RxH3 Holography Data Reduction Log

Data File: rxh3-20050704-233528.fits

Reduced on 20050708-133134 by janw on moana

Reduction code id: 2.20 (created Jan 28 2004 at 09:18:22) (TDL_BIN = /jac_sw/itsroot/install/tdl_2p20)

Comment:

Reduction log file can be found here: 0log.txt

Moves file: (ring panel actuator microns format): moves_rpa.dat

Moves file: (sector motor format): moves_sm.dat

Average Aperture

[aveap.gif] Average aperture phase

Summary

[summary.gif] Summary

Panel fit

[panel.gif] Panel fit

Gridded diffraction patterns

[pattern0.gif] Pattern 0

[pattern1.gif] Pattern 1

[pattern2.gif] Pattern 2

[pattern3.gif] Pattern 3

[pattern4.gif] Pattern 4

[pattern5.gif] Pattern 5

[pattern6.gif] Pattern 6

[pattern7.gif] Pattern 7

[pattern8.gif] Pattern 8

[pattern9.gif] Pattern 9

[pattern10.gif] Pattern 10

[pattern11.gif] Pattern 11

[pattern12.gif] Pattern 12

[pattern13.gif] Pattern 13

[pattern14.gif] Pattern 14

[pattern15.gif] Pattern 15

FFT Apertures

[aperture0.gif] Aperture 0

[aperture1.gif] Aperture 1

[aperture2.gif] Aperture 2

[aperture3.gif] Aperture 3

[aperture4.gif] Aperture 4

[aperture5.gif] Aperture 5

[aperture6.gif] Aperture 6

[aperture7.gif] Aperture 7

[aperture8.gif] Aperture 8

[aperture9.gif] Aperture 9

[aperture10.gif] Aperture 10

[aperture11.gif] Aperture 11

[aperture12.gif] Aperture 12

[aperture13.gif] Aperture 13

[aperture14.gif] Aperture 14

[aperture15.gif] Aperture 15

Apertures after Zernike fits

[finalphi0.gif] Final Phase 0

[finalamp0.gif] Final Amplitude 0

[finalphi1.gif] Final Phase 1

[finalamp1.gif] Final Amplitude 1

[finalphi2.gif] Final Phase 2

[finalamp2.gif] Final Amplitude 2

[finalphi3.gif] Final Phase 3

[finalamp3.gif] Final Amplitude 3

[finalphi4.gif] Final Phase 4

[finalamp4.gif] Final Amplitude 4

[finalphi5.gif] Final Phase 5

[finalamp5.gif] Final Amplitude 5

[finalphi6.gif] Final Phase 6

[finalamp6.gif] Final Amplitude 6

[finalphi7.gif] Final Phase 7

[finalamp7.gif] Final Amplitude 7

[finalphi8.gif] Final Phase 8

[finalamp8.gif] Final Amplitude 8

[finalphi9.gif] Final Phase 9

[finalamp9.gif] Final Amplitude 9

[finalphi10.gif] Final Phase 10

[finalamp10.gif] Final Amplitude 10

[finalphi11.gif] Final Phase 11

[finalamp11.gif] Final Amplitude 11

[finalphi12.gif] Final Phase 12

[finalamp12.gif] Final Amplitude 12

[finalphi13.gif] Final Phase 13

[finalamp13.gif] Final Amplitude 13

[finalphi14.gif] Final Phase 14

[finalamp14.gif] Final Amplitude 14

[finalphi15.gif] Final Phase 15

[finalamp15.gif] Final Amplitude 15

Zernike models, up to order 3

[zernike_model0.gif] Zernike model 0

[small_scale0.gif] Small scale errors 0

[zernike_model1.gif] Zernike model 1

[small_scale1.gif] Small scale errors 1

[zernike_model2.gif] Zernike model 2

[small_scale2.gif] Small scale errors 2

[zernike_model3.gif] Zernike model 3

[small_scale3.gif] Small scale errors 3

[zernike_model4.gif] Zernike model 4

