parse_dm_element
def parse_dm_element(
s
):<xarray.DataArray 'Density matrix (source)' (Density matrix: 196)> Size: 196B
array([ True, False, False, True, False, False, False, False, True, False, False, False, False, False, False, True, False, False, False,
False, False, False, False, False, True, True, False, False, True, False, False, False, False, True, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, True,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, True])
Coordinates:
* Density matrix (Density matrix) <U68 53kB 'ρ<sub>Re, (3S<sub>1/2</sub>, ...array([ True, False, False, True, False, False, False, False, True, False, False, False, False, False, False, True, False, False, False,
False, False, False, False, False, True, True, False, False, True, False, False, False, False, True, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, True,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, True])array(['ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>'],
dtype='<U68')<xarray.DataArray (Population (range): 2, Density matrix (source): 4)> Size: 64B
array([[ 1.0 , 0 , 0 , 0 ],
[ 0 , 0 , 0 , 1.0 ]])
Coordinates:
* Population (range) (Population (range)) <U50 400B 'ρ<sub>Re, 3S<sub...
* Density matrix (source) (Density matrix (source)) <U50 800B 'ρ<sub>Re, 3...array([[ 1.0 , 0 , 0 , 0 ],
[ 0 , 0 , 0 , 1.0 ]])array(['ρ<sub>Re, 3S<sub>1/2</sub>, 3S<sub>1/2</sub></sub>',
'ρ<sub>Re, 3P<sub>1/2</sub>, 3P<sub>1/2</sub></sub>'], dtype='<U50')array(['ρ<sub>Re, 3S<sub>1/2</sub>, 3S<sub>1/2</sub></sub>',
'ρ<sub>Re, 3S<sub>1/2</sub>, 3P<sub>1/2</sub></sub>',
'ρ<sub>Im, 3S<sub>1/2</sub>, 3P<sub>1/2</sub></sub>',
'ρ<sub>Re, 3P<sub>1/2</sub>, 3P<sub>1/2</sub></sub>'], dtype='<U50')<xarray.DataArray (Population: 2)> Size: 16B array([ 1.0 , 1.0 ]) Coordinates: * Population (Population) <U50 400B 'ρ<sub>Re, 3S<sub>1/2</sub>, 3S<sub>1/...
array([ 1.0 , 1.0 ])
array(['ρ<sub>Re, 3S<sub>1/2</sub>, 3S<sub>1/2</sub></sub>',
'ρ<sub>Re, 3P<sub>1/2</sub>, 3P<sub>1/2</sub></sub>'], dtype='<U50')<xarray.DataArray (Population: 2)> Size: 16B array([ 1.0 , 1.0 ]) Coordinates: * Population (Population) <U50 400B 'ρ<sub>Re, 3S<sub>1/2</sub>, 3S<sub>1/...
array([ 1.0 , 1.0 ])
array(['ρ<sub>Re, 3S<sub>1/2</sub>, 3S<sub>1/2</sub></sub>',
'ρ<sub>Re, 3P<sub>1/2</sub>, 3P<sub>1/2</sub></sub>'], dtype='<U50')<xarray.DataArray (Population (range): 16, Density matrix (source): 196)> Size: 25kB
array([[ 1.0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
...,
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 1.0 ]], shape=(16, 196))
Coordinates:
* Population (range) (Population (range)) <U68 4kB 'ρ<sub>Re, (3S<sub...
* Density matrix (source) (Density matrix (source)) <U68 53kB 'ρ<sub>Re, (...array([[ 1.0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
...,
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 0 ],
[ 0 , 0 , 0 , ..., 0 , 0 , 1.0 ]], shape=(16, 196))array(['ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>'],
dtype='<U68')array(['ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>'],
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Coordinates:
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'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 1)</sub>',
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'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
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'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>'],
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* Density matrix (Density matrix) <U50 800B 'ρ<sub>Re, 3S<sub>1/2</sub>, 3...
* Level (Level) <U16 128B '3P<sub>1/2</sub>' '3S<sub>1/2</sub>'array([[False, False, False, True],
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* Level (Level) <U16 128B '3P<sub>1/2</sub>' '3S<sub>1/2</sub>'array([[False, False, False, True],
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False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, True, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
True, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, True],
[ True, False, False, True, False, False, False, False, True, False, False, False, False, False, False, True, False, False,
False, False, False, False, False, False, True, True, False, False, True, False, False, False, False, True, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False]])
Coordinates:
* Density matrix (source) (Density matrix (source)) <U68 53kB 'ρ<sub>Re, (...
* Level (range) (Level (range)) <U16 128B '3P<sub>1/2</sub>' '3S...array([[False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, True, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
True, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, True, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, True, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, True],
[ True, False, False, True, False, False, False, False, True, False, False, False, False, False, False, True, False, False,
False, False, False, False, False, False, True, True, False, False, True, False, False, False, False, True, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False,
False, False, False, False, False, False, False, False, False, False, False, False, False, False, False, False]])array(['ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3S<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3S<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 2, -2)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, 0)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 2, -2), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3S<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 1), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Im, (3P<sub>1/2</sub>, 1, 0), (3P<sub>1/2</sub>, 1, -1)</sub>',
'ρ<sub>Re, (3P<sub>1/2</sub>, 1, -1), (3P<sub>1/2</sub>, 1, -1)</sub>'],
dtype='<U68')array(['3P<sub>1/2</sub>', '3S<sub>1/2</sub>'], dtype='<U16')
<xarray.DataArray (Level: 2)> Size: 16B array([ 8.0 , 8.0 ]) Coordinates: * Level (Level) <U16 128B '3P<sub>1/2</sub>' '3S<sub>1/2</sub>'
array([ 8.0 , 8.0 ])
array(['3P<sub>1/2</sub>', '3S<sub>1/2</sub>'], dtype='<U16')
<xarray.DataArray (Level: 2)> Size: 16B array([ 8.0 , 8.0 ]) Coordinates: * Level (Level) <U16 128B '3P<sub>1/2</sub>' '3S<sub>1/2</sub>'
array([ 8.0 , 8.0 ])
array(['3P<sub>1/2</sub>', '3S<sub>1/2</sub>'], dtype='<U16')