Hybrid Prikry forcing
We present a new forcing notion combining diagonal supercompact Prikry forcing with interleaved extender based forcing. We start with a supercompact cardinal $\kappa $. In the final model the cofinality of $\kappa $ is $\omega $, the singular cardinal hypothesis fails at $\kappa $, and GCH holds below $\kappa $. Moreover we define a scale at $\kappa $ which has a stationary set of bad points in the ground model.