data_NDTAO4_1500_publ

_pd_block_id
  2021-05-28T16:22|NDTAO4_1500|BJK|wombat

_audit_creation_method  "from EXP file using GSAS2CIF"
_audit_creation_date                   2021-05-28T16:22
_audit_author_name                     BJK
_audit_update_record
; 2021-05-28T16:22  Initial CIF as created by GSAS2CIF
;

#=============================================================================
# this information describes the project, paper etc. for the CIF             #
# Acta Cryst. Section C papers and editorial correspondence is generated     #
# from the information in this section                                       #
#                                                                            #
#   (from)   CIF submission form for Rietveld refinements (Acta Cryst. C)    #
#                                                 Version 14 December 1998   #
#=============================================================================
# 1. SUBMISSION DETAILS

_publ_contact_author_name            ?   # Name of author for correspondence
_publ_contact_author_address             # Address of author for correspondence
; ?
;
_publ_contact_author_email           ?
_publ_contact_author_fax             ?
_publ_contact_author_phone           ?

_publ_contact_letter
; ?
;

_publ_requested_journal              ?
_publ_requested_coeditor_name        ?
_publ_requested_category             ?   # Acta C: one of CI/CM/CO/FI/FM/FO

#==============================================================================

# 2. PROCESSING SUMMARY (IUCr Office Use Only)

_journal_data_validation_number      ?

_journal_date_recd_electronic        ?
_journal_date_to_coeditor            ?
_journal_date_from_coeditor          ?
_journal_date_accepted               ?
_journal_date_printers_first         ?
_journal_date_printers_final         ?
_journal_date_proofs_out             ?
_journal_date_proofs_in              ?
_journal_coeditor_name               ?
_journal_coeditor_code               ?
_journal_coeditor_notes
; ?
;
_journal_techeditor_code             ?
_journal_techeditor_notes
; ?
;
_journal_coden_ASTM                  ?
_journal_name_full                   ?
_journal_year                        ?
_journal_volume                      ?
_journal_issue                       ?
_journal_page_first                  ?
_journal_page_last                   ?
_journal_paper_category              ?
_journal_suppl_publ_number           ?
_journal_suppl_publ_pages            ?

#==============================================================================

# 3. TITLE AND AUTHOR LIST

_publ_section_title
; ?
;
_publ_section_title_footnote
; ?
;

# The loop structure below should contain the names and addresses of all
# authors, in the required order of publication. Repeat as necessary.

loop_
	_publ_author_name
        _publ_author_footnote
	_publ_author_address
 ?                                   #<--'Last name, first name'
; ?
;
; ?
;

#==============================================================================

# 4. TEXT

_publ_section_synopsis
;  ?
;
_publ_section_abstract
; ?
;
_publ_section_comment
; ?
;
_publ_section_exptl_prep      # Details of the preparation of the sample(s)
                              # should be given here.
; ?
;
_publ_section_exptl_refinement
; ?
;
_publ_section_references
; ?
;
_publ_section_figure_captions
; ?
;
_publ_section_acknowledgements
; ?
;

#=============================================================================
# 5. OVERALL REFINEMENT & COMPUTING DETAILS

_refine_special_details
; ?
;
_pd_proc_ls_special_details
; ?
;

# The following items are used to identify the programs used.
_computing_molecular_graphics     ?
_computing_publication_material   ?

_refine_ls_weighting_scheme       ?
_refine_ls_weighting_details      ?
_refine_ls_hydrogen_treatment     ?
_refine_ls_extinction_method      ?
_refine_ls_extinction_coef        ?
_refine_ls_number_constraints     ?

_refine_ls_restrained_S_all       ?
_refine_ls_restrained_S_obs       ?

#==============================================================================
# 6. SAMPLE PREPARATION DATA

# (In the unusual case where multiple samples are used in a single
#  Rietveld study, this information should be moved into the phase
#  blocks)

# The following three fields describe the preparation of the material.
# The cooling rate is in K/min.  The pressure at which the sample was
# prepared is in kPa.  The temperature of preparation is in K.

_pd_prep_cool_rate                ?
_pd_prep_pressure                 ?
_pd_prep_temperature              ?

_pd_char_colour                   ?       # use ICDD colour descriptions
_refine_ls_shift/su_max                0.03
_refine_ls_shift/su_mean               0.01
_computing_structure_refinement        GSAS
_refine_ls_number_parameters           24
_refine_ls_goodness_of_fit_all         1.09
_refine_ls_number_restraints           0
_refine_ls_matrix_type                 full
#==============================================================================
# 7. CHEMICAL, STRUCTURAL AND CRYSTAL DATA

_pd_char_particle_morphology      ?

_chemical_name_systematic
; ?
;
_chemical_name_common             ?
_chemical_formula_moiety          ?
_chemical_formula_structural      ?
_chemical_formula_analytical      ?
_chemical_melting_point           ?
_chemical_compound_source         ?       # for minerals and
                                          # natural products
_symmetry_space_group_name_Hall   ?

_exptl_crystal_F_000               ?
_exptl_crystal_density_diffrn      ?
_exptl_crystal_density_meas        ?
_exptl_crystal_density_method      ?

_cell_measurement_temperature     ?

_cell_special_details
; ?
;

_geom_special_details             ?

# The following item identifies the program(s) used (if appropriate).
_computing_structure_solution     ?

#==============================================================================

# 8. Phase information from GSAS

_pd_phase_name                         Tetragonal
_cell_length_a                         5.36222(28)
_cell_length_b                         5.36222
_cell_length_c                         11.5249(7)
_cell_angle_alpha                      90.0
_cell_angle_beta                       90.0
_cell_angle_gamma                      90.0
_cell_volume                           331.38(5)
_symmetry_cell_setting                 tetragonal
_symmetry_space_group_name_H-M         "I 41/a"
loop_ _symmetry_equiv_pos_site_id _symmetry_equiv_pos_as_xyz
       1 +x,+y,+z 
       2 -y+3/4,+x+1/4,+z+1/4 
       3 -x+1/2,-y,+z+1/2 
       4 +y+3/4,-x+3/4,+z+3/4 
      -1 -x,-y,-z 
      -2 +y+1/4,-x+3/4,-z+3/4 
      -3 +x+1/2,+y,-z+1/2 
      -4 -y+1/4,+x+1/4,-z+1/4 
     101 +x+1/2,+y+1/2,+z+1/2 
     102 -y+1/4,+x+3/4,+z+3/4 
     103 -x,-y+1/2,+z 
     104 +y+1/4,-x+1/4,+z+1/4 
    -101 -x+1/2,-y+1/2,-z+1/2 
    -102 +y+3/4,-x+1/4,-z+1/4 
    -103 +x,+y+1/2,-z 
    -104 -y+3/4,+x+3/4,-z+3/4 

# ATOMIC COORDINATES AND DISPLACEMENT PARAMETERS


loop_
      _atom_site_type_symbol
      _atom_site_label
      _atom_site_fract_x
      _atom_site_fract_y
      _atom_site_fract_z
      _atom_site_occupancy
      _atom_site_thermal_displace_type
      _atom_site_U_iso_or_equiv
      _atom_site_symmetry_multiplicity
Ta
Ta1     0.0          0.25         0.125        1.0        Uiso   0.0434(13)    4
Nd
Nd1     0.0          0.25         0.625        1.0        Uiso   0.0310(9)     4
O-
O1      0.1652(4)   -0.0009(6)    0.21160(20)  1.0        Uiso   0.0575(9)    16
 
# If you change Z, be sure to change all 3 of the following
_chemical_formula_sum                  "Nd O4 Ta"
_chemical_formula_weight               389.18
_cell_formula_units_Z                  4

# MOLECULAR GEOMETRY

loop_
      _geom_bond_atom_site_label_1
      _geom_bond_atom_site_label_2
      _geom_bond_distance
      _geom_bond_site_symmetry_1
      _geom_bond_site_symmetry_2
      _geom_bond_publ_flag
  Ta1       Ta1            3.93572(17)  .      2_455  N
  Ta1       Ta1            3.93572(17)  .      2_555  N
  Ta1       Ta1            3.93572(17)  .      4_444  N
  Ta1       Ta1            3.93572(17)  .      4_454  N
  Ta1       Nd1            3.93572(17)  .      2_454  N
  Ta1       Nd1            3.93572(17)  .      2_554  N
  Ta1       Nd1            3.79166(20)  .      3_454  N
  Ta1       Nd1            3.79166(20)  .      3_464  N
  Ta1       Nd1            3.79166(20)  .      3_554  N
  Ta1       Nd1            3.79166(20)  .      3_564  N
  Ta1       Nd1            3.93572(17)  .      4_444  N
  Ta1       Nd1            3.93572(17)  .      4_454  N
  Ta1       O1              1.8951(26)  .      1_555  N
  Ta1       O1              2.9289(25)  .      4_454  N
  Ta1       O1              2.9289(25)  .     -3_455  N
  Ta1       O1              1.8951(26)  .     -4_555  N
  Ta1       O1              2.9289(25)  .    102_544  N
  Ta1       O1              1.8951(26)  .    103_555  N
  Ta1       O1              2.9289(25)  .   -101_444  N
  Ta1       O1              1.8951(26)  .   -102_344  N
  Nd1       Ta1            3.93572(17)  .      2_455  N
  Nd1       Ta1            3.93572(17)  .      2_555  N
  Nd1       Ta1            3.79166(20)  .      3_455  N
  Nd1       Ta1            3.79166(20)  .      3_465  N
  Nd1       Ta1            3.79166(20)  .      3_555  N
  Nd1       Ta1            3.79166(20)  .      3_565  N
  Nd1       Ta1            3.93572(17)  .      4_445  N
  Nd1       Ta1            3.93572(17)  .      4_455  N
  Nd1       Nd1            3.93572(17)  .      2_455  N
  Nd1       Nd1            3.93572(17)  .      2_555  N
  Nd1       Nd1            3.93572(17)  .      4_444  N
  Nd1       Nd1            3.93572(17)  .      4_454  N
  Nd1       O1              2.4729(26)  .      2_455  N
  Nd1       O1              2.4500(25)  .      3_555  N
  Nd1       O1              2.4729(26)  .     -1_556  N
  Nd1       O1              2.4500(25)  .     -2_555  N
  Nd1       O1              2.4500(25)  .    101_455  N
  Nd1       O1              2.4729(26)  .    104_555  N
  Nd1       O1              2.4729(26)  .   -103_445  N
  Nd1       O1              2.4500(25)  .   -104_334  N
  O1        Ta1             1.8951(26)  .      1_555  N
  O1        Ta1             2.9289(25)  .      2_555  N
  O1        Nd1             2.4500(25)  .      3_554  N
  O1        Nd1             2.4729(26)  .      4_444  N

