Module: Nombor perdana dan pemfaktoran nombor menjadi faktor perdana


Problem

7 /9


Kembar tiga nombor

Problem

Tulis atur cara yang mencari bilangan triplet integer a, c, p supaya p — nombor perdana, nombor memenuhi kesamaan: $$ \sqrt{a} - \sqrt{c} = \sqrt{p}. $$ Setiap nombor a, c dan p terletak di antara N dan M (iaitu, \(N<=a<= M,\ N<=c<= M,\ N<=p<= M\)).

Input 
Masukkan dua integer N dan M (\(0<=N<=M<=100000\) ) .
 
Imprint 
Keluarkan bilangan tiga kali ganda nombor yang dikehendaki a, c, p.
 
Contoh

time 1000 ms
memory 256 Mb
Rules for program design and list of errors in automatic problem checking

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# Input Output
1 18 1
2 5 20 1
3 1 7 0