
In this task, you're presented with a string num that represents a large integer. You need to determine if there exists any "good" integer within this string. An integer qualifies as "good" if it meets both of the following criteria:
num and has exactly three characters.Your goal is to identify the largest "good" integer and return it as a string. In cases where no such integer exists, you should return an empty string "". Please note that the substrings can include leading zeroes.
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3 <= num.length <= 1000num only consists of digits.From the examples and constraints provided, the solution requires checking every possible substring of length 3 within num to see if all characters are identical. Here’s a clear breakdown of the methodical approach:
Initialize an empty string max_good to store the result.
Loop through the string num from the start to length-2 (inclusive) to ensure each iteration gives us a valid substring of length 3:
i, extract the substring from i to i+3.max_good, update max_good.After the loop, return max_good if it's not empty. Otherwise, return an empty string "".
This approach leverages string slicing and comparisons to efficiently find the desired substring. Given the constraint (num.length up to 1000), this method is computationally reasonable as it operates in linear time relative to the size of the input string.
This summary provides an outline for a solution that finds the largest number composed of three identical consecutive digits within a given string. The solution, implemented in C++, involves iterating through the string with a sliding window of size three, identifying segments where all three characters are the same. Here's a concise breakdown of the approach:
highest to store the maximum three-digit number found, starting its comparison with a null character.max function to update highest whenever a higher triplet is found.highest remains unchanged as the null character), return an empty string. If a valid triplet was found, construct and return the string composed of three instances of the highest character.This efficient approach ensures that you only need to traverse the string once, making it optimal for strings of small to moderate size where deep computational operations are not feasible. The solution leverages basic string and character manipulation to achieve its goal.
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