Print a cube net of the specified size Challenge

Given a size s, print a cube net of that size made of hash symbols (#) and spaces ().

Examples:

1:
  #
# # #    
  #
  #

2:
    # #
    # #
# # # # # #
# # # # # #
    # #
    # #
    # #
    # #

3:
      # # #
      # # #
      # # #
# # # # # # # # #
# # # # # # # # #
# # # # # # # # #
      # # #
      # # #
      # # #
      # # #
      # # #
      # # #


The net can actually be any valid cube net that can fold into a cube, for example these:

    # #
    # #
# # # # # # # #
# # # # # # # #
    # #
    # #

    # # # #
    # # # #
    # #
    # #
    # #
    # #
# # # #
# # # #


Rules


The resulting net must be geometrically valid (foldable into a cube)
Standard loopholes forbidden
Read the rules carefully
This is code-golf, shortest answer wins, but will not be selected
Python 2, 47 bytes



n=input()
for c in 1,4,1:exec"print'# '*c*n;"*n


Try it online!

Prints this net, chosen for being left-justified:

# # 
# # 
# # # # # # # # 
# # # # # # # # 
# # 
# # 


The lines have n or 4*n copies of '# '. For each of 1,4,1, we print n times that many copies, done n times for n lines. Having an exec loop inside a for loop seems wasteful, but I didn't see better.

Alternatives I tested:

lambda n:('# '*n*3+'\n')*n+('  '*n+'# '*n+'\n')*3*n

lambda n:('# '*n*3+'\n')*n+(' '*4*n+'# '*n*3+'\n')*n

def f(n):
 for c in[3]*n+[1]*3*n:print('# '*c*n).center(6*n)

def f(n):
 for c in[4]*n+[0]*n:print' '*c*n+'# '*n*3

def f(n):
 for c in[1]*n+[4]*n+[1]*n:print'# '*c*n

def f(n):
 c=1;exec("print'# '*c*n;"*n+"c^=5;"*n)*3

def f(n):
 for i in range(3*n):print'# '*[1,4,1][i/n]*n

def f(n):
 for c in 1,4,1:print('# '*c*n+'\n')*n,

def f(n):
 for c in 1,4,1:exec"print'# '*c*n;"*n


(The def functions can all be one shorter as a program.)