[small_scale4.gif] Small scale errors 4

[zernike_model5.gif] Zernike model 5

[small_scale5.gif] Small scale errors 5

[zernike_model6.gif] Zernike model 6

[small_scale6.gif] Small scale errors 6

[zernike_model7.gif] Zernike model 7

[small_scale7.gif] Small scale errors 7

[zernike_model8.gif] Zernike model 8

[small_scale8.gif] Small scale errors 8

[zernike_model9.gif] Zernike model 9

[small_scale9.gif] Small scale errors 9

[zernike_model10.gif] Zernike model 10

[small_scale10.gif] Small scale errors 10

[zernike_model11.gif] Zernike model 11

[small_scale11.gif] Small scale errors 11

[zernike_model12.gif] Zernike model 12

[small_scale12.gif] Small scale errors 12

[zernike_model13.gif] Zernike model 13

[small_scale13.gif] Small scale errors 13

[zernike_model14.gif] Zernike model 14

[small_scale14.gif] Small scale errors 14

[zernike_model15.gif] Zernike model 15

[small_scale15.gif] Small scale errors 15

::holo3_par
con.cal_degree 0
con.cal_spline_smooth 0.0
con.correct_for_reference_offset 1
con.correct_for_sec_diff 1
con.dft 0
con.dft_extent 8.0
con.dmV_dMHz 29.0
con.far_field {650 12 0} {900 12 0}
con.far_perfect_zernikes {0.0 4 0} {0.0 3 3}
con.fdecipher_method 1
con.fit_illumination 0
con.fit_panels 1
con.grid_cell 0
con.grid_even 1
con.grid_npts 256
con.grid_power_of_two 1
con.gridder_airy_size 1.0
con.gridder_extent 6.0
con.gridder_gaussian_size 3.0
con.gridder_minwt 0.5
con.gridder_nlutpts 5000
con.gridder_type airy-gaussian
con.hilo_method 2
con.mask_refbeam 3.87 -0.28 0.0
con.nclip_per_cal_row 5
con.nclip_per_data_row 5
con.pattern_mask_scale 0.98
con.receiver_defocus 0.0
con.row_odd_even all
con.secdiff_x0 0.060
con.secdiff_y0 -0.040
con.shadow_scale 1.25
con.shadow_shift 0.0
con.subtract_zeropt 1
con.zernike_max_order 3
con.zernikes_to_fit 0 1 2 4
data.comment
data.directory /net/moana/export/data/janw/rxh3
data.filename rxh3-20050704-233528.fits
data.pointing_lag_x 0
data.pointing_lag_y 0
data.pointing_offset_x -0.7
data.pointing_offset_y 13.0
data.process_freqs all
data.secondary_defocus_offset 3.17
data.trim_box
data.trim_pixels
err.cal_max_damp 1.02
err.cal_max_dphi 10.0
err.tracking_max_range 4.0
err.tracking_max_rms 2.0
geom.distance_source 695.0
geom.focal_bigf 180.0
geom.focal_littlef 5.4
geom.mirror_position_x +1.850
geom.mirror_position_y +3.861
geom.mirror_position_z -0.240
geom.primary_diameter 15.0
geom.secondary_shadow 1.0
int.secondary_defocus 0.034169999999999999
out.aperture_as_text 0
out.delete_old 1
out.farfield_conts 1 2 3 4 5 10 20 30 40 50 60 70 80 90
out.graph 2
out.loglevel 8
out.lut heat
out.plot_device gif
out.plot_height 600
out.plot_range 80
out.plot_range_largescale 25
out.plot_width 800
out.save_results 1
out.subdirspec d
out.thumbnails 1
out.topdir /home/janw/rxh3/Rxh3red
pan.bad_motor_file
pan.edge_factor 1.0
pan.max_move 100
pan.min_weight 0.1
pan.panel_scale 3.0
pan.zernikes_to_ignore
pan.zero_wt_outside 1

