### Blockette 062 tests ###

--01-SEED
0620129P01021001MB+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00002+2.55000E+01+0.00000E+00-1.44628E+01+0.00000E+00

--01-XSEED
<response_polynomial blockette="062">
  <transfer_function_type>P</transfer_function_type>
  <stage_sequence_number>1</stage_sequence_number>
  <stage_signal_in_units>/xseed/abbreviation_dictionary_control_header/units_abbreviations/unit_lookup_code[text()="21"]/parent::*</stage_signal_in_units>
  <stage_signal_out_units>/xseed/abbreviation_dictionary_control_header/units_abbreviations/unit_lookup_code[text()="1"]/parent::*</stage_signal_out_units>
  <polynomial_approximation_type>M</polynomial_approximation_type>
  <valid_frequency_units>B</valid_frequency_units>
  <lower_valid_frequency_bound>+0.00000E+00</lower_valid_frequency_bound>
  <upper_valid_frequency_bound>+0.00000E+00</upper_valid_frequency_bound>
  <lower_bound_of_approximation>+0.00000E+00</lower_bound_of_approximation>
  <upper_bound_of_approximation>+0.00000E+00</upper_bound_of_approximation>
  <maximum_absolute_error>+0.00000E+00</maximum_absolute_error>
  <number_of_polynomial_coefficients>2</number_of_polynomial_coefficients>
  <polynomial_coefficients>
    <polynomial_coefficient>+2.55000E+01</polynomial_coefficient>
    <polynomial_coefficient_error>+0.00000E+00</polynomial_coefficient_error>
    <polynomial_coefficient>-1.44628E+01</polynomial_coefficient>
    <polynomial_coefficient_error>+0.00000E+00</polynomial_coefficient_error>
  </polynomial_coefficients>
</response_polynomial>