loop_
      _geom_angle_atom_site_label_1
      _geom_angle_atom_site_label_2
      _geom_angle_atom_site_label_3
      _geom_angle
      _geom_angle_site_symmetry_1
      _geom_angle_site_symmetry_2
      _geom_angle_site_symmetry_3
      _geom_angle_publ_flag
  O1        Ta1       O1               106.10(7)      1_555  .     -4_555  N
  O1        Ta1       O1              116.44(15)      1_555  .    103_343  N
  O1        Ta1       O1               106.10(7)      1_555  .   -102_444  N
  O1        Ta1       O1               106.10(7)     -4_555  .    103_343  N
  O1        Ta1       O1              116.44(15)     -4_555  .   -102_444  N
  O1        Ta1       O1               106.10(7)    103_343  .   -102_444  N
  O1        Nd1       O1               154.33(9)      2_455  .      3_555  N
  O1        Nd1       O1               125.44(8)      2_455  .     -1_556  N
  O1        Nd1       O1               73.84(11)      2_455  .     -2_555  N
  O1        Nd1       O1                73.69(6)      2_455  .    101_455  N
  O1        Nd1       O1               80.81(13)      2_455  .    104_333  N
  O1        Nd1       O1               125.44(8)      2_455  .   -103_445  N
  O1        Nd1       O1                69.99(6)      2_455  .   -104_445  N
  O1        Nd1       O1                69.99(6)      3_555  .     -1_556  N
  O1        Nd1       O1                99.55(4)      3_555  .     -2_555  N
  O1        Nd1       O1              131.92(11)      3_555  .    101_455  N
  O1        Nd1       O1                73.69(6)      3_555  .    104_333  N
  O1        Nd1       O1               73.84(11)      3_555  .   -103_445  N
  O1        Nd1       O1                99.55(4)      3_555  .   -104_445  N
  O1        Nd1       O1               154.33(9)     -1_556  .     -2_555  N
  O1        Nd1       O1               73.84(11)     -1_556  .    101_455  N
  O1        Nd1       O1               125.44(8)     -1_556  .    104_333  N
  O1        Nd1       O1               80.81(13)     -1_556  .   -103_445  N
  O1        Nd1       O1                73.69(6)     -1_556  .   -104_445  N
  O1        Nd1       O1                99.55(4)     -2_555  .    101_455  N
  O1        Nd1       O1                69.99(6)     -2_555  .    104_333  N
  O1        Nd1       O1                73.69(6)     -2_555  .   -103_445  N
  O1        Nd1       O1              131.92(11)     -2_555  .   -104_445  N
  O1        Nd1       O1               154.33(9)    101_455  .    104_333  N
  O1        Nd1       O1                69.99(6)    101_455  .   -103_445  N
  O1        Nd1       O1                99.55(4)    101_455  .   -104_445  N
  O1        Nd1       O1               125.44(8)    104_333  .   -103_445  N
  O1        Nd1       O1               73.84(11)    104_333  .   -104_445  N
  O1        Nd1       O1               154.33(9)   -103_445  .   -104_445  N
  Ta1       O1        Nd1             121.00(11)      1_555  .      3_554  N
  Ta1       O1        Nd1             128.10(11)      1_555  .      4_444  N
  Nd1       O1        Nd1             106.16(11)      3_554  .      4_444  N

# Powder diffraction data for histogram  1
#==============================================================================
# 9. INSTRUMENT CHARACTERIZATION

_exptl_special_details
; ?
;

# if regions of the data are excluded, the reason(s) are supplied here:
_pd_proc_info_excluded_regions
; ?
;

# The following item is used to identify the equipment used to record
# the powder pattern when the diffractogram was measured at a laboratory
# other than the authors' home institution, e.g. when neutron or synchrotron
# radiation is used.

_pd_instr_location
; ?
;
_pd_calibration_special_details           # description of the method used
                                          # to calibrate the instrument
; ?
;

_diffrn_ambient_temperature       ?
_diffrn_source                    ?
_diffrn_source_target             ?
_diffrn_source_type               ?
_diffrn_measurement_device_type   ?
_diffrn_detector                  ?
_diffrn_detector_type             ?       # make or model of detector

_pd_meas_scan_method              ?       # options are 'step', 'cont',
                                          # 'tof', 'fixed' or
                                          # 'disp' (= dispersive)
_pd_meas_special_details
;  ?
;

# The following two items identify the program(s) used (if appropriate).
_computing_data_collection        ?
_computing_data_reduction         ?

# Describe any processing performed on the data, prior to refinement.
# For example: a manual Lp correction or a precomputed absorption correction
_pd_proc_info_data_reduction      ?

# The following item is used for angular dispersive measurements only.

_diffrn_radiation_monochromator   ?

# The following items are used to define the size of the instrument.
# Not all distances are appropriate for all instrument types.

_pd_instr_dist_src/mono           ?
_pd_instr_dist_mono/spec          ?
_pd_instr_dist_src/spec           ?
_pd_instr_dist_spec/anal          ?
_pd_instr_dist_anal/detc          ?
_pd_instr_dist_spec/detc          ?

# 10. Specimen size and mounting information

# The next three fields give the specimen dimensions in mm.  The equatorial
# plane contains the incident and diffracted beam.

_pd_spec_size_axial               ?       # perpendicular to
                                          # equatorial plane

_pd_spec_size_equat               ?       # parallel to
                                          # scattering vector
                                          # in transmission

_pd_spec_size_thick               ?       # parallel to
                                          # scattering vector
                                          # in reflection

_pd_spec_mounting                         # This field should be
                                          # used to give details of the
                                          # container.
; ?
;

_pd_spec_mount_mode               ?       # options are 'reflection'
                                          # or 'transmission'

_pd_spec_shape                    ?       # options are 'cylinder'
                                          # 'flat_sheet' or 'irregular'


loop_ _atom_type_symbol
      _atom_type_number_in_cell
      _atom_type_scat_length_neutron
      _atom_type_scat_source
  Ta         4.0   0.6910
  International_Tables_Vol_C
  Nd         4.0   0.7690
  International_Tables_Vol_C
  O-2       16.0   0.5803
  International_Tables_Vol_C
_diffrn_radiation_probe                neutron
_diffrn_radiation_wavelength           1.5393
_pd_proc_ls_prof_R_factor              0.0307
_pd_proc_ls_prof_wR_factor             0.0385
_pd_proc_ls_prof_wR_expected           0.0356
_refine_ls_R_Fsqd_factor               0.10643

_pd_proc_ls_background_function
;   GSAS Background function number 1 with 10 terms.
 Shifted Chebyshev function of 1st kind
      1:    682.842     2:    87.8186     3:   -5.02980     4:    17.4226    
      5:    5.66349     6:   -5.53821     7:    2.28676     8:   -3.30712    
      9:    6.15561    10:    8.33493    
;

_exptl_absorpt_process_details
;   GSAS Absorption/surface roughness correction: function number 0
 No correction is applied.
;
_exptl_absorpt_correction_T_min        1.00000
_exptl_absorpt_correction_T_max        1.00000
# Extinction correction
_gsas_exptl_extinct_corr_T_min         1.00000
_gsas_exptl_extinct_corr_T_max         1.00000

_pd_proc_ls_profile_function
;
 CW Profile function number 4 with  17 terms
 Pseudovoigt profile coefficients as parameterized in
 P. Thompson, D.E. Cox & J.B. Hastings (1987). J. Appl. Cryst.,20,79-83.
 Asymmetry correction of L.W. Finger, D.E. Cox & A. P. Jephcoat (1994).
 J. Appl. Cryst.,27,892-900.
 Microstrain broadening by P.W. Stephens,  (1999). J. Appl. Cryst.,32,281-289.
 #1(GU)   =  977.910 #2(GV)   = ******** #3(GW)   =  475.867
 #4(GP)   =    0.000 #5(LX)   =   12.078 #6(ptec) =     0.00
 #7(trns) =     0.00 #8(shft) =   0.0000 #9(sfec) =     0.00
 #10(S/L) =   0.0500 #11(H/L) =   0.0500 #12(eta) =   0.0000
 #13(S400 ) =  0.0E+00 #14(S004 ) =  0.0E+00 #15(S220 ) =  0.0E+00
 #16(S202 ) =  0.0E+00 #17(S310 ) =  0.0E+00
 Peak tails are ignored  where the intensity is below 0.0010 times the peak
   Aniso. broadening axis   0.0   0.0   1.0
;
_pd_proc_ls_peak_cutoff 0.00100
_pd_proc_info_datetime                 2021-05-28T16:22:12
_pd_calc_method                        "Rietveld Refinement"

#---- raw/calc data loop -----
_pd_meas_2theta_range_min              19.5008
_pd_meas_2theta_range_max              132.4383
_pd_meas_2theta_range_inc              0.0625
_pd_proc_2theta_range_min              19.3512
_pd_proc_2theta_range_max              132.2887
_pd_proc_2theta_range_inc              0.0625