  Reduction started at: 20050708-133134
    Reading data from rxh3-20050704-233528.fits
        Reduction ID: default
              Read keywords into global array holo_keys
              Read binary table data into global array holo_data
                Finished reading data
            Converted positions to arcsec, times to elapsed seconds, and reversed x-axis
        Pattern extent: min =   2401.7 max = 7634670370.4 arcsec
        Nominal defocus setting was 31. mm
        Using actual defocus setting of    34.170 mm
  ----------------- Data Summary ---------------------
  Number of samples: 1466025
    This is a 160 GHz map
    Number of frequencies: 16
        Frequencies (GHz): 
         160.676000  160.680000  160.684000  160.688000  160.692000  160.696000 
         160.700000  160.704000  160.708000  160.712000  160.716000  160.720000 
         160.724000  160.728000  160.732000  160.736000 
                  item          min          max         mean
                loreal     -3.12012      3.09814     -0.00416
                loimag     -3.14941      3.14209     -0.00904
                hireal     -5.00000      4.99756     -0.00398
                hiimag     -5.00000      4.99756      0.01909
                  xpos -7634670370.35370   2411.29335 -2603879.94265
                  ypos  -2401.71418 11090087.98063   3782.52463
              plock160      0.58594      1.97510      1.34430
              lorefpwr      0.98145      2.83691      2.30215
              losigpwr     -4.54834     -0.19775     -4.35453
              hirefpwr      1.02295      2.82715      2.32307
              hisigpwr     -4.46289      4.99756     -1.76623
              encltemp     31.59180     32.86133     32.12999
                 flags      0.00000    256.00000      2.44471
              phi-lock     -1.70654     -0.34668     -1.07595
                sindex      0.00000    254.00000    126.60925
                  time      0.00000 19150776.97328   9468.32322
                zeropt     -0.00732     -0.00488     -0.00603
!!!Warning!!! philock max less than 0.2
!!!Warning!!! philock min less than -1.5
  ----------------------------------------------------
    Subtracting zeropt channel
  Data contains a total of 255 rows
    There are 241 data rows and 14 calibrator rows
            Calibrator rows: 0 21 42 63 84 105 126 147 168 189 210 231 252 254 
    Checking pointing along rasters...
          This map is more horizontally scanned than vertically
      Mean row spacing      =  20.00265 arcsec
      Mean row spacing      =  20.00266 arcsec (alternate estimator)
      Mean tracking incline =  -0.17129 arcsec
      Mean pointing range   =   0.66726 arcsec
      Mean pointing rms     =   0.13685 arcsec
            This map *probably* has non-inclined rows
!!!Warning!!! Bad tracking on row 97: range =    7.34463 > 4.0
!!!Warning!!! Bad tracking on row 97: rms =    2.18824 > 2.0
    Applying pointing shifts: (-0.7,  13.0 ) arcsec
    Applying pointing lags: (0,  0 ) arcsec
    Deciphering frequencies...
    Selecting hi/lo channels using method 2
          Inverting the phase on this 160 GHz map
    Doing geometric phase correction
    Status bits counts:
    bit:       0      1      2      3      4      5      6      7      8
    set:       0      0      0      0      0      0      0      0  14000
  Extracting frequencies
          Selecting all rows from the map (row = -1)
    Extracted frequency 0: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 1: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 2: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 3: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 4: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 5: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 6: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 7: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 8: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 9: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 10: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 11: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 12: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 13: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 14: 90363 data points 
          Selecting all rows from the map (row = -1)
    Extracted frequency 15: 90363 data points 
  No calibration requested...
        Creating template maps for gridding
