[seqfan] Primes and prime remainders

[Eric Angelini]

Hello SeqFans,
Primes p(n) such that the remainder
of p(n)/p(n-1) is prime.
The seq P starts with p(1)=3 and is always
extended with the smallest possible
prime.

P=3,5,7,17,19,41,43,89,...

Example:
5/3--> remainder 2
7/5--> remainder 2
17/7--> remainder 3
19/17--> remainder 2
41/19--> remainder 3
43/41--> remainder 2
89/43--> remainder 3
etc.
Hope I didn't mistake somewhere.
Best.
É.


Catapulté de mon aPhone