loop_
      _pd_meas_intensity_total
      _pd_proc_ls_weight
      _pd_proc_intensity_bkg_calc
      _pd_calc_intensity_total
   607(25)     0.001600    587.2   587.4
   620(25)     0.001550    587.3   587.4
   609(25)     0.001626    587.3   587.5
   586(25)     0.001666    587.4   587.5
   574(24)     0.001722    587.5   587.6
   537(23)     0.001842    587.5   587.6
   563(24)     0.001811    587.6   587.7
   581(24)     0.001780    587.6   587.7
   585(24)     0.001811    587.6   587.7
   589(24)     0.001811    587.7   587.8
   592(24)     0.001765    587.7   587.8
   572(23)     0.001842    587.7   587.8
   580(24)     0.001811    587.8   587.8
   571(24)     0.001811    587.8   587.8
   560(23)     0.001858    587.8   587.8
   550(24)     0.001811    587.8   587.9
   565(24)     0.001708    587.8   587.9
   632(26)     0.001514    587.8   587.9
   581(24)     0.001694    587.8   587.9
   589(25)     0.001666    587.8   587.8
   597(25)     0.001666    587.8   587.8
   596(24)     0.001680    587.8   587.8
   635(25)     0.001587    587.8   587.8
   626(25)     0.001626    587.8   587.8
   601(24)     0.001736    587.7   587.8
   593(24)     0.001751    587.7   587.8
   620(25)     0.001652    587.7   587.7
   581(24)     0.001780    587.7   587.7
   564(24)     0.001795    587.6   587.7
   561(24)     0.001780    587.6   587.6
   573(24)     0.001694    587.6   587.6
   569(25)     0.001652    587.6   587.6
   576(25)     0.001600    587.5   587.6
   568(25)     0.001652    587.5   587.5
   571(25)     0.001652    587.5   587.5
   593(25)     0.001550    587.4   587.4
   617(26)     0.001526    587.4   587.4
   590(25)     0.001613    587.3   587.4
   612(25)     0.001587    587.3   587.3
   593(24)     0.001680    587.3   587.3
   596(24)     0.001694    587.2   587.2
   578(24)     0.001795    587.2   587.2
   573(24)     0.001780    587.1   587.2
   573(24)     0.001765    587.1   587.1
   577(24)     0.001722    587.1   587.1
   613(25)     0.001626    587.0   587.0
   556(24)     0.001780    587.0   587.0
   582(25)     0.001652    586.9   587.0
   620(25)     0.001550    586.9   586.9
   597(25)     0.001575    586.9   586.9
   556(24)     0.001751    586.8   586.8
   569(24)     0.001722    586.8   586.8
   595(25)     0.001666    586.7   586.7
   571(24)     0.001765    586.7   586.7
   532(23)     0.001958    586.7   586.7
   592(24)     0.001811    586.6   586.6
   586(24)     0.001811    586.6   586.6
   607(24)     0.001751    586.6   586.6
   581(23)     0.001826    586.5   586.5
   596(24)     0.001795    586.5   586.5
   553(23)     0.001890    586.5   586.5
   590(24)     0.001780    586.4   586.4
   580(24)     0.001765    586.4   586.4
   602(25)     0.001613    586.4   586.4
   560(24)     0.001694    586.3   586.3
   649(26)     0.001468    586.3   586.3
   604(25)     0.001587    586.3   586.3
   582(25)     0.001666    586.3   586.3
   616(25)     0.001600    586.3   586.3
   577(24)     0.001722    586.2   586.2
   572(24)     0.001780    586.2   586.2
   590(24)     0.001751    586.2   586.2
   607(24)     0.001708    586.2   586.2
   593(24)     0.001765    586.2   586.2
   607(24)     0.001694    586.2   586.2
   600(24)     0.001736    586.2   586.2
   627(25)     0.001626    586.1   586.1
   573(24)     0.001780    586.1   589.2
   574(24)     0.001736    586.1   589.2
   602(25)     0.001613    586.1   589.4
   594(25)     0.001575    586.1   589.5
   593(25)     0.001600    586.1   589.6
   579(25)     0.001666    586.2   589.7
   604(25)     0.001600    586.2   589.9
   613(25)     0.001626    586.2   590.1
   605(25)     0.001652    586.2   590.3
   625(25)     0.001639    586.2   590.5
   585(24)     0.001780    586.2   590.6
   583(24)     0.001811    586.2   590.8
   616(24)     0.001722    586.3   591.1
   547(23)     0.001924    586.3   591.3
   587(24)     0.001751    586.3   591.5
   620(25)     0.001613    586.3   591.8
   591(24)     0.001722    586.4   592.0
   582(24)     0.001751    586.4   592.3
   629(25)     0.001562    586.5   592.6
   626(26)     0.001526    586.5   593.0
   601(25)     0.001639    586.5   593.3
   626(25)     0.001587    586.6   593.7
   611(25)     0.001587    586.6   594.1
   613(25)     0.001626    586.7   594.6
   615(25)     0.001639    586.7   595.0
   627(25)     0.001639    586.8   595.5
   594(24)     0.001722    586.9   596.1
   573(23)     0.001842    586.9   596.7
   579(23)     0.001826    587.0   597.3
   651(25)     0.001587    587.1   598.0
   621(25)     0.001652    587.1   598.8
   605(24)     0.001694    587.2   599.6
   619(25)     0.001626    587.3   600.6
   610(25)     0.001600    587.4   601.6
   626(25)     0.001550    587.4   602.7
   594(25)     0.001600    587.5   603.9
   626(26)     0.001514    587.6   605.3
   589(25)     0.001639    587.7   606.8
   602(25)     0.001600    587.8   608.5
   602(25)     0.001613    587.9   610.5
   652(26)     0.001514    588.0   612.7
   658(26)     0.001514    588.1   615.2
   636(25)     0.001600    588.2   618.1
   637(25)     0.001600    588.3   621.4
   627(25)     0.001639    588.4   625.3
   610(24)     0.001680    588.5   630.0
   682(26)     0.001479    588.6   635.6
   682(26)     0.001457    588.8   642.8
   681(26)     0.001435    588.9   652.2
   648(26)     0.001514    589.0   665.7
   694(27)     0.001332    589.1   685.9
   760(29)     0.001197    589.3   717.7
   797(29)     0.001165    589.4   768.0
   853(30)     0.001119    589.5   847.2
   966(32)     0.000977    589.7   968.5
   1094(34)    0.000865    589.8   1147.6
   1317(38)    0.000707    590.    1400.
   1584(41)    0.000589    590.    1736.
   2067(47)    0.000460    590.    2152.
   2601(52)    0.000373    590.    2622.
   3071(56)    0.0003212   591.    3086.
   3332(59)    0.0002912   591.    3459.
   3482(60)    0.0002769   591.    3642.
   3487(61)    0.0002732   591.    3561.
   3190(58)    0.0002983   591.    3223.
   2726(54)    0.0003442   591.    2727.
   2191(49)    0.000418    592.    2203.
   1768(44)    0.000517    592.    1743.
   1419(39)    0.000647    592.    1389.
   1147(35)    0.000826    592.1   1141.9
   984(32)     0.000964    592.3   977.3
   904(31)     0.001061    592.5   868.4
   795(29)     0.001206    592.6   794.6
   722(27)     0.001382    592.8   743.3
   701(26)     0.001435    593.0   707.0
   667(26)     0.001538    593.2   681.5
   686(26)     0.001514    593.4   663.9
   652(25)     0.001575    593.6   651.7
   656(25)     0.001575    593.8   643.2
   639(25)     0.001613    594.0   637.0
   650(25)     0.001562    594.2   632.2
   653(26)     0.001538    594.5   628.4
   649(26)     0.001514    594.7   625.2
   624(26)     0.001479    594.9   622.6
   622(26)     0.001526    595.1   620.3
   622(25)     0.001587    595.3   618.4
   628(25)     0.001575    595.5   616.7
   620(25)     0.001600    595.8   615.3
   617(25)     0.001600    596.0   614.1
   619(25)     0.001639    596.2   613.0
   624(25)     0.001613    596.5   612.1
   639(25)     0.001600    596.7   611.3
   581(24)     0.001795    596.9   610.6
   609(24)     0.001680    597.2   610.0
   596(24)     0.001751    597.4   609.5
   628(25)     0.001613    597.7   609.1
   614(25)     0.001652    597.9   608.7
   604(25)     0.001666    598.1   608.5
   619(25)     0.001575    598.4   608.4
   589(25)     0.001652    598.7   608.4
   641(26)     0.001526    598.9   608.6
   566(24)     0.001765    599.2   609.1
   579(24)     0.001751    599.4   610.0
   590(24)     0.001722    599.7   611.3
   586(24)     0.001751    599.9   612.9
   637(25)     0.001652    600.2   614.9
   606(24)     0.001780    600.5   616.8
   571(23)     0.001907    600.7   618.3
   566(23)     0.001924    601.0   618.9
   626(24)     0.001708    601.3   618.4
   584(23)     0.001842    601.6   616.8
   610(24)     0.001708    601.8   614.7
   634(25)     0.001652    602.1   612.5
   599(24)     0.001736    602.4   610.7
   589(24)     0.001694    602.7   609.5
   599(25)     0.001639    602.9   608.7
   587(24)     0.001694    603.2   608.3
   616(25)     0.001639    603.5   608.2
   621(25)     0.001613    603.8   608.1
   598(25)     0.001652    604.1   608.2
   575(24)     0.001736    604.4   608.3
   577(24)     0.001780    604.7   608.5
   589(24)     0.001751    605.0   608.6
   621(25)     0.001575    605.3   608.8
   599(25)     0.001652    605.5   606.0
   596(24)     0.001722    605.8   606.3
   585(24)     0.001765    606.1   606.6
   586(24)     0.001751    606.4   606.9
   597(24)     0.001722    606.7   607.2
   600(24)     0.001694    607.0   607.5
   598(25)     0.001613    607.3   607.6
   585(25)     0.001550    607.7   608.0
   603(26)     0.001502    608.0   608.3
   617(26)     0.001491    608.3   608.6
   620(26)     0.001468    608.6   609.0
   639(27)     0.001424    608.9   609.4
   617(26)     0.001468    609.2   609.9
   641(26)     0.001446    609.5   610.5
   632(26)     0.001479    609.8   611.2
   648(26)     0.001435    610.1   612.2
   572(25)     0.001639    610.4   613.6
   595(25)     0.001575    610.8   615.7
   670(27)     0.001413    611.1   618.1
   628(26)     0.001514    611.4   620.9
   661(26)     0.001457    611.7   623.7
   638(26)     0.001502    612.0   626.0
   555(24)     0.001736    612.4   627.3
   613(26)     0.001514    612.7   627.1
   626(26)     0.001479    613.0   625.4
   621(25)     0.001562    613.3   623.0
   607(25)     0.001613    613.6   620.6
   615(25)     0.001600    614.0   618.6
   614(25)     0.001613    614.3   617.3
   613(25)     0.001666    614.6   616.6
   617(24)     0.001694    614.9   616.3
   589(24)     0.001780    615.3   616.3
   607(24)     0.001751    615.6   616.5
   569(23)     0.001874    615.9   616.7
   578(23)     0.001826    616.3   617.0
   605(24)     0.001708    616.6   617.3
   603(24)     0.001751    616.9   617.6
   563(23)     0.001858    617.2   617.9
   636(25)     0.001562    617.6   618.2
   593(25)     0.001600    617.9   619.8
   622(26)     0.001538    618.2   620.2
   615(25)     0.001600    618.6   620.6
   544(23)     0.001826    618.9   621.0
   605(25)     0.001652    619.2   621.4
   584(24)     0.001736    619.6   621.8
   611(24)     0.001694    619.9   622.2
   607(24)     0.001722    620.2   622.6
   630(24)     0.001680    620.6   623.0
   632(25)     0.001652    620.9   623.5
   597(24)     0.001751    621.2   623.9
   604(24)     0.001751    621.6   624.4
   621(24)     0.001694    621.9   624.9
   604(24)     0.001780    622.2   625.3
   619(24)     0.001680    622.6   625.8
   634(25)     0.001575    622.9   627.9
   629(26)     0.001514    623.2   628.5
   647(26)     0.001479    623.6   629.1
   619(25)     0.001575    623.9   629.7
   635(26)     0.001538    624.2   630.4
   596(25)     0.001639    624.5   631.1
