System Engineer

Ninja is given a binary number as a string ‘S’ of size ‘N’, he is asked to convert it into its decimal equivalent (as an Integer) and print it.

Note:

A binary string is a string in which all characters are either ‘1’ or ‘0’.

A palindrome string is one that reads the same backward as well as forward.

You are given a string 'str'.

Find the minimum number of characters needed to insert in 'str' to make it a palindromic string.

Example :

Input: 'str' = "abca"

Output: 1

Explanation:
If we insert the character ‘b’ after ‘c’, we get the string "abcba", which is a palindromic string. Please note that there are also other ways possible.

After years of research, Ninja is finally able to invent the time machine, and now he is back to the good old days when T9 keypads were being used in mobile phones.

Being a curious person, Ninja wants to find out all possible strings that can be formed by pressing the keys of the phone.

Formally, you are given a string S, that consists of digits from 2-9 (both inclusive), your task is to find out all the possible strings that can be formed from the input string by mapping the digits to the letters as in a T9 keypad. Then, print the strings in a lexicographically sorted order.

For Example:

If S = “34”, then all the possible letters that can be formed from string S are {“dg”, “dh”, “di”, “eg”, “eh”, “ei”, “fg”, “fh”, “fi”}.

Given a row-wise sorted matrix having N number of rows and M number of columns. Your task is to find the median of the given matrix.

Note :

Assume that the size of the matrix N*M is always odd.

You are given a string 'S'. Your task is to check whether the string is palindrome or not. For checking palindrome, consider alphabets and numbers only and ignore the symbols and whitespaces.

Note :

String 'S' is NOT case sensitive.

Example :

Let S = “c1 O$d@eeD o1c”.
If we ignore the special characters, whitespaces and convert all uppercase letters to lowercase, we get S = “c1odeedo1c”, which is a palindrome. Hence, the given string is also a palindrome.

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