        Using a grid cellsize of 20.0 arcseconds
        Using a grid of 256 points
          Grid has even number of points
                Maximum data offset = 7.63467e+09 arcsec
                        Grid extent =       2550 arcsec
                        lambda_min  = 0.00186512
                        scale       = 0.00259937
          Diffraction scale lambda/D =    25.6569 arcsec
        Gridding function extent =    153.941 arcsec
        Using Gaussian * Airy regridding function
          Gaussian  FWHM =    76.9706 arcsec
          Airy first null at    31.2929 arcsec
          Gridding frequency index 0
                lambda = 0.00186582 metres, scale =  0.0025984 radians per metre
            Gridding real part of frequency 0...
            Gridding imag part of frequency 0...
                Pattern is holo(res.pattern0)
                Weights in holo(obs.real,wt0) and holo(obs.imag,wt0)
                Maximum amplitude =     3.0319 at (0.0, 0.0) arcsec
              Real: mean = 0.000144678 sum of squares =    1905.18
              Imag: mean = -0.000128388 sum of squares =       1990
          Gridding frequency index 1
                lambda = 0.00186577 metres, scale = 0.00259846 radians per metre
            Gridding real part of frequency 1...
            Gridding imag part of frequency 1...
                Pattern is holo(res.pattern1)
                Weights in holo(obs.real,wt1) and holo(obs.imag,wt1)
                Maximum amplitude =    3.06233 at (0.0, 0.0) arcsec
              Real: mean = 0.000220984 sum of squares =    2019.12
              Imag: mean = -0.000142094 sum of squares =    1893.14
          Gridding frequency index 2
                lambda = 0.00186573 metres, scale = 0.00259852 radians per metre
            Gridding real part of frequency 2...
            Gridding imag part of frequency 2...
                Pattern is holo(res.pattern2)
                Weights in holo(obs.real,wt2) and holo(obs.imag,wt2)
                Maximum amplitude =    3.09612 at (0.0, 0.0) arcsec
              Real: mean = 0.000427454 sum of squares =    1986.14
              Imag: mean = -0.000106184 sum of squares =     1952.5
          Gridding frequency index 3
                lambda = 0.00186568 metres, scale = 0.00259859 radians per metre
            Gridding real part of frequency 3...
            Gridding imag part of frequency 3...
                Pattern is holo(res.pattern3)
                Weights in holo(obs.real,wt3) and holo(obs.imag,wt3)
                Maximum amplitude =    3.07389 at (0.0, 0.0) arcsec
              Real: mean = 0.000472487 sum of squares =    1906.55
              Imag: mean = 8.37682e-05 sum of squares =    2056.41
          Gridding frequency index 4
                lambda = 0.00186563 metres, scale = 0.00259865 radians per metre
            Gridding real part of frequency 4...
            Gridding imag part of frequency 4...
                Pattern is holo(res.pattern4)
                Weights in holo(obs.real,wt4) and holo(obs.imag,wt4)
                Maximum amplitude =    3.02882 at (0.0, 0.0) arcsec
              Real: mean = 0.000327324 sum of squares =    1993.92
              Imag: mean = 0.000182098 sum of squares =    1989.36
          Gridding frequency index 5
                lambda = 0.00186559 metres, scale = 0.00259872 radians per metre
            Gridding real part of frequency 5...
            Gridding imag part of frequency 5...
                Pattern is holo(res.pattern5)
                Weights in holo(obs.real,wt5) and holo(obs.imag,wt5)
                Maximum amplitude =     3.0351 at (0.0, 0.0) arcsec
              Real: mean = 0.000194324 sum of squares =    2076.47
              Imag: mean = 0.000230221 sum of squares =    1937.15
          Gridding frequency index 6
                lambda = 0.00186554 metres, scale = 0.00259878 radians per metre
            Gridding real part of frequency 6...
            Gridding imag part of frequency 6...
                Pattern is holo(res.pattern6)
                Weights in holo(obs.real,wt6) and holo(obs.imag,wt6)
                Maximum amplitude =    3.08729 at (0.0, 0.0) arcsec
              Real: mean = 4.3313e-05 sum of squares =    1995.52
              Imag: mean = 0.000133162 sum of squares =    2050.55
          Gridding frequency index 7
                lambda = 0.00186549 metres, scale = 0.00259885 radians per metre