   616(25)     0.001600    624.9   631.8
   648(25)     0.001575    625.2   632.6
   651(25)     0.001587    625.5   633.5
   638(25)     0.001652    625.9   634.4
   638(24)     0.001694    626.2   635.4
   628(24)     0.001708    626.5   636.5
   663(25)     0.001626    626.9   637.7
   629(24)     0.001694    627.2   639.2
   640(25)     0.001666    627.5   641.1
   664(25)     0.001562    627.9   643.8
   641(25)     0.001550    628.2   647.7
   675(27)     0.001382    628.5   654.0
   697(27)     0.001352    628.8   664.2
   711(27)     0.001372    629.2   680.1
   738(28)     0.001294    629.5   703.6
   779(29)     0.001231    629.8   735.3
   833(29)     0.001165    630.2   773.4
   888(30)     0.001119    630.5   812.5
   864(29)     0.001165    630.8   844.1
   935(30)     0.001104    631.1   858.1
   899(29)     0.001165    631.5   848.2
   847(29)     0.001223    631.8   817.6
   811(28)     0.001294    632.1   777.9
   770(27)     0.001372    632.4   740.4
   710(26)     0.001491    632.8   711.5
   698(26)     0.001491    633.1   692.8
   646(25)     0.001575    633.4   683.0
   690(27)     0.001382    633.7   679.8
   677(27)     0.001392    634.0   680.9
   681(26)     0.001435    634.4   685.4
   689(27)     0.001382    634.7   693.5
   713(27)     0.001362    635.0   707.0
   748(28)     0.001294    635.3   730.2
   727(27)     0.001362    635.6   770.6
   826(29)     0.0         635.9   .
   906(30)     0.0         636.3   .
   1065(32)    0.0         636.6   .
   1391(37)    0.0         637.    .
   1658(40)    0.0         637.    .
   1843(43)    0.0         637.    .
   2062(46)    0.0         638.    .
   2032(46)    0.0         638.    .
   1917(46)    0.0         638.    .
   1731(44)    0.0         639.    .
   1481(40)    0.0         639.    .
   1209(36)    0.0         639.    .
   1021(33)    0.0         639.6   .
   921(31)     0.0         639.9   .
   853(30)     0.0         640.2   .
   919(31)     0.0         640.5   .
   1081(33)    0.000896    640.8   1065.0
   1247(35)    0.000807    641.    1259.
   1656(40)    0.000619    641.    1530.
   1992(44)    0.000510    642.    1854.
   2271(47)    0.000455    642.    2173.
   2403(49)    0.000413    642.    2399.
   2381(49)    0.000420    643.    2446.
   2134(47)    0.000457    643.    2276.
   1865(45)    0.000503    643.    1953.
   1572(42)    0.000578    643.    1589.
   1276(38)    0.000711    644.    1271.
   986(33)     0.000947    644.0   1035.4
   884(31)     0.001034    644.3   883.4
   752(28)     0.001249    644.6   795.3
   676(27)     0.001392    644.9   747.6
   703(27)     0.001392    645.2   721.9
   699(26)     0.001446    645.5   707.1
   684(26)     0.001479    645.7   697.5
   686(26)     0.001514    646.0   690.5
   684(26)     0.001514    646.3   685.2
   694(26)     0.001514    646.6   680.9
   671(26)     0.001526    646.8   677.4
   667(25)     0.001550    647.1   674.5
   659(25)     0.001550    647.4   672.2
   701(27)     0.001382    647.6   670.2
   717(28)     0.001303    647.9   668.5
   670(27)     0.001382    648.2   667.1
   658(26)     0.001457    648.4   665.9
   664(27)     0.001424    648.7   665.6
   681(27)     0.001382    648.9   664.7
   639(26)     0.001491    649.2   664.0
   649(25)     0.001550    649.5   663.3
   650(25)     0.001575    649.7   662.8
   656(25)     0.001600    650.0   662.4
   659(25)     0.001626    650.2   662.1
   647(25)     0.001666    650.5   661.8
   663(25)     0.001652    650.7   661.7
   675(25)     0.001575    651.0   661.6
   668(25)     0.001600    651.2   661.5
   651(25)     0.001600    651.5   661.5
   659(26)     0.001526    651.7   661.5
   626(26)     0.001538    652.0   661.7
   650(26)     0.001479    652.2   661.8
   695(27)     0.001382    652.4   662.0
   652(26)     0.001479    652.7   662.3
   640(26)     0.001514    652.9   662.7
   621(25)     0.001575    653.1   663.2
   662(26)     0.001526    653.4   663.8
   663(26)     0.001538    653.6   664.5
   634(25)     0.001652    653.8   665.5
   694(26)     0.001538    654.1   666.8
   680(25)     0.001587    654.3   668.8
   666(25)     0.001639    654.5   670.9
   656(25)     0.001600    654.7   676.9
   665(25)     0.001587    655.0   687.3
   715(26)     0.001446    655.2   704.9
   780(28)     0.001249    655.4   734.5
   849(30)     0.001096    655.6   771.6
   832(30)     0.001126    655.8   815.3
   907(31)     0.001041    656.0   857.1
   930(32)     0.001008    656.3   884.3
   926(31)     0.001041    656.5   885.2
   912(31)     0.001061    656.7   857.7
   865(29)     0.001165    656.9   813.7
   821(28)     0.001257    657.1   768.6
   732(27)     0.001424    657.3   731.8
   687(25)     0.001575    657.5   706.5
   685(25)     0.001550    657.7   689.9
   713(26)     0.001468    657.9   682.1
   701(26)     0.001446    658.1   678.4
   690(26)     0.001468    658.3   676.9
   668(26)     0.001479    658.5   676.5
   707(28)     0.001294    658.7   676.7
   661(28)     0.001313    658.9   677.3
   673(28)     0.001266    659.1   678.2
   688(28)     0.001276    659.2   679.5
   694(28)     0.001257    659.4   681.3
   680(28)     0.001322    659.6   683.5
   699(28)     0.001313    659.8   686.3
   689(27)     0.001372    660.0   690.2
   714(27)     0.001372    660.2   695.8
   746(27)     0.001352    660.3   704.7
   735(27)     0.001413    660.5   720.1
   726(26)     0.001435    660.7   749.2
   794(27)     0.001332    660.8   797.9
   843(29)     0.001231    661.0   877.6
   979(31)     0.001075    661.2   994.6
   1097(33)    0.000913    661.4   1143.9
   1297(38)    0.000707    662.    1303.
   1427(41)    0.000607    662.    1429.
   1387(40)    0.000628    662.    1475.
   1342(38)    0.000678    662.    1411.
   1288(38)    0.000696    662.    1267.
   1126(35)    0.000831    662.3   1099.6
   1067(34)    0.000881    662.5   954.1
   875(30)     0.001111    662.6   849.3
   799(28)     0.001249    662.8   784.5
   735(26)     0.001435    662.9   749.3
   701(25)     0.001587    663.1   732.3
   725(26)     0.001514    663.2   724.9
   733(26)     0.001491    663.4   722.4
   718(26)     0.001491    663.5   722.6
   751(27)     0.001424    663.7   724.6
   747(27)     0.001382    663.8   728.4
   750(28)     0.001257    663.9   733.9
   747(29)     0.001189    664.1   741.6
   764(30)     0.001149    664.2   752.3
   757(29)     0.001214    664.4   767.6
   771(29)     0.001181    664.5   791.6
   833(30)     0.001104    664.6   832.9
   869(31)     0.001075    664.7   908.3
   957(32)     0.001001    664.9   1046.3
   1175(35)    0.000821    665.0   1285.9
   1579(39)    0.000651    665.    1665.
   2265(46)    0.000479    665.    2191.
   3008(53)    0.000352    665.    2808.
   3479(57)    0.0003046   665.    3383.
   3808(61)    0.0002679   666.    3718.
   3579(59)    0.0002844   666.    3644.
   3225(57)    0.0003056   666.    3178.
   2508(52)    0.000376    666.    2529.
   1906(48)    0.000441    666.    1912.
   1374(40)    0.000634    666.    1438.
   1109(35)    0.000816    666.3   1128.6
   964(33)     0.000935    666.4   950.7
   868(31)     0.001054    666.5   856.9
   865(30)     0.001104    666.6   808.5
   864(30)     0.001096    666.7   782.1
   779(28)     0.001285    666.8   766.0
   792(28)     0.001249    666.9   755.4
   821(28)     0.001249    667.0   748.1
   769(27)     0.001352    667.1   743.5
   771(27)     0.001372    667.2   741.0
   799(28)     0.001285    667.3   740.6
   767(27)     0.001342    667.4   742.6
   816(29)     0.001223    667.5   747.7
   830(30)     0.001119    667.6   758.2
   845(31)     0.001014    667.7   778.9
   859(32)     0.001008    667.8   819.5
   914(32)     0.000983    667.9   896.1
   985(33)     0.000896    667.9   1030.4
   1164(36)    0.000759    668.    1241.
   1457(41)    0.000610    668.    1528.
   1820(45)    0.000503    668.    1852.
   2100(47)    0.000459    668.    2130.
   2221(47)    0.000462    668.    2253.
   2136(45)    0.000494    668.    2150.
   1935(43)    0.000538    669.    1865.
   1579(39)    0.000664    669.    1523.
   1229(35)    0.000840    668.7   1223.0
   984(31)     0.001041    668.7   1006.0
   869(29)     0.001157    668.8   871.1
   733(28)     0.001257    668.9   795.5
   734(29)     0.001173    668.9   756.4
   721(29)     0.001197    669.0   735.5
   712(28)     0.001257    669.1   723.1
   690(28)     0.001276    669.1   714.7
   738(29)     0.001223    669.2   708.4
   708(28)     0.001313    669.3   703.5
   696(27)     0.001403    669.3   699.5
   678(26)     0.001514    669.4   696.3
   712(26)     0.001526    669.4   693.6
   700(25)     0.001587    669.5   691.3
   706(26)     0.001538    669.6   689.4
   709(26)     0.001526    669.6   687.7
   669(25)     0.001562    669.7   686.3
   679(26)     0.001514    669.7   685.1
   676(26)     0.001468    669.8   684.0
   657(27)     0.001392    669.8   683.0
   669(28)     0.001294    669.9   682.2
   722(29)     0.001189    669.9   681.5
   682(28)     0.001322    670.0   681.5
   703(28)     0.001266    670.0   680.9
   687(27)     0.001352    670.1   680.4
   708(27)     0.001332    670.1   680.0
   664(26)     0.001491    670.2   679.6
   685(26)     0.001538    670.2   679.2
   651(24)     0.001708    670.2   678.9
   682(24)     0.001680    670.3   678.6
   675(25)     0.001666    670.3   675.8
   642(24)     0.001765    670.4   675.6
   663(25)     0.001626    670.4   675.5
   663(25)     0.001639    670.4   675.4
   695(26)     0.001479    670.5   675.3
   678(27)     0.001342    670.5   675.3
   675(28)     0.001266    670.5   675.3
   679(28)     0.001276    670.6   675.3
   670(27)     0.001332    670.6   675.3
   728(29)     0.001223    670.6   675.3
   725(28)     0.001249    670.7   675.3
   686(27)     0.001362    670.7   675.4
   682(26)     0.001457    670.7   675.4
   668(25)     0.001575    670.8   675.5
   685(25)     0.001613    670.8   675.6
   699(25)     0.001613    670.8   675.8
   643(24)     0.001736    670.8   676.1
   643(24)     0.001736    670.9   676.4
   683(25)     0.001562    670.9   677.0
   725(26)     0.001468    670.9   678.0
   715(27)     0.001424    670.9   679.8
   685(27)     0.001332    671.0   683.3
   718(29)     0.001189    671.0   688.7
   703(29)     0.001214    671.0   696.6
   713(28)     0.001257    671.0   706.3
   753(29)     0.001189    671.0   715.7
   764(29)     0.001214    671.1   721.3
   736(28)     0.001276    671.1   720.3
   728(27)     0.001372    671.1   711.8
   691(26)     0.001526    671.1   702.1
   700(25)     0.001562    671.1   693.3
   669(25)     0.001652    671.1   687.0
   699(25)     0.001562    671.1   683.2
   657(25)     0.001652    671.2   681.4
   663(25)     0.001562    671.2   680.9
   687(26)     0.001491    671.2   681.0
