the resulting characters instead of writing the entire final string.
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