code: def test_vector_derivative_printing():
      # First order
      v = omega.diff() * N.x
      assert unicode_vpretty(v) == "ω̇ n_x"
      assert ascii_vpretty(v) == "omega'(t) n_x"
  
      # Second order
      v = omega.diff().diff() * N.x
  
      assert vlatex(v) == r"\ddot{\omega}\mathbf{\hat{n}_x}"
      assert unicode_vpretty(v) == "ω̈ n_x"
      assert ascii_vpretty(v) == "omega''(t) n_x"
  
      # Third order
      v = omega.diff().diff().diff() * N.x
  
      assert vlatex(v) == r"\dddot{\omega}\mathbf{\hat{n}_x}"
      assert unicode_vpretty(v) == "ω⃛ n_x"
      assert ascii_vpretty(v) == "omega'''(t) n_x"
  
      # Fourth order
      v = omega.diff().diff().diff().diff() * N.x
  
      assert vlatex(v) == r"\ddddot{\omega}\mathbf{\hat{n}_x}"
      assert unicode_vpretty(v) == "ω⃜ n_x"
      assert ascii_vpretty(v) == "omega''''(t) n_x"
  
      # Fifth order
      v = omega.diff().diff().diff().diff().diff() * N.x
  
      assert (
          vlatex(v) == r"\frac{d^{5}}{d t^{5}} \omega\mathbf{\hat{n}_x}"
      )
      expected = """\
   5            \n\
  d             \n\
  ---(omega) n_x\n\
    5           \n\
  dt            \
  """
      uexpected = """\
   5        \n\
  d         \n\
  ───(ω) n_x\n\
    5       \n\
  dt        \
  """
      assert unicode_vpretty(v) == uexpected
      assert ascii_vpretty(v) == expected
  
imports: from sympy.core.function import Function
  from sympy.core.symbol import symbols
  from sympy.functions.elementary.miscellaneous import sqrt
  from sympy.functions.elementary.trigonometric import asin, cos, sin
  from sympy.physics.vector import ReferenceFrame, dynamicsymbols, Dyadic
  from sympy.physics.vector.printing import VectorLatexPrinter, vpprint, vsprint, vsstrrepr, vlatex
label_desc: Use image node_id 13 for calling a global function with example usage: test_vector_derivative_printing() without return types