Number Processing and Filtering

Background

Congcong is playing a number game. He has a list of integers and needs to perform a series of operations on each number in the list, then filter the final results according to specific rules.

Problem Description

Given a list of integers, return a new list. Each number in the new list is the square of the corresponding number from the original list plus $10$. Additionally, any resulting numbers that end in $5$ or $6$ should be omitted.

Input Format

Input is given from standard input in the following format.

A list of integers, with integers separated by spaces and enclosed in square brackets [].

Output Format

Output should be printed to standard output in the following format.

A list of processed and filtered integers, with integers separated by a comma and space , and enclosed in square brackets [].

Sample

[3 1 4]

[19, 11]

[1]

[11]

[2]

[14]

Sample Explanation

Sample 1: For input [3 1 4]:

• For $3$: $3^2 + 10 = 9 + 10 = 19$. $19$ does not end in $5$ or $6$, keep.
• For $1$: $1^2 + 10 = 1 + 10 = 11$. $11$ does not end in $5$ or $6$, keep.
• For $4$: $4^2 + 10 = 16 + 10 = 26$. $26$ ends in $6$, omit. Final result is [19, 11].

Sample 2: For input [1]:

• For $1$: $1^2 + 10 = 1 + 10 = 11$. $11$ does not end in $5$ or $6$, keep. Final result is [11].

Sample 3: For input [2]:

• For $2$: $2^2 + 10 = 4 + 10 = 14$. $14$ does not end in $5$ or $6$, keep. Final result is [14].

Constraints

Time limit for each test case is $1$ second, and memory limit is $1024$ KiB.