What is the lowest arithmetic sequence of positive prime integers that has 3 terms? 5 terms? 8 terms?

What is the constant difference for the lowest N positive prime integers in arithmetic sequence?

What would the first term be for such a sequence?

(A prime sequence is "lowest" if the average of its terms is the lowest. If any are tied then it is the one with the smallest starting term.)

(In reply to Solution to 2 extra parts... by ronen)

This may work, and was actually the solution I had in mind. I think others have shown that this isn't the SMALLEST one. If I misread your post tell me. :)

Posted by Gamer on 2003-12-08 22:18:43