### Blockette 043 tests ###

--01-SEED
04303970001RSSTS2NG1500~A001003+6.00770E+07+1.00000E+00002+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00+0.00000E+00005-3.70040E-02+3.70160E-02+0.00000E+00+0.00000E+00-3.70040E-02-3.70160E-02+0.00000E+00+0.00000E+00-2.51330E+02+0.00000E+00+0.00000E+00+0.00000E+00-1.31040E+02-4.67290E+02+0.00000E+00+0.00000E+00-1.31040E+02+4.67290E+02+0.00000E+00+0.00000E+00

--01-XSEED-1.0
<response_poles_and_zeros blockette="043">
  <response_lookup_key>1</response_lookup_key>
  <response_name>RSSTS2NG1500</response_name>
  <response_type>A</response_type>
  <stage_signal_input_units>/xseed/abbreviation_dictionary_control_header/units_abbreviations/unit_lookup_code[text()="1"]/parent::*</stage_signal_input_units>
  <stage_signal_output_units>/xseed/abbreviation_dictionary_control_header/units_abbreviations/unit_lookup_code[text()="3"]/parent::*</stage_signal_output_units>
  <A0_normalization_factor>+6.00770E+07</A0_normalization_factor>
  <normalization_frequency>+1.00000E+00</normalization_frequency>
  <number_of_complex_zeros>2</number_of_complex_zeros>
  <complex_zero>
    <real_zero>+0.00000E+00</real_zero>
    <imaginary_zero>+0.00000E+00</imaginary_zero>
    <real_zero_error>+0.00000E+00</real_zero_error>
    <imaginary_zero_error>+0.00000E+00</imaginary_zero_error>
    <real_zero>+0.00000E+00</real_zero>
    <imaginary_zero>+0.00000E+00</imaginary_zero>
    <real_zero_error>+0.00000E+00</real_zero_error>
    <imaginary_zero_error>+0.00000E+00</imaginary_zero_error>
  </complex_zero>
  <number_of_complex_poles>5</number_of_complex_poles>
  <complex_pole>
    <real_pole>-3.70040E-02</real_pole>
    <imaginary_pole>+3.70160E-02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-3.70040E-02</real_pole>
    <imaginary_pole>-3.70160E-02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-2.51330E+02</real_pole>
    <imaginary_pole>+0.00000E+00</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-1.31040E+02</real_pole>
    <imaginary_pole>-4.67290E+02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-1.31040E+02</real_pole>
    <imaginary_pole>+4.67290E+02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
  </complex_pole>
</response_poles_and_zeros>

--01-XSEED-1.1
<response_poles_and_zeros_dictionary blockette="043">
  <response_lookup_key>1</response_lookup_key>
  <response_name>RSSTS2NG1500</response_name>
  <response_type>A</response_type>
  <stage_signal_input_units>/xseed/abbreviation_dictionary_control_header/units_abbreviations/unit_lookup_code[text()="1"]/parent::*</stage_signal_input_units>
  <stage_signal_output_units>/xseed/abbreviation_dictionary_control_header/units_abbreviations/unit_lookup_code[text()="3"]/parent::*</stage_signal_output_units>
  <A0_normalization_factor>+6.00770E+07</A0_normalization_factor>
  <normalization_frequency>+1.00000E+00</normalization_frequency>
  <number_of_complex_zeros>2</number_of_complex_zeros>
  <complex_zero>
    <real_zero>+0.00000E+00</real_zero>
    <imaginary_zero>+0.00000E+00</imaginary_zero>
    <real_zero_error>+0.00000E+00</real_zero_error>
    <imaginary_zero_error>+0.00000E+00</imaginary_zero_error>
    <real_zero>+0.00000E+00</real_zero>
    <imaginary_zero>+0.00000E+00</imaginary_zero>
    <real_zero_error>+0.00000E+00</real_zero_error>
    <imaginary_zero_error>+0.00000E+00</imaginary_zero_error>
  </complex_zero>
  <number_of_complex_poles>5</number_of_complex_poles>
  <complex_pole>
    <real_pole>-3.70040E-02</real_pole>
    <imaginary_pole>+3.70160E-02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-3.70040E-02</real_pole>
    <imaginary_pole>-3.70160E-02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-2.51330E+02</real_pole>
    <imaginary_pole>+0.00000E+00</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-1.31040E+02</real_pole>
    <imaginary_pole>-4.67290E+02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
    <real_pole>-1.31040E+02</real_pole>
    <imaginary_pole>+4.67290E+02</imaginary_pole>
    <real_pole_error>+0.00000E+00</real_pole_error>
    <imaginary_pole_error>+0.00000E+00</imaginary_pole_error>
  </complex_pole>
</response_poles_and_zeros_dictionary>
