Werner Sand sent the
following conjecture:
Let t be
the minor partner of a twin prime (presumed there are infinitely many), then the infinite
Product[1/(1-1/t)] (t=3...infinite) =
π
= 3.14159...
According to computations,
the product increases monotonously from 3/2 to
π
and at the point of t = 23887065569, it is = 3.024374573...
Q.
What can you comment about this conjecture?