            Gridding real part of frequency 7...
            Gridding imag part of frequency 7...
                Pattern is holo(res.pattern7)
                Weights in holo(obs.real,wt7) and holo(obs.imag,wt7)
                Maximum amplitude =    3.09938 at (0.0, 0.0) arcsec
              Real: mean = 5.74849e-05 sum of squares =    1971.71
              Imag: mean = -6.91982e-05 sum of squares =    2107.82
          Gridding frequency index 8
                lambda = 0.00186545 metres, scale = 0.00259891 radians per metre
            Gridding real part of frequency 8...
            Gridding imag part of frequency 8...
                Pattern is holo(res.pattern8)
                Weights in holo(obs.real,wt8) and holo(obs.imag,wt8)
                Maximum amplitude =    3.12905 at (0.0, 0.0) arcsec
              Real: mean = 0.000220073 sum of squares =    2098.41
              Imag: mean = -0.00016469 sum of squares =    2009.97
          Gridding frequency index 9
                lambda =  0.0018654 metres, scale = 0.00259898 radians per metre
            Gridding real part of frequency 9...
            Gridding imag part of frequency 9...
                Pattern is holo(res.pattern9)
                Weights in holo(obs.real,wt9) and holo(obs.imag,wt9)
                Maximum amplitude =    3.15163 at (0.0, 0.0) arcsec
              Real: mean = 0.000371616 sum of squares =    2117.19
              Imag: mean = -0.000123261 sum of squares =    2022.64
          Gridding frequency index 10
                lambda = 0.00186536 metres, scale = 0.00259904 radians per metre
            Gridding real part of frequency 10...
            Gridding imag part of frequency 10...
                Pattern is holo(res.pattern10)
                Weights in holo(obs.real,wt10) and holo(obs.imag,wt10)
                Maximum amplitude =    3.14446 at (0.0, 0.0) arcsec
              Real: mean = 0.000514936 sum of squares =    2020.26
              Imag: mean = 1.84733e-05 sum of squares =    2154.22
          Gridding frequency index 11
                lambda = 0.00186531 metres, scale = 0.00259911 radians per metre
            Gridding real part of frequency 11...
            Gridding imag part of frequency 11...
                Pattern is holo(res.pattern11)
                Weights in holo(obs.real,wt11) and holo(obs.imag,wt11)
                Maximum amplitude =    3.10468 at (0.0, 0.0) arcsec
              Real: mean = 0.000440286 sum of squares =    2073.84
              Imag: mean = 0.00024436 sum of squares =    2139.94
          Gridding frequency index 12
                lambda = 0.00186526 metres, scale = 0.00259917 radians per metre
            Gridding real part of frequency 12...
            Gridding imag part of frequency 12...
                Pattern is holo(res.pattern12)
                Weights in holo(obs.real,wt12) and holo(obs.imag,wt12)
                Maximum amplitude =    3.09646 at (0.0, 0.0) arcsec
              Real: mean = 0.000293433 sum of squares =     2198.2
              Imag: mean = 0.000273705 sum of squares =    2058.21
          Gridding frequency index 13
                lambda = 0.00186522 metres, scale = 0.00259924 radians per metre
            Gridding real part of frequency 13...
            Gridding imag part of frequency 13...
                Pattern is holo(res.pattern13)
                Weights in holo(obs.real,wt13) and holo(obs.imag,wt13)
                Maximum amplitude =    3.13498 at (0.0, 0.0) arcsec
              Real: mean = -3.32942e-06 sum of squares =    2161.84
              Imag: mean = 0.000253327 sum of squares =    2141.62
          Gridding frequency index 14
                lambda = 0.00186517 metres, scale =  0.0025993 radians per metre
            Gridding real part of frequency 14...
            Gridding imag part of frequency 14...
                Pattern is holo(res.pattern14)
                Weights in holo(obs.real,wt14) and holo(obs.imag,wt14)
                Maximum amplitude =    3.19441 at (0.0, 0.0) arcsec
              Real: mean = 2.8711e-05 sum of squares =     2088.5
              Imag: mean = -6.45833e-05 sum of squares =    2261.05
          Gridding frequency index 15
                lambda = 0.00186512 metres, scale = 0.00259937 radians per metre
            Gridding real part of frequency 15...
            Gridding imag part of frequency 15...