   660(26)     0.001514    671.2   681.5
   651(27)     0.001382    671.2   682.3
   672(28)     0.001257    671.2   683.4
   709(29)     0.001206    671.2   684.8
   708(28)     0.001266    671.2   686.5
   716(28)     0.001266    671.3   688.7
   685(27)     0.001362    671.3   692.9
   691(27)     0.001362    671.3   696.6
   688(26)     0.001468    671.3   701.7
   724(26)     0.001479    671.3   709.7
   701(25)     0.001613    671.3   723.3
   706(25)     0.001626    671.3   748.7
   808(27)     0.001392    671.3   796.5
   938(29)     0.001189    671.3   880.3
   1091(32)    0.000970    671.3   1011.3
   1281(35)    0.000807    671.    1186.
   1440(38)    0.000693    671.    1374.
   1519(42)    0.000581    671.    1516.
   1492(42)    0.000572    671.    1546.
   1431(41)    0.000583    671.    1439.
   1279(38)    0.000682    671.    1253.
   1056(35)    0.000831    671.4   1063.0
   974(33)     0.000918    671.4   913.5
   856(31)     0.001061    671.4   815.0
   738(28)     0.001322    671.4   758.7
   727(27)     0.001424    671.4   729.4
   717(26)     0.001502    671.4   714.4
   693(25)     0.001562    671.4   706.1
   695(26)     0.001526    671.4   701.0
   694(26)     0.001538    671.4   697.4
   705(27)     0.001413    671.4   694.9
   694(27)     0.001413    671.4   693.0
   719(28)     0.001303    671.4   691.8
   715(29)     0.001189    671.4   690.9
   675(29)     0.001214    671.4   690.4
   681(29)     0.001206    671.4   690.2
   672(28)     0.001285    671.4   690.5
   727(29)     0.001181    671.4   691.2
   720(28)     0.001240    671.4   692.6
   723(28)     0.001266    671.4   695.6
   685(26)     0.001457    671.4   701.3
   719(26)     0.001446    671.4   712.1
   762(27)     0.001413    671.4   731.0
   757(26)     0.001468    671.4   760.3
   842(28)     0.001285    671.4   798.6
   798(27)     0.001352    671.4   838.4
   876(29)     0.001173    671.4   866.4
   834(29)     0.001214    671.4   868.8
   817(29)     0.001197    671.4   843.3
   762(29)     0.001173    671.4   804.3
   797(30)     0.001104    671.4   767.3
   751(29)     0.001157    671.4   740.2
   747(29)     0.001223    671.4   724.0
   757(29)     0.001181    671.4   716.8
   768(29)     0.001223    671.4   715.3
   743(28)     0.001313    671.4   717.3
   721(26)     0.001446    671.4   721.8
   743(26)     0.001457    671.4   728.8
   705(25)     0.001600    671.4   739.4
   725(25)     0.001600    671.4   756.7
   785(26)     0.001435    671.4   787.7
   855(28)     0.001313    671.4   846.9
   1002(31)    0.001068    671.4   957.8
   1275(35)    0.000816    671.4   1148.3
   1674(41)    0.000586    671.    1435.
   2007(47)    0.000455    671.    1799.
   2315(52)    0.000374    671.    2160.
   2436(53)    0.0003507   671.    2389.
   2404(52)    0.000368    671.    2373.
   2202(50)    0.000405    671.    2129.
   1938(46)    0.000481    671.    1796.
   1537(40)    0.000625    671.    1480.
   1228(35)    0.000835    671.4   1224.2
   919(29)     0.001165    671.4   1035.6
   828(27)     0.001342    671.4   908.5
   806(27)     0.001413    671.4   828.1
   736(26)     0.001526    671.4   779.4
   722(26)     0.001538    671.4   750.7
   738(26)     0.001435    671.5   733.6
   701(26)     0.001491    671.5   722.4
   688(26)     0.001457    671.5   715.4
   682(27)     0.001342    671.5   710.5
   673(27)     0.001342    671.5   707.0
   677(28)     0.001322    671.5   704.6
   680(27)     0.001352    671.5   703.1
   689(28)     0.001313    671.5   702.8
   694(27)     0.001362    671.5   704.0
   709(27)     0.001372    671.5   708.0
   710(26)     0.001468    671.5   717.3
   703(26)     0.001538    671.5   736.0
   753(26)     0.001491    671.5   768.9
   792(26)     0.001435    671.5   818.1
   872(28)     0.001266    671.6   879.3
   914(29)     0.001206    671.6   937.4
   926(30)     0.001141    671.6   969.6
   902(30)     0.001141    671.6   959.7
   886(30)     0.001119    671.6   918.0
   852(31)     0.001061    671.6   872.6
   820(31)     0.001061    671.6   842.3
   784(30)     0.001104    671.6   829.8
   823(30)     0.001082    671.7   825.0
   811(30)     0.001089    671.7   813.6
   782(29)     0.001189    671.7   789.6
   738(28)     0.001313    671.7   759.7
   735(27)     0.001413    671.7   732.4
   692(25)     0.001550    671.7   712.1
   682(25)     0.001639    671.7   699.2
   674(24)     0.001680    671.8   691.8
   689(25)     0.001600    671.8   687.6
   671(25)     0.001626    671.8   685.5
   664(25)     0.001575    671.8   683.8
   693(26)     0.001479    671.8   682.3
   712(27)     0.001372    671.9   681.1
   697(28)     0.001266    671.9   680.1
   673(28)     0.001249    671.9   679.3
   688(29)     0.001206    671.9   678.7
   663(28)     0.001313    671.9   678.2
   665(28)     0.001322    672.0   677.8
   689(27)     0.001352    672.0   677.5
   663(26)     0.001468    672.0   677.4
   610(24)     0.001736    672.0   677.1
   661(25)     0.001652    672.1   676.9
   674(24)     0.001694    672.1   676.7
   662(24)     0.001736    672.1   676.6
   666(24)     0.001708    672.1   676.4
   683(25)     0.001626    672.2   676.3
   669(25)     0.001587    672.2   676.2
   684(26)     0.001514    672.2   676.1
   700(26)     0.001446    672.3   676.0
   689(28)     0.001322    672.3   674.6
   663(28)     0.001313    672.3   674.6
   658(27)     0.001332    672.3   674.6
   664(27)     0.001372    672.4   674.7
   702(28)     0.001294    672.4   674.5
   681(26)     0.001446    672.4   674.6
   672(26)     0.001526    672.5   674.6
   684(25)     0.001600    672.5   674.7
   654(24)     0.001751    672.6   674.8
   679(24)     0.001736    672.6   674.9
   652(23)     0.001842    672.6   675.0
   647(24)     0.001795    672.7   675.1
   692(25)     0.001639    672.7   675.2
   676(25)     0.001587    672.7   675.3
   667(25)     0.001587    672.8   675.5
   645(25)     0.001562    672.8   675.7
   576(25)     0.001587    672.9   675.8
   661(28)     0.001313    672.9   676.0
   685(28)     0.001276    672.9   676.3
   665(27)     0.001372    673.0   676.5
   686(28)     0.001322    673.0   676.8
   638(25)     0.001587    673.1   677.2
   698(26)     0.001468    673.1   677.5
   674(26)     0.001526    673.2   678.0
   680(26)     0.001514    673.2   678.5
   674(27)     0.001413    673.3   679.1
   695(26)     0.001435    673.3   679.7
   671(26)     0.001468    673.4   680.3
   664(25)     0.001562    673.4   681.3
   693(26)     0.001457    673.5   682.6
   690(26)     0.001491    673.5   684.1
   697(27)     0.001424    673.6   686.0
   694(28)     0.001266    673.6   688.6
   733(30)     0.001126    673.7   692.4
   711(29)     0.001157    673.7   699.0
   678(28)     0.001266    673.8   711.4
   718(29)     0.001214    673.8   734.5
   735(28)     0.001285    673.9   774.8
   815(29)     0.001189    673.9   836.4
   880(29)     0.001165    674.0   915.8
   932(30)     0.001134    674.1   995.7
   980(30)     0.001104    674.1   1045.2
   984(30)     0.001096    674.2   1036.4
   957(31)     0.001068    674.2   975.0
   891(30)     0.001134    674.3   895.6
   828(30)     0.001141    674.4   828.2
   799(30)     0.001149    674.4   787.8
   765(30)     0.001149    674.5   778.4
   729(30)     0.001096    674.6   797.7
   756(32)     0.001008    674.6   838.0
   807(33)     0.000947    674.7   885.1
   857(32)     0.000953    674.8   916.6
   838(32)     0.001008    674.8   909.8
   862(31)     0.001054    674.9   868.1
   791(29)     0.001223    675.0   814.3
   777(27)     0.001362    675.0   766.4
   758(26)     0.001468    675.1   731.9
   732(25)     0.001587    675.2   710.8
   696(24)     0.001694    675.2   699.4
   635(24)     0.001780    675.3   693.6
   682(25)     0.001613    675.4   690.7
   719(26)     0.001457    675.5   689.5
   676(26)     0.001514    675.5   689.7
   667(26)     0.001491    675.6   691.8
   728(29)     0.001214    675.7   696.3
   685(28)     0.001249    675.8   703.3
   702(28)     0.001240    675.8   711.9
   655(27)     0.001372    675.9   719.3
   724(28)     0.001249    676.0   721.5
   692(27)     0.001424    676.1   716.8
   699(26)     0.001446    676.2   708.1
   727(26)     0.001502    676.2   699.2
   715(25)     0.001613    676.3   692.1
   653(23)     0.001826    676.4   687.6
   711(24)     0.001722    676.5   685.0
   692(24)     0.001680    676.6   683.8
   672(24)     0.001680    676.7   683.2
   685(25)     0.001550    676.8   683.1
   671(25)     0.001550    676.8   683.2
   697(26)     0.001435    676.9   683.4
   672(28)     0.001322    677.0   683.8
   665(28)     0.001249    677.1   684.4
   700(29)     0.001189    677.2   685.3
   675(28)     0.001294    677.3   686.8
   651(27)     0.001382    677.4   689.5
   654(26)     0.001502    677.5   694.7
   661(25)     0.001562    677.6   704.4
   719(26)     0.001526    677.7   721.0
   769(26)     0.001468    677.7   746.2
   800(26)     0.001457    677.8   776.9
   833(26)     0.001435    677.9   805.8
   842(27)     0.001362    678.0   819.8
   864(28)     0.001285    678.1   809.8
   822(28)     0.001257    678.2   782.7
   773(28)     0.001313    678.3   752.4
   722(27)     0.001362    678.4   726.9
   703(28)     0.001276    678.5   709.5
   675(28)     0.001303    678.6   699.4
   706(29)     0.001223    678.7   694.3
   677(27)     0.001342    678.8   692.0
   664(27)     0.001382    678.9   691.2
   699(27)     0.001424    679.0   691.1
   648(25)     0.001587    679.1   691.6
   687(25)     0.001575    679.2   692.2
   707(25)     0.001613    679.3   693.9
   673(24)     0.001751    679.4   696.7
   681(24)     0.001751    679.6   701.8
   661(24)     0.001708    679.7   711.8
   724(26)     0.001538    679.8   730.8
   755(27)     0.001362    679.9   763.6
   813(29)     0.001231    680.0   812.9
   886(30)     0.001082    680.1   875.0
   929(33)     0.000935    680.2   935.4
   898(33)     0.000918    680.3   968.3
   992(35)     0.000831    680.4   952.7
   913(32)     0.000970    680.5   899.5
   901(32)     0.001001    680.6   835.9
   826(29)     0.001181    680.7   781.1
   733(27)     0.001382    680.9   742.4
   720(26)     0.001479    681.0   719.0
   746(26)     0.001502    681.1   706.4
   710(25)     0.001639    681.2   699.9
   672(24)     0.001751    681.3   696.6
   705(25)     0.001575    681.4   694.7
   700(25)     0.001562    681.5   693.6
   729(27)     0.001382    681.7   692.9
   690(26)     0.001457    681.8   692.4
   689(27)     0.001392    681.9   692.3
   682(28)     0.001257    682.0   692.3
   720(29)     0.001157    682.1   692.8
   727(30)     0.001134    682.3   693.2
   712(28)     0.001257    682.4   693.9
   757(29)     0.001223    682.5   695.0
   677(26)     0.001468    682.6   696.7
   684(26)     0.001491    682.7   699.6
