Hi guys, using a code like this:

Table[{{i, j, k, l}}, {i,1,2}, {j,1,2}, {k,1,2}, {l,1,2}] // MatrixForm

I obtain a nested list:

Instead of that, I'd like to obtain just a simple array composed of 16 vectors 1x4 like this one:

I need that because i have to do those calculations:

vectors = 
  Table[KroneckerProduct[misure[[i]], misure[[j]], misure[[k]], 
    misure[[l]]], {i, 1, 2}, {j, 1, 2}, {k, 1, 2}, {l, 1, 2}];

aspectedvalue = 
  Table[FullSimplify[
    Abs[KroneckerProduct[misure[[i]], misure[[j]], misure[[k]], 
        misure[[l]]].ConjugateTranspose[\[Psi]]]^2, 
    Assumptions -> {\[Phi] \[Element] Reals}], {i, 1, 2}, {j, 1, 
    2}, {k, 1, 2}, {l, 1, 2}];

and I want to obtain a simple output in both.

In the first one, I'd like to obtain a 16x(1x16) array of vectors (misure[[i]] are 1x2 vectors, and the kronecker product of 4 of them gives a 1x16 vector); in the latter I'd like to obtain a 16x1 vector (because those are just scalars.). If there isn't a clever way to do this with table, I'll use for cycles...

I hope I made myself clear, thank you