# References for computation of 2-primary stable 64-stem ${_2\pi_{64}^s}$?

I want to learn about the $2$-primary component of the stable homotopy groups of spheres in dimension $64$. Since the triviality of $61$-st stem has been proved just recently, I thought that either I am unable to find about ${_2\pi_{64}^s}$ or still there is something unknown about this. I did not find anything in Ravenel's Green book about his, and not sure if there is anything in Toda's book? I will be very grateful for any advise on this!?!

• @Drew Heard Do you mean the results themselves could affect computations of Kochman and Mahowald, or do you mean that the methods employed by Isaken, Wang, Xu, and others could result in a different result for the $64$-th stem? – user51223 Dec 1 '17 at 19:35