   706(26)     0.001526    682.8   704.5
   699(25)     0.001613    683.0   712.4
   724(25)     0.001626    683.1   723.5
   704(24)     0.001680    683.2   737.1
   779(27)     0.001424    683.3   750.1
   775(27)     0.001413    683.5   758.0
   774(27)     0.001332    683.6   758.0
   736(27)     0.001372    683.7   753.7
   744(28)     0.001313    683.8   752.6
   732(29)     0.001214    684.0   762.2
   766(30)     0.001119    684.1   790.4
   857(32)     0.000983    684.2   844.3
   874(31)     0.001034    684.3   926.0
   977(33)     0.000947    684.5   1027.5
   1104(33)    0.000896    684.6   1125.2
   1227(35)    0.000821    684.7   1182.2
   1269(34)    0.000855    684.8   1177.5
   1215(33)    0.000941    685.0   1138.2
   1139(31)    0.001034    685.1   1106.0
   1095(30)    0.001082    685.2   1100.1
   1082(31)    0.001027    685.3   1108.7
   1053(31)    0.001034    685.5   1097.8
   1032(32)    0.000977    685.6   1044.5
   966(31)     0.001041    685.7   963.0
   918(31)     0.001034    685.9   880.3
   817(31)     0.001075    686.0   813.2
   759(30)     0.001089    686.1   766.8
   744(30)     0.001096    686.2   738.7
   734(29)     0.001189    686.4   723.0
   738(29)     0.001223    686.5   714.4
   750(28)     0.001313    686.6   709.5
   745(27)     0.001332    686.8   707.2
   700(26)     0.001538    686.9   705.0
   712(25)     0.001562    687.0   703.9
   731(25)     0.001562    687.2   702.7
   712(25)     0.001626    687.3   701.8
   719(26)     0.001526    687.4   701.2
   686(25)     0.001562    687.6   700.8
   667(26)     0.001514    687.7   700.5
   699(27)     0.001413    687.8   700.5
   742(28)     0.001276    687.9   700.3
   738(29)     0.001173    688.1   700.6
   742(30)     0.001126    688.2   701.1
   718(29)     0.001165    688.3   701.8
   701(28)     0.001240    688.5   702.7
   753(29)     0.001157    688.6   704.0
   723(28)     0.001285    688.7   705.8
   735(28)     0.001266    688.9   708.7
   758(27)     0.001342    689.0   713.5
   718(26)     0.001468    689.1   722.5
   718(26)     0.001514    689.3   739.0
   782(27)     0.001372    689.4   767.1
   770(28)     0.001303    689.5   809.8
   846(29)     0.001173    689.7   865.4
   871(31)     0.001068    689.8   924.1
   911(31)     0.001027    689.9   966.6
   921(32)     0.000977    690.1   970.1
   901(33)     0.000902    690.2   933.2
   908(35)     0.000840    690.3   876.8
   852(33)     0.000902    690.5   821.8
   801(31)     0.001068    690.6   779.3
   767(29)     0.001157    690.7   752.2
   769(28)     0.001257    690.9   738.8
   678(26)     0.001468    691.0   736.6
   714(26)     0.001514    691.1   744.4
   761(26)     0.001468    691.3   763.0
   809(26)     0.001435    691.4   792.8
   829(27)     0.001413    691.5   831.6
   898(29)     0.001223    691.7   871.7
   946(30)     0.001149    691.8   898.7
   848(29)     0.001189    691.9   897.9
   859(29)     0.001157    692.1   870.0
   848(30)     0.001126    692.2   830.3
   810(31)     0.001068    692.3   792.2
   818(32)     0.001001    692.5   763.0
   780(31)     0.001054    692.6   744.2
   766(29)     0.001181    692.7   734.1
   748(28)     0.001249    692.8   729.4
   784(28)     0.001276    693.0   728.5
   746(27)     0.001372    693.1   729.8
   766(26)     0.001446    693.2   732.5
   780(26)     0.001479    693.4   736.7
   797(26)     0.001502    693.5   742.6
   776(25)     0.001550    693.6   751.0
   808(27)     0.001392    693.8   765.0
   772(27)     0.001424    693.9   789.3
   828(29)     0.001223    694.0   833.5
   903(30)     0.001111    694.1   911.8
   1101(34)    0.000855    694.3   1040.2
   1267(38)    0.000682    694.    1229.
   1437(43)    0.000548    695.    1472.
   1639(46)    0.000483    695.    1733.
   1839(46)    0.000477    695.    1941.
   1979(47)    0.000462    695.    2023.
   2098(46)    0.000466    695.    1966.
   1924(44)    0.000517    695.    1793.
   1690(40)    0.000634    695.    1552.
   1405(35)    0.000803    695.    1307.
   1129(31)    0.001047    695.5   1103.7
   935(28)     0.001276    695.7   957.9
   795(27)     0.001413    695.8   864.1
   793(27)     0.001362    695.9   809.0
   800(28)     0.001266    696.0   778.2
   770(28)     0.001313    696.1   761.1
   736(28)     0.001313    696.3   751.1
   770(29)     0.001165    696.4   745.1
   770(30)     0.001104    696.5   741.3
   757(30)     0.001141    696.6   739.6
   734(28)     0.001257    696.8   740.1
   731(28)     0.001294    696.9   744.4
   742(27)     0.001352    697.0   754.5
   810(28)     0.001257    697.1   774.4
   842(28)     0.001303    697.2   807.8
   890(28)     0.001294    697.3   856.3
   974(29)     0.001173    697.5   916.2
   995(29)     0.001157    697.6   975.6
   1010(31)    0.001054    697.7   1013.7
   1001(31)    0.001041    697.8   1010.7
   958(32)     0.001008    697.9   969.3
   910(31)     0.001061    698.0   910.3
   874(31)     0.001054    698.2   852.9
   795(31)     0.001047    698.3   807.1
   814(32)     0.000959    698.4   775.2
   815(32)     0.000977    698.5   755.3
   804(30)     0.001111    698.6   744.3
   756(29)     0.001231    698.7   739.6
   752(27)     0.001403    698.8   739.8
   744(27)     0.001413    698.9   745.6
   775(28)     0.001240    699.0   759.5
   812(29)     0.001214    699.2   785.1
   828(30)     0.001104    699.3   825.7
   891(30)     0.001082    699.4   881.8
   968(31)     0.001014    699.5   948.6
   1020(32)    0.000983    699.6   1012.3
   1095(34)    0.000855    699.7   1052.0
   1070(34)    0.000886    699.8   1052.9
   1115(35)    0.000807    700.    1021.
   1083(37)    0.000734    700.    970.
   979(36)     0.000785    700.    913.
   946(34)     0.000845    700.2   856.9
   856(31)     0.001034    700.3   810.6
   837(31)     0.001054    700.4   776.5
   810(29)     0.001165    700.5   753.6
   759(28)     0.001285    700.6   739.4
   762(27)     0.001382    700.7   731.1
   777(27)     0.001413    700.8   726.6
   752(26)     0.001502    700.9   724.4
   750(26)     0.001479    701.0   723.6
   750(27)     0.001382    701.1   724.1
   734(27)     0.001352    701.2   726.3
   725(28)     0.001313    701.3   731.2
   739(28)     0.001276    701.4   740.7
   744(28)     0.001249    701.5   757.2
   758(30)     0.001141    701.6   782.7
   801(30)     0.001104    701.6   816.6
   809(30)     0.001089    701.7   857.1
   874(31)     0.001054    701.8   894.9
   851(30)     0.001082    701.9   918.5
   922(31)     0.001047    702.0   918.5
   895(30)     0.001104    702.1   899.1
   872(29)     0.001223    702.2   873.1
   860(28)     0.001294    702.3   849.5
   838(27)     0.001362    702.3   830.5
   796(27)     0.001403    702.4   813.1
   776(27)     0.001332    702.5   794.5
   754(27)     0.001362    702.6   775.7
   778(28)     0.001240    702.7   759.1
   740(28)     0.001294    702.7   746.3
   730(28)     0.001285    702.8   737.9
   756(29)     0.001157    702.9   734.3
   739(29)     0.001173    703.0   735.7
   731(29)     0.001173    703.1   743.2
   737(29)     0.001214    703.1   759.2
   768(29)     0.001189    703.2   786.2
   780(29)     0.001231    703.3   825.9
   836(29)     0.001173    703.4   876.4
   892(29)     0.001181    703.4   930.3
   985(30)     0.001119    703.5   973.5
   978(30)     0.001134    703.6   987.8
   963(30)     0.001134    703.6   966.0
   947(31)     0.001075    703.7   919.0
   880(30)     0.001134    703.8   864.3
   837(30)     0.001134    703.8   814.8
   763(28)     0.001240    703.9   776.6
   737(28)     0.001266    704.0   750.7
   691(28)     0.001276    704.0   734.8
   710(29)     0.001231    704.1   725.8
   718(29)     0.001206    704.1   720.7
   721(28)     0.001249    704.2   717.8
   734(29)     0.001206    704.3   715.9
   700(27)     0.001382    704.3   714.7
   661(26)     0.001502    704.4   713.8
   710(26)     0.001491    704.4   713.1
   710(25)     0.001562    704.5   712.6
   697(25)     0.001613    704.5   712.2
   707(25)     0.001562    704.6   712.0
   675(26)     0.001526    704.6   711.6
   736(27)     0.001352    704.7   711.6
   737(28)     0.001285    704.7   711.7
   687(27)     0.001362    704.8   711.9
   710(28)     0.001266    704.8   712.4
   715(29)     0.001173    704.9   713.3
   717(29)     0.001165    704.9   714.8
   717(30)     0.001149    705.0   717.4
   695(28)     0.001240    705.0   722.2
   738(30)     0.001141    705.1   730.3
   777(30)     0.001149    705.1   743.4
   821(30)     0.001089    705.1   761.9
   776(28)     0.001249    705.2   785.4
   798(29)     0.001223    705.2   810.7
   797(28)     0.001240    705.3   832.2
   792(29)     0.001197    705.3   842.0
   835(31)     0.001075    705.3   835.4
   765(30)     0.001104    705.4   815.6
   738(29)     0.001173    705.4   790.4
   748(30)     0.001111    705.4   766.2
   719(29)     0.001206    705.5   746.5
   725(30)     0.001119    705.5   732.4
   704(28)     0.001240    705.5   723.4
   717(29)     0.001197    705.6   718.0
   757(29)     0.001231    705.6   714.9
   746(28)     0.001257    705.6   713.2
   711(26)     0.001446    705.6   712.2
   734(26)     0.001435    705.7   711.5
   705(25)     0.001666    705.7   711.0
   696(24)     0.001751    705.7   710.7
   722(24)     0.001722    705.7   710.3
   652(23)     0.001890    705.7   710.1
   662(25)     0.001639    705.8   710.0
   692(25)     0.001562    705.8   710.0
   720(27)     0.001372    705.8   710.0
   682(26)     0.001468    705.8   710.1
   722(28)     0.001285    705.8   710.2
   725(28)     0.001240    705.8   710.7
   708(29)     0.001206    705.8   710.9
   695(28)     0.001266    705.9   711.2
   696(28)     0.001313    705.9   711.7
   680(27)     0.001352    705.9   712.2
   708(27)     0.001382    705.9   713.1
   678(26)     0.001457    705.9   714.5
   690(26)     0.001538    705.9   716.9
   714(26)     0.001538    705.9   720.7
   705(25)     0.001600    705.9   727.3
   708(25)     0.001575    705.9   737.9
   709(26)     0.001457    705.9   753.5
   754(27)     0.001352    705.9   774.3
   789(29)     0.001206    705.9   798.8
   842(29)     0.001157    705.9   822.9
   869(31)     0.001075    705.9   840.9
   895(32)     0.000953    705.9   845.7
   789(30)     0.001149    705.9   835.2
   803(30)     0.001111    705.9   814.0
   790(29)     0.001214    705.9   789.2
   802(30)     0.001141    705.9   766.1
   770(28)     0.001303    705.9   747.6
   722(27)     0.001392    705.9   734.4
   726(26)     0.001538    705.8   725.9
   709(25)     0.001587    705.8   721.0
   702(25)     0.001639    705.8   718.4
   701(25)     0.001587    705.8   717.2
   673(26)     0.001526    705.8   717.0
   664(26)     0.001502    705.8   717.6
   696(27)     0.001362    705.8   719.4
   710(27)     0.001342    705.7   722.7
