PIKKA solves everyday issues and makes life fuller, richer, tastier. It speaks a simple language: one that intrigues and interacts. All objects are clean in form and finely made in their materialization.
Pikka tables are really real. We use reclaimed wood, hardwood finished in a way that balances its time earned character and your everyday life. Most pieces of wood show of their past life such as filled in holes, weather grooves or old joinery.
PIKKA solves everyday issues and makes life fuller, richer, tastier. It speaks a simple language: one that intrigues and interacts. All objects are clean in form and finely made in their materialization.
They are about 15 to 23 cm (6 to 9 in) in body length and weigh between 120 and 350 g (4 and 12 1 ⁄ 2 oz), depending on species. Like rabbits, after eating, they initially produce soft, green feces, which they eat again to take in further nutrition, before producing the final, solid, fecal pellets. Pikas are small mammals, with short limbs and rounded ears. They are about 15 to 23 cm (6 to 9 in) in body length and weigh between 120 and 350 g (4 and 12 1 ⁄ 2 oz), depending on species. Like rabbits, after eating, they initially produce soft, green feces, which they eat again to take in further nutrition, before producing the final, solid, fecal pellets.
DUKKAR - Dukkar and Pikka
Pika and Dukkar are roomie. Pika is a nerd and likes to play with mathematics! Pika's favourite topic is pascal triangle and he proclaims that he can solve any problem related to this. So Dukkar decides if it's really true!
Dukkar gives a number N and a prime number P. N is the Nth row of pascal triangle starting with 0. Dukkar asks Pika to find how many numbers in nth row are divisible by P. Since the number can be very large so, Pika has to write a program. Since end sem are coming and Pika has to top in his batch so he asks you for help. Can you help Pika?
Input
The first line of the test file will contain T (T < 100000) where T is the no. of test cases. Each of the next T lines will contain two integers N (0 <= N <= 1018) and P (2 <= P <= 105) as defined above.
Output
For each test case print on each line K the number of numbers divisible by P on Nth row of the pascal triangle.
Example
Added by:
NISHANT RAJ
Date:
2014-03-09
Time limit:
0.100s-0.800s
Source limit:
50000B
Memory limit:
1536MB
Cluster:
Cube (Intel G860)
Languages:
All except: ASM64
Resource:
own
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