ETFS - Euler Totient Function Sieve
In number theory, the totient phi(n) of a positive integer n is defined to be the number of positive integers less than or equal to n that are coprime to n.
Input
The lonely line in input contains two integers a, b.
Output
Print phi(n) for n from a to b (inclusive).
Example
Input: 1 5 Output: 1 1 2 2 4
Constraints
0 < a < b < 10^14 b - a < 10^5
Python can get AC under half the time limit (for any test case). My total PY3.4 time is 3.23s for 5 input files. Have fun ;-)
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crazy_8:
2023-12-29 16:41:57
here is my code. I am getting the wrong ans on test case 4. Please help me to solve this
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samun_49:
2023-08-28 08:02:19
A really fun problem yet a little frustrating. But really good problem for understanding and applying Segmented Sieve on ETF. I really enjoyed myself. Thanks a lot.
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vikas12:
2020-04-17 23:03:54
i am also gettin wa for4 th testcase
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rjsingh_123:
2020-04-14 17:55:10
Getting wrong answer on case 4
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sanjiuchiha:
2020-04-13 15:10:19
I am getting wrong answer on test case 4. I have checked my code multiple times. Can somebody give me a hint.
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i_0__0_i:
2020-04-11 10:41:45
99999999899998 99999999999999 -isn't this is a valid test case?
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zihadboss:
2020-03-22 23:22:58
Give me hint to solve the problem.
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ashik_01:
2019-08-08 19:52:13
Just a superb problem. Learned something new. Thanks to the author. |
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abhinav_jain02:
2018-12-19 13:33:51
I am getting wrong answer on test case 4. I have checked my code multiple times. Can somebody give me a hint.
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eagleshadow:
2018-10-03 16:23:00
Very nice Problem
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Added by: | Francky |
Date: | 2014-12-29 |
Time limit: | 2s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All except: ASM64 |
Resource: | ETF |