Superluminous super nova output I was reading about how powerful supernova were and found out there are even bigger supernovae also called hyper nova.  A large explosion was discovered in 2016 I believe (or was it 2017).   I would like to know on a human scale how much power that is.  Suppose an inventor produced an engine technology that has the output of the largest superluminous super nova to project a space shuttle.  How fast would the space ship be projected forward?  That is the output pushes air to project the space ship forward.  What speed would it reach.  Part of me wants to say faster than light.  I imagine the ship will travel so fast it would disintegrate since matter cannot exceed the speed of light.
This puts us in the realm of silly numbers.

A supernova has enough energy to rip a massive star apart. Putting all that energy into one small rigid body isn't going to end well.

A hypernova gives off about $10^{46}$ Joules. We will need the formula for relatavistic kinetic energy $E=mc^2(\gamma-1)$ where $\gamma$ depends on velocity. The mass of the shuttle is about $2\times 10^6$ kg, and $c^2=9\times 10^{16}$

So $10^{46} = (2\times 10^6) \times (9\times 10^{16}) (\gamma - 1)$. Rearranging, $\gamma = 5.5\times10^{22}$.

In relativity $\gamma = 1/\sqrt{1-v^2/c^2}$ So even this massive amount of energy won't make the shuttle go faster than light. It will make it go at

99.99999999999999999999999999999999999999999998% 

of the speed of light.