   737(28)     0.001257    705.7   728.2
   729(29)     0.001197    705.7   736.6
   737(29)     0.001231    705.7   748.2
   767(30)     0.001134    705.7   762.9
   769(28)     0.001240    705.6   779.6
   786(29)     0.001165    705.6   795.9
   794(28)     0.001294    705.6   809.1
   840(29)     0.001181    705.6   817.3
   846(28)     0.001322    705.5   821.2
   826(27)     0.001362    705.5   821.7
   860(27)     0.001332    705.5   818.3
   847(28)     0.001303    705.4   809.2
   868(29)     0.001157    705.4   794.7
   845(29)     0.001197    705.4   777.4
   771(29)     0.001223    705.3   760.4
   717(27)     0.001342    705.3   745.8
   743(28)     0.001240    705.3   734.3
   742(30)     0.001149    705.2   726.3
   739(29)     0.001197    705.2   721.0
   749(30)     0.001149    705.2   717.8
   759(28)     0.001257    705.1   716.0
   748(29)     0.001189    705.1   715.0
   747(27)     0.001342    705.0   714.5
   750(28)     0.001294    705.0   714.3
   738(26)     0.001491    705.0   714.2
   718(26)     0.001538    704.9   714.3
   748(26)     0.001502    704.9   714.5
   751(27)     0.001424    704.8   714.9
   717(27)     0.001382    704.8   715.4
   763(28)     0.001285    704.7   716.0
   775(29)     0.001173    704.7   716.8
   757(29)     0.001231    704.6   717.8
   724(29)     0.001223    704.6   719.1
   740(30)     0.001104    704.5   720.7
   678(28)     0.001257    704.5   722.9
   773(30)     0.001082    704.4   726.0
   768(29)     0.001206    704.4   731.0
   748(29)     0.001173    704.3   738.8
   755(28)     0.001313    704.3   751.6
   751(28)     0.001285    704.2   772.0
   794(27)     0.001392    704.2   802.7
   830(28)     0.001322    704.1   845.8
   885(28)     0.001285    704.1   901.2
   996(30)     0.001089    704.0   965.8
   1088(33)    0.000913    703.9   1032.8
   1137(34)    0.000881    703.9   1091.0
   1201(36)    0.000767    704.    1129.
   1189(36)    0.000789    704.    1144.
   1150(36)    0.000789    704.    1144.
   1135(37)    0.000715    704.    1139.
   1195(37)    0.000723    704.    1134.
   1150(37)    0.000723    704.    1126.
   1084(34)    0.000865    703.4   1107.3
   1074(35)    0.000816    703.4   1072.8
   1015(32)    0.001008    703.3   1024.5
   989(32)     0.000983    703.2   970.6
   912(28)     0.001240    703.2   920.2
   850(28)     0.001313    703.1   879.1
   841(27)     0.001382    703.0   849.6
   796(27)     0.001392    703.0   829.9
   782(28)     0.001294    702.9   816.0
   794(28)     0.001257    702.8   803.6
   838(30)     0.001111    702.8   789.9
   793(29)     0.001181    702.7   775.1
   811(30)     0.001096    702.6   760.4
   769(31)     0.001054    702.5   747.3
   766(30)     0.001111    702.5   736.4
   730(29)     0.001165    702.4   728.1
   737(28)     0.001294    702.3   722.1
   706(28)     0.001249    702.2   718.0
   703(26)     0.001479    702.2   715.2
   742(28)     0.001313    702.1   713.3
   710(25)     0.001613    702.0   711.9
   728(26)     0.001514    701.9   710.8
   739(25)     0.001562    701.9   710.0
   671(25)     0.001666    701.8   709.2
   731(27)     0.001352    701.7   708.5
   712(26)     0.001435    701.6   708.0
   697(28)     0.001313    701.5   707.5
   692(27)     0.001382    701.5   707.1
   698(28)     0.001285    701.4   706.6
   724(29)     0.001223    701.3   706.3
   714(28)     0.001257    701.2   705.9
   727(29)     0.001206    701.1   705.7
   759(28)     0.001249    701.0   705.4
   766(29)     0.001181    701.0   705.2
   695(26)     0.001502    700.9   705.0
   679(26)     0.001479    700.8   704.8
   694(25)     0.001626    700.7   704.6
   710(25)     0.001575    700.6   704.5
   668(25)     0.001666    700.5   704.6
   705(26)     0.001526    700.5   704.5
   706(27)     0.001382    700.4   704.5
   709(26)     0.001435    700.3   704.4
   723(28)     0.001276    700.2   704.5
   702(27)     0.001362    700.1   704.5
   669(27)     0.001372    700.0   704.5
   735(30)     0.001149    699.9   704.6
   723(28)     0.001276    699.9   704.7
   708(29)     0.001231    699.8   705.0
   728(27)     0.001372    699.7   705.3
   686(27)     0.001372    699.6   706.0
   756(26)     0.001502    699.5   707.0
   743(28)     0.001294    699.4   708.8
   698(27)     0.001403    699.3   711.7
   703(25)     0.001562    699.2   716.2
   673(28)     0.001276    699.2   722.7
   729(26)     0.001435    699.1   731.5
   785(29)     0.001214    699.0   742.4
   741(27)     0.001332    698.9   754.6
   718(28)     0.001240    698.8   766.7
   732(28)     0.001285    698.7   776.3
   744(30)     0.001119    698.6   780.9
   758(30)     0.001134    698.5   779.1
   752(31)     0.001041    698.4   771.5
   738(29)     0.001197    698.4   760.3
   744(29)     0.001157    698.3   748.1
   712(28)     0.001276    698.2   736.7
   744(28)     0.001257    698.1   727.3
   711(27)     0.001413    698.0   720.2
   659(25)     0.001600    697.9   715.5
   740(26)     0.001491    697.8   712.9
   680(25)     0.001600    697.7   712.0
   688(25)     0.001587    697.6   712.4
   692(27)     0.001413    697.6   714.7
   686(26)     0.001502    697.5   718.9
   682(27)     0.001332    697.4   725.5
   726(27)     0.001332    697.3   735.1
   741(29)     0.001189    697.2   747.9
   752(28)     0.001276    697.1   764.1
   708(27)     0.001332    697.0   783.3
   794(29)     0.001165    696.9   803.9
   799(29)     0.001165    696.9   823.2
   802(29)     0.001189    696.8   837.5
   795(28)     0.001276    696.7   842.9
   800(28)     0.001303    696.6   837.4
   831(27)     0.001352    696.5   822.6
   789(26)     0.001446    696.4   802.2
   763(26)     0.001446    696.3   780.4
   690(25)     0.001587    696.2   760.1
   739(27)     0.001352    696.2   742.9
   743(27)     0.001382    696.1   729.6
   712(28)     0.001313    696.0   720.1
   713(27)     0.001382    695.9   713.7
   730(28)     0.001276    695.8   709.6
   753(27)     0.001342    695.7   707.1
   736(28)     0.001322    695.7   705.6
   706(27)     0.001332    695.6   704.7
   702(27)     0.001332    695.5   704.2
   732(28)     0.001322    695.4   704.1
   746(27)     0.001372    695.3   704.1
   697(26)     0.001514    695.2   704.4
   734(26)     0.001514    695.2   705.1
   674(24)     0.001680    695.1   706.3
   686(25)     0.001613    695.0   708.2
   657(25)     0.001639    694.9   711.1
   680(26)     0.001457    694.9   715.0
   728(27)     0.001372    694.8   720.1
   766(29)     0.001206    694.7   726.1
   749(28)     0.001285    694.6   732.8
   730(28)     0.001276    694.5   739.4
   763(28)     0.001285    694.5   745.1
   773(29)     0.001214    694.4   749.2
   710(28)     0.001303    694.3   751.2
   774(29)     0.001214    694.2   752.3
   764(28)     0.001240    694.2   754.1
   739(27)     0.001382    694.1   759.2
   735(26)     0.001435    694.0   769.9
   726(26)     0.001538    694.0   788.3
   767(26)     0.001502    693.9   815.7
   820(27)     0.001362    693.8   852.2
   919(29)     0.001181    693.7   896.1
   912(30)     0.001082    693.7   943.7
   993(31)     0.001014    693.6   989.0
   1030(33)    0.000907    693.5   1024.4
   1037(33)    0.000941    693.5   1042.3
   1026(33)    0.000896    693.4   1039.3
   967(31)     0.001041    693.3   1017.0
   951(32)     0.000989    693.3   980.6
   894(31)     0.001054    693.2   936.1
   881(31)     0.001041    693.2   889.2
   822(29)     0.001173    693.1   845.1
   749(27)     0.001352    693.0   806.9
   726(26)     0.001446    693.0   776.2
   699(25)     0.001587    692.9   752.8
   661(24)     0.001722    692.9   735.9
   705(25)     0.001562    692.8   724.3
   724(26)     0.001491    692.8   716.4
   706(27)     0.001413    692.7   711.3
   747(27)     0.001352    692.6   707.9
   705(27)     0.001352    692.6   705.8
   679(26)     0.001468    692.5   704.4
   688(27)     0.001392    692.5   703.7
   662(26)     0.001538    692.4   703.5
   683(26)     0.001457    692.4   703.9
   680(27)     0.001413    692.3   705.0
   742(28)     0.001313    692.3   706.9
   714(27)     0.001392    692.2   709.8
   749(27)     0.001413    692.2   713.4
   732(26)     0.001479    692.2   717.7
   702(25)     0.001666    692.1   722.1
   715(25)     0.001639    692.1   726.2
   731(25)     0.001575    692.0   729.2
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   732(26)     0.001468    692.4   731.7
   748(27)     0.001352    692.5   727.2
   738(27)     0.001372    692.5   722.1
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   765(28)     0.001294    693.9   756.8
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   724(27)     0.001392    694.5   752.5
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   755(28)     0.001294    695.6   709.0
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   733(27)     0.001352    695.8   713.1
   753(27)     0.001362    695.9   716.7
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   748(28)     0.001294    696.3   732.1
   727(27)     0.001382    696.5   737.8
   754(27)     0.001413    696.6   743.1
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   767(26)     0.001502    696.9   750.5
   792(26)     0.001468    697.0   751.9
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   767(27)     0.001413    697.3   750.1
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   747(27)     0.001332    698.7   720.6
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   827(30)     0.001096    701.3   811.1
   812(30)     0.001149    701.5   817.2
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   790(28)     0.001294    702.9   776.2
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   741(28)     0.001285    703.7   763.3
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   845(28)     0.001276    705.4   863.2
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   811(29)     0.001231    706.6   828.1
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   751(28)     0.001303    710.7   719.0
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   738(28)     0.001266    711.4   717.2
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   741(28)     0.001249    716.5   719.8
   719(27)     0.001362    716.8   720.1
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   743(28)     0.001285    720.7   727.8
   755(28)     0.001276    721.0   728.5
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   755(26)     0.001468    722.2   731.2
   776(26)     0.001479    722.4   731.8
   747(26)     0.001491    722.7   732.4
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   771(28)     0.001266    723.6   735.1
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   784(29)     0.001173    724.5   741.7
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   815(28)     0.001266    726.5   814.1
