TITLE: References for computation of 2-primary stable 64-stem ${_2\pi_{64}^s}$?
QUESTION [6 upvotes]: 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!?!

REPLY [5 votes]: This is the result from Kochman and Mahowald:
  
Which you can get from "On the Computation of Stable Stems", Contemporary Mathematics Volume 181, 1995.