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The question is about finding n-th smallest palindrome number, say n=9, then another k-th smallest palindrome number, say k=13, then I have to do this :- [(nth)^(nth+1)]* [(nth)^(nth+2)].......[(nth) ^(kth)], where nth+1 refers to 10th smallest palindrome number, nth+2 refers to 11th smallest palindrome number and so on , {T, L and R} are the inputs , L and R are less than or equal to 5(10^3), as the output will be very large so the judge wants the answer as output modulo 10^9+7

The question is about finding n-th smallest palindrome number, say n=9, then another k-th smallest palindrome number, say k=13, then I have to do this :- [(nth)^(nth+1)]* [(nth)^(nth+2)].......[(nth) ^(kth)], where nth+1 refers to 10th smallest palindrome number, nth+2 refers to 11th smallest palindrome number and so on , {T, L and R} are the inputs , L and R are less than or equal to 5(10^3), as the output will be very large so the judge wants the answer as output modulo 10^9+7 , link of the question - https://www.codechef.com/JULY21C/problems/CHEFORA

The question is about finding n-th smallest palindrome number, say n=9, then another k-th smallest palindrome number, say k=13, then I have to do this :- [(nth)^(nth+1)]* [(nth)^(nth+2)].......*[(nth) ^(kth)], where nth+1 refers to 10th smallest palindrome number, nth+2 refers to 11th smallest palindrome number and so on

The question is about finding n-th smallest palindrome number, say n=9, then another k-th smallest palindrome number, say k=13, then I have to do this :- [(nth)^(nth+1)]* [(nth)^(nth+2)].......[(nth) ^(kth)], where nth+1 refers to 10th smallest palindrome number, nth+2 refers to 11th smallest palindrome number and so on , {T, L and R} are the inputs , L and R are less than or equal to 5(10^3), as the output will be very large so the judge wants the answer as output modulo 10^9+7