
secondroot(secondpower(phi) plus one)  no teragona were suffered to find Brun's constant
Posted:
Apr 27, 2013 6:42 PM


it'd be nice to have a construction for this, other form, as well. anyway, let's see, how long, it takes for someone to find "the" construction, which I had used to input into the calculator, whence I recognized the number in Ribbenboim.
> > it is the secondroot of the sum of phi to the second power > > and one (sndrt(((sndrt(5) + 1)/2)^2 +1))