                Pattern is holo(res.pattern15)
                Weights in holo(obs.real,wt15) and holo(obs.imag,wt15)
                Maximum amplitude =     3.2224 at (0.0, 0.0) arcsec
              Real: mean = 0.000135294 sum of squares =    2220.25
              Imag: mean = -7.92883e-05 sum of squares =    2183.98
          Masking frequency index 0
                Mask scale size =    6.11579
          Masking frequency index 1
                Mask scale size =    6.11594
          Masking frequency index 2
                Mask scale size =    6.11609
          Masking frequency index 3
                Mask scale size =    6.11625
          Masking frequency index 4
                Mask scale size =     6.1164
          Masking frequency index 5
                Mask scale size =    6.11655
          Masking frequency index 6
                Mask scale size =     6.1167
          Masking frequency index 7
                Mask scale size =    6.11686
          Masking frequency index 8
                Mask scale size =    6.11701
          Masking frequency index 9
                Mask scale size =    6.11716
          Masking frequency index 10
                Mask scale size =    6.11731
          Masking frequency index 11
                Mask scale size =    6.11746
          Masking frequency index 12
                Mask scale size =    6.11762
          Masking frequency index 13
                Mask scale size =    6.11777
          Masking frequency index 14
                Mask scale size =    6.11792
          Masking frequency index 15
                Mask scale size =    6.11807
            Checking phase lock voltage for frequency 0...
               Max point-to-point PLL voltage change:    0.20752
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 1...
               Max point-to-point PLL voltage change:   0.239258
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 2...
               Max point-to-point PLL voltage change:   0.212402
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 3...
               Max point-to-point PLL voltage change:   0.222168
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 4...
               Max point-to-point PLL voltage change:   0.227051
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 5...
               Max point-to-point PLL voltage change:   0.217285
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 6...
               Max point-to-point PLL voltage change:   0.231934
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 7...
               Max point-to-point PLL voltage change:   0.205078
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 8...
               Max point-to-point PLL voltage change:   0.222168
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 9...
               Max point-to-point PLL voltage change:   0.222168
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 10...
               Max point-to-point PLL voltage change:    0.20752
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 11...
               Max point-to-point PLL voltage change:   0.217285
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 12...
               Max point-to-point PLL voltage change:    0.20752
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 13...
               Max point-to-point PLL voltage change:   0.239258
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 14...
               Max point-to-point PLL voltage change:   0.217285
            Median point-to-point PLL voltage change: 0.00976562
            Checking phase lock voltage for frequency 15...
               Max point-to-point PLL voltage change:   0.222168
            Median point-to-point PLL voltage change: 0.00976562
    Doing FFT of patterns...
    Normalising FFT patterns...
              Freq 0: Shift, scale =    1.4899     126.5
              Freq 1: Shift, scale =   0.61918    126.39
              Freq 2: Shift, scale =  -0.24151    127.36
              Freq 3: Shift, scale =   -1.1044    127.71
              Freq 4: Shift, scale =   -1.9743    127.47
              Freq 5: Shift, scale =   -2.8376    127.26
              Freq 6: Shift, scale =    2.5834    127.43
              Freq 7: Shift, scale =    1.7318    128.72
              Freq 8: Shift, scale =   0.86693    129.36
              Freq 9: Shift, scale = -0.0063293    130.16
