This problem is a programming version of Problem 169 from projecteuler.net Define f(0) = 1 and f(n) to be the number of different ways n can be expressed as a sum of integer powers of 2 using each power no more than twice. For example, f(10) = 5 since there are five different ways to express 10: 1+1+8 1+1+4+4 1+1+2+2+4 2+4+4 2+8 What is f(n) for a given n? Input Format One integer is given on first line representing n. Constraints •1

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Question are attached, Code should be on python 3.

This problem is a programming version of Problem 169 from projecteuler.net
Define f(0) = 1 and f(n) to be the number of different ways n can be expressed as a sum of integer powers of 2 using each
power no more than twice.
For example, f(10) = 5 since there are five different ways to express 10:
1+1+8
1+1+4+4
1+1+2+2+4
2+4+4
2+8
What is f(n) for a given n?
Input Format
One integer is given on first line representing n.
Constraints
•1<n< 1027
Output Format
Print one integer which is the answer to the problem.
Sample Input 0
10
Sample Output 0
Transcribed Image Text:This problem is a programming version of Problem 169 from projecteuler.net Define f(0) = 1 and f(n) to be the number of different ways n can be expressed as a sum of integer powers of 2 using each power no more than twice. For example, f(10) = 5 since there are five different ways to express 10: 1+1+8 1+1+4+4 1+1+2+2+4 2+4+4 2+8 What is f(n) for a given n? Input Format One integer is given on first line representing n. Constraints •1<n< 1027 Output Format Print one integer which is the answer to the problem. Sample Input 0 10 Sample Output 0
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