The consecutive Prime numbers are known as Prime Triplets if they satisfy the follows;
(n,n+2,n+6) are all Prime or (n,n+4,n+6) are all Prime . Where n is an integer number >0

if n=5,then 5,7,11 are all Prime so they arre Prime Triplets.

If n=7, then (7,7+2, 7+6) 7,9,13 all are not primes so they are not the Prime Triplets.

But if n=7, then (7,7+4,7+6) 7,11,13 all are Prime and they are Prime Triplets.

Write a program to input a start limit S>0 and a last limit L>0. Print all the Prime Triplets between S and L with sutiable message . The Prime Triplets may be greater or be greater or lesser than L depending upon the conditions used for generating Prime combinations. Print the total number of primer Triplets at the end.

Input
s=3, l=15

Output
Prime Triplets
5 7 11
7 11 13
11 13 17
13 17 19
Total Prime Triplet combinations are =4

Write a program.