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   939(30)     0.001089    728.0   948.3
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   826(27)     0.001382    731.7   854.5
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   846(28)     0.001294    741.0   851.1
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   846(29)     0.001173    741.5   854.9
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   864(31)     0.001068    742.0   848.0
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   844(31)     0.001075    742.5   833.7
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   747(27)     0.001362    743.5   802.9
   771(27)     0.001332    743.7   797.4
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   826(30)     0.001126    746.7   833.5
   801(29)     0.001189    746.9   838.3
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   836(28)     0.001303    747.5   843.1
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   848(28)     0.001322    748.1   832.2
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   794(27)     0.001342    748.5   819.8
   803(28)     0.001276    748.7   813.0
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   738(27)     0.001332    749.1   799.9
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   789(29)     0.001197    749.6   785.0
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   762(28)     0.001266    750.0   779.5
   764(27)     0.001342    750.2   778.0
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   748(26)     0.001491    750.5   777.0
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   759(28)     0.001322    751.5   778.7
   759(28)     0.001285    751.7   778.1
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   757(29)     0.001231    752.4   770.4
   780(28)     0.001249    752.5   768.5
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   749(27)     0.001392    752.8   765.0
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   752(26)     0.001491    753.1   762.1
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   733(26)     0.001502    753.4   759.4
   730(26)     0.001435    753.6   758.9
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   741(27)     0.001332    753.8   758.5
   784(29)     0.001197    753.9   758.3
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   754(28)     0.001249    754.3   759.8
   776(28)     0.001276    754.4   760.6
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   747(27)     0.001413    754.6   762.9
   762(27)     0.001424    754.7   764.3
   776(27)     0.001413    754.8   766.1
   775(27)     0.001413    754.9   768.0
   801(28)     0.001313    755.0   770.1
   746(27)     0.001362    755.0   772.3
   749(28)     0.001294    755.1   774.6
   815(30)     0.001134    755.2   777.0
   755(29)     0.001197    755.3   779.3
   779(30)     0.001126    755.3   781.3
   781(30)     0.001119    755.4   783.1
   798(30)     0.001082    755.5   784.5
   767(30)     0.001134    755.5   785.4
   797(30)     0.001126    755.6   785.7
   739(28)     0.001257    755.6   785.5
   779(28)     0.001249    755.7   784.7
   796(29)     0.001206    755.8   783.5
   834(29)     0.001189    755.8   782.0
   753(28)     0.001266    755.9   780.2
   737(27)     0.001332    755.9   778.3
   764(28)     0.001257    755.9   776.5
   826(30)     0.001119    756.0   774.7
   772(29)     0.001231    756.0   773.0
   753(28)     0.001266    756.1   771.6
   745(28)     0.001276    756.1   770.4
   773(29)     0.001173    756.1   769.5
   836(30)     0.001089    756.1   768.8
   810(30)     0.001111    756.2   768.3
   750(29)     0.001214    756.2   768.1
   741(29)     0.001223    756.2   768.1
   799(29)     0.001206    756.2   768.3
   761(28)     0.001313    756.3   768.7
   791(28)     0.001294    756.3   769.2
   783(27)     0.001352    756.3   769.8
   790(27)     0.001342    756.3   770.5
   787(27)     0.001362    756.3   771.3
   790(27)     0.001332    756.3   772.1
   800(28)     0.001276    756.3   773.0
   766(28)     0.001303    756.3   773.7
   781(29)     0.001223    756.3   774.4
   762(28)     0.001249    756.3   775.0
   723(28)     0.001294    756.3   775.5
   792(29)     0.001173    756.3   775.8
   781(29)     0.001173    756.3   775.9
   759(29)     0.001231    756.3   775.9
   780(28)     0.001240    756.3   775.7
   805(29)     0.001214    756.3   775.3
   822(28)     0.001240    756.3   774.7
   805(28)     0.001285    756.3   774.0
   762(27)     0.001424    756.3   773.1
   745(26)     0.001479    756.2   772.0
   762(26)     0.001457    756.2   770.8
   747(26)     0.001446    756.2   769.6
   755(27)     0.001392    756.2   768.3
   760(27)     0.001342    756.2   767.1
   781(29)     0.001231    756.2   765.9
   782(29)     0.001231    756.1   764.7
   781(29)     0.001189    756.1   763.6
   776(29)     0.001189    756.1   762.7
   808(30)     0.001134    756.1   761.8
   806(30)     0.001149    756.0   761.0
   807(29)     0.001165    756.0   760.4
   780(28)     0.001240    756.0   759.8
   772(28)     0.001276    756.0   759.3
   754(27)     0.001352    755.9   758.9
   729(26)     0.001457    755.9   758.6
   736(26)     0.001446    755.9   758.4
   723(26)     0.001491    755.8   758.2
   742(26)     0.001435    755.8   758.0
   784(28)     0.001313    755.8   757.9
   824(29)     0.001214    755.8   757.8
   744(28)     0.001294    755.7   757.7
   708(27)     0.001352    755.7   757.7
   777(29)     0.001197    755.7   757.6
   789(29)     0.001181    755.6   757.6
   720(28)     0.001276    755.6   757.6
   773(29)     0.001197    755.6   757.6
   787(29)     0.001206    755.6   757.6
   781(29)     0.001214    755.5   757.6
   795(29)     0.001223    755.5   757.6
   790(28)     0.001257    755.5   757.6
   786(28)     0.001303    755.5   757.7
   774(27)     0.001332    755.5   757.7
   829(28)     0.001249    755.4   757.8
   785(28)     0.001303    755.4   757.9
   756(28)     0.001313    755.4   758.0
   769(28)     0.001257    755.4   758.1
   801(29)     0.001173    755.4   758.3
   791(29)     0.001173    755.4   758.5
   781(29)     0.001173    755.4   758.8
   744(28)     0.001240    755.3   759.1
   789(30)     0.001134    755.3   759.4
   772(29)     0.001181    755.3   759.9
   786(29)     0.001173    755.3   760.5
   746(28)     0.001266    755.3   761.1
   744(28)     0.001313    755.4   761.9
   751(28)     0.001313    755.4   762.9
   729(27)     0.001413    755.4   764.1
   756(27)     0.001362    755.4   765.5
   799(28)     0.001303    755.4   767.1
   750(27)     0.001392    755.4   769.1
   805(29)     0.001231    755.5   771.3
   829(29)     0.001165    755.5   773.9
   753(28)     0.001240    755.5   776.8
   776(29)     0.001206    755.6   780.2
   740(29)     0.001231    755.6   783.9
   802(30)     0.001134    755.7   787.9
   853(31)     0.001054    755.7   792.4
   764(29)     0.001206    755.8   797.1
   800(29)     0.001165    755.8   802.1
   818(29)     0.001165    755.9   807.3
   834(29)     0.001181    756.0   812.6
   843(29)     0.001181    756.0   818.0
   792(28)     0.001313    756.1   823.3
   814(28)     0.001276    756.2   828.3
   836(28)     0.001240    756.3   833.1
   817(28)     0.001257    756.4   837.3
   818(29)     0.001231    756.5   841.0
   864(30)     0.001119    756.6   843.9
   851(30)     0.001119    756.8   846.0
   868(30)     0.001082    756.9   847.3
   896(31)     0.001027    757.0   847.8
   903(31)     0.001027    757.2   847.6
   852(30)     0.001089    757.3   846.8
   856(30)     0.001104    757.5   845.6
   853(30)     0.001126    757.6   844.2
   838(29)     0.001165    757.8   842.5
   819(28)     0.001240    758.0   840.8
   845(29)     0.001214    758.2   839.2
   838(28)     0.001266    758.4   837.6
   863(28)     0.001240    758.6   836.2
   801(27)     0.001362    758.8   834.8
   835(28)     0.001266    759.1   833.6
   845(29)     0.001231    759.3   832.4
   872(30)     0.001141    759.6   831.2
   888(30)     0.001089    759.8   830.1
   822(29)     0.001165    760.1   828.9
   785(29)     0.001197    760.4   827.6
   795(29)     0.001189    760.7   826.3
   880(31)     0.001054    761.0   824.9
   861(30)     0.001082    761.3   823.4
   838(30)     0.001126    761.6   821.7
   820(29)     0.001181    762.0   819.9
   827(29)     0.001223    762.3   817.9
   810(28)     0.001276    762.7   815.9
   880(29)     0.001189    763.1   813.8
   861(29)     0.001223    763.5   811.7
   883(29)     0.001214    763.9   809.6
   841(28)     0.001240    764.3   807.7
   838(29)     0.001223    764.7   805.8
   746(27)     0.001342    765.2   804.2
   760(28)     0.001257    765.7   802.7
   783(29)     0.001197    766.1   801.4
   815(30)     0.001126    766.6   800.4
   774(29)     0.001214    767.2   799.5
   748(29)     0.001231    767.7   798.7
   812(30)     0.001149    768.2   798.1
   805(29)     0.001189    768.8   797.5
   790(29)     0.001231    769.4   797.0
   796(28)     0.001266    770.0   796.5
   768(27)     0.001332    770.6   796.0
   801(28)     0.001322    771.2   795.4
   774(27)     0.001352    771.9   794.8
   808(27)     0.001332    772.5   794.2
   806(28)     0.001303    773.2   793.6
   754(27)     0.001362    773.9   792.9
   756(28)     0.001313    774.7   792.2
   791(29)     0.001214    775.4   791.6
   783(29)     0.001206    776.2   791.0
   785(29)     0.001173    777.0   790.5
   763(29)     0.001214    777.8   790.1
   818(30)     0.001134    778.6   789.7
   742(28)     0.001257    779.5   789.5
   769(28)     0.001249    780.4   789.4
   759(28)     0.001294    781.3   789.5
   795(28)     0.001257    782.2   789.7
   780(28)     0.001276    783.2   790.0
   760(27)     0.001352    784.2   790.4
   822(28)     0.001240    785.2   791.0
   779(27)     0.001332    786.2   791.8
   752(27)     0.001352    787.2   792.7
   768(28)     0.001266    788.3   793.7
   808(29)     0.001165    789.4   794.8
   801(30)     0.001141    790.6   796.2
   830(30)     0.001089    791.7   797.6
   828(31)     0.001061    792.9   799.2
   816(31)     0.001075    794.1   800.9
   784(30)     0.001096    795.4   802.7
   776(30)     0.001119    796.6   804.7
_pd_meas_number_of_points              1808
_pd_proc_number_of_points              1808

_reflns_number_total                   143
_reflns_limit_h_min                    0
_reflns_limit_h_max                    6
_reflns_limit_k_min                    0
_reflns_limit_k_max                    6
_reflns_limit_l_min                    0
_reflns_limit_l_max                    14
_reflns_d_resolution_high              0.848
_reflns_d_resolution_low               3.167
#--eof--eof--eof--eof--eof--eof--eof--eof--eof--eof--eof--eof--eof--eof--eof--#