              Freq 10: Shift, scale =  -0.87233    131.06
              Freq 11: Shift, scale =   -1.7343    130.24
              Freq 12: Shift, scale =   -2.5939    130.27
              Freq 13: Shift, scale =    2.8311    131.53
              Freq 14: Shift, scale =    1.9589    133.01
              Freq 15: Shift, scale =    1.0931    134.14
            Calculating phase corrections for index 0
            Calculating phase corrections for index 1
            Calculating phase corrections for index 2
            Calculating phase corrections for index 3
            Calculating phase corrections for index 4
            Calculating phase corrections for index 5
            Calculating phase corrections for index 6
            Calculating phase corrections for index 7
            Calculating phase corrections for index 8
            Calculating phase corrections for index 9
            Calculating phase corrections for index 10
            Calculating phase corrections for index 11
            Calculating phase corrections for index 12
            Calculating phase corrections for index 13
            Calculating phase corrections for index 14
            Calculating phase corrections for index 15
        Apply near field corrections for frequency 0
          Apply secondary diffraction correction for frequency 0
        Apply near field corrections for frequency 1
          Apply secondary diffraction correction for frequency 1
        Apply near field corrections for frequency 2
          Apply secondary diffraction correction for frequency 2
        Apply near field corrections for frequency 3
          Apply secondary diffraction correction for frequency 3
        Apply near field corrections for frequency 4
          Apply secondary diffraction correction for frequency 4
        Apply near field corrections for frequency 5
          Apply secondary diffraction correction for frequency 5
        Apply near field corrections for frequency 6
          Apply secondary diffraction correction for frequency 6
        Apply near field corrections for frequency 7
          Apply secondary diffraction correction for frequency 7
        Apply near field corrections for frequency 8
          Apply secondary diffraction correction for frequency 8
        Apply near field corrections for frequency 9
          Apply secondary diffraction correction for frequency 9
        Apply near field corrections for frequency 10
          Apply secondary diffraction correction for frequency 10
        Apply near field corrections for frequency 11
          Apply secondary diffraction correction for frequency 11
        Apply near field corrections for frequency 12
          Apply secondary diffraction correction for frequency 12
        Apply near field corrections for frequency 13
          Apply secondary diffraction correction for frequency 13
        Apply near field corrections for frequency 14
          Apply secondary diffraction correction for frequency 14
        Apply near field corrections for frequency 15
          Apply secondary diffraction correction for frequency 15
    Fitting piston, pointing and defocus terms
        Fitting frequency 0
        Minimiser fit code = 1
          piston:    -0.261 radians
        x offset:    0.0308 arcsec
        y offset:    0.0222 arcsec
         defocus: -0.000166 mm
          Estimated x pointing error is   -0.6692 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.02 arcsec (used        13 arcsec)
          Estimated defocus error is      3.17 mm (used      3.17 mm)
        Fitting frequency 1
        Minimiser fit code = 1
          piston:    -0.268 radians
        x offset:    0.0134 arcsec
        y offset:     0.042 arcsec
         defocus:  0.000515 mm
          Estimated x pointing error is   -0.6866 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.04 arcsec (used        13 arcsec)
          Estimated defocus error is     3.171 mm (used      3.17 mm)
        Fitting frequency 2
        Minimiser fit code = 1
          piston:    -0.266 radians
        x offset:   0.00946 arcsec
        y offset:    0.0501 arcsec
         defocus: -0.000305 mm
          Estimated x pointing error is   -0.6905 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.05 arcsec (used        13 arcsec)
          Estimated defocus error is      3.17 mm (used      3.17 mm)
        Fitting frequency 3
        Minimiser fit code = 1
