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ADAGIFT - Ada and Birthday |
Even though there is almost half a year before Ada the Ladybug's birthday, her friend already started searching for a birthday gift. As Ada is a mathematician, they decided to give her a number. They know that Ada loves numbers, which are composed by concatenation of prime numbers (at least one).
Sometime there are multiple ways to do so: for example 37 can be concatenation of "3" and "7", yet it can also be concatenation of "37" itself. The more ways, the better the number is. Ada's friends want to surprise her by as good number as possible so they want you to write a program, which could count the number of ways.
NOTE:Number with leading zeroes is a valid number (treat it as if the leading zeroes are not there)
Input
The first line contains an integer 1 ≤ T ≤ 100
Each of the next N lines contains a number 1 ≤ A < 1030
Output
For each number, print the number of ways it can be written as concatenation of prime numbers.
Example Input
8 2 37 111 3737 133 1000000009 113731191937237 1111111111111111111111
Example Output
1 2 0 6 1 1 197 1
Added by: | Morass |
Date: | 2017-06-15 |
Time limit: | 3s |
Source limit: | 50000B |
Memory limit: | 1536MB |
Cluster: | Cube (Intel G860) |
Languages: | All |
hide comments
2017-09-11 13:18:03
@Min_25: Good day to you, Oh I'm sorry for not clarifiing this... well imho "02" is equal to "2" since it is just "2" with leading zero. You are right, maybe your "look" on the thing is more valid - I will clarify this. Thank you and again - sorry Have nice day! |
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2017-09-03 09:18:44 Min_25
Why the answer for "202" is 1 ? IMHO, "2" + "02" is not a concatenation of primes. Last edit: 2017-09-03 09:30:51 |
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2017-06-15 11:25:41
@[Rampage] Blue.Mary: You was right, there was a huge mistake in input data. So firstly sorry for your time you spend over it :/ Secondly thank you for finding it! Thirdly it shall be OK now and your solution shall get AC! **I'm almost sure none leading zeroes are in input! Thank you & Have nice day!! Last edit: 2017-06-15 11:26:35 |