A mass is attached to a vertical spring $($with a spring constant of kk$)$ when the spring is at its equilibrium length without the mass attached. The mass is released from rest from this position, and begins to undergo simple harmonic motion. You measure the total energy of the system to be $620$J$620$J$.$ If you followed an identical procedure using the same mass but for a spring with a spring constant of $2\mathrm{.}70$k$2\mathrm{.}70$k$,$ what would be the total energy of of the new system?

E$=$E$=$J