          piston:    -0.264 radians
        x offset:   0.00813 arcsec
        y offset:    0.0453 arcsec
         defocus:  0.000426 mm
          Estimated x pointing error is   -0.6919 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.05 arcsec (used        13 arcsec)
          Estimated defocus error is      3.17 mm (used      3.17 mm)
        Fitting frequency 4
        Minimiser fit code = 3
          piston:     -0.27 radians
        x offset:   0.00731 arcsec
        y offset:    0.0341 arcsec
         defocus:  0.000588 mm
          Estimated x pointing error is   -0.6927 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.03 arcsec (used        13 arcsec)
          Estimated defocus error is     3.171 mm (used      3.17 mm)
        Fitting frequency 5
        Minimiser fit code = 3
          piston:    -0.271 radians
        x offset:  -0.00184 arcsec
        y offset:    0.0305 arcsec
         defocus:  -0.00115 mm
          Estimated x pointing error is   -0.7018 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.03 arcsec (used        13 arcsec)
          Estimated defocus error is     3.169 mm (used      3.17 mm)
        Fitting frequency 6
        Minimiser fit code = 1
          piston:     -0.27 radians
        x offset:  -0.00989 arcsec
        y offset:    0.0351 arcsec
         defocus: -0.000937 mm
          Estimated x pointing error is   -0.7099 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.04 arcsec (used        13 arcsec)
          Estimated defocus error is     3.169 mm (used      3.17 mm)
        Fitting frequency 7
        Minimiser fit code = 3
          piston:     -0.26 radians
        x offset:   -0.0209 arcsec
        y offset:    0.0434 arcsec
         defocus:  -0.00185 mm
          Estimated x pointing error is   -0.7209 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.04 arcsec (used        13 arcsec)
          Estimated defocus error is     3.168 mm (used      3.17 mm)
        Fitting frequency 8
        Minimiser fit code = 1
          piston:     -0.26 radians
        x offset:   -0.0253 arcsec
        y offset:    0.0237 arcsec
         defocus:  -0.00129 mm
          Estimated x pointing error is   -0.7253 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.02 arcsec (used        13 arcsec)
          Estimated defocus error is     3.169 mm (used      3.17 mm)
        Fitting frequency 9
        Minimiser fit code = 1
          piston:     -0.27 radians
        x offset:   -0.0329 arcsec
        y offset:    0.0111 arcsec
         defocus:  -0.00183 mm
          Estimated x pointing error is   -0.7329 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     13.01 arcsec (used        13 arcsec)
          Estimated defocus error is     3.168 mm (used      3.17 mm)
        Fitting frequency 10
        Minimiser fit code = 1
          piston:    -0.273 radians
        x offset:   -0.0374 arcsec
        y offset:   0.00348 arcsec
         defocus:   -0.0031 mm
          Estimated x pointing error is   -0.7374 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is        13 arcsec (used        13 arcsec)
          Estimated defocus error is     3.167 mm (used      3.17 mm)
        Fitting frequency 11
        Minimiser fit code = 1
          piston:    -0.272 radians
        x offset:   -0.0531 arcsec
        y offset: -0.000463 arcsec
         defocus:  -0.00315 mm
          Estimated x pointing error is   -0.7531 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is        13 arcsec (used        13 arcsec)
          Estimated defocus error is     3.167 mm (used      3.17 mm)
        Fitting frequency 12
        Minimiser fit code = 1
          piston:    -0.266 radians
        x offset:    -0.057 arcsec
        y offset:    -0.015 arcsec
         defocus:  -0.00278 mm
          Estimated x pointing error is    -0.757 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     12.98 arcsec (used        13 arcsec)
          Estimated defocus error is     3.167 mm (used      3.17 mm)
        Fitting frequency 13
        Minimiser fit code = 3
          piston:    -0.261 radians
        x offset:   -0.0648 arcsec
        y offset:   -0.0238 arcsec
         defocus:  -0.00423 mm
          Estimated x pointing error is   -0.7648 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     12.98 arcsec (used        13 arcsec)
          Estimated defocus error is     3.166 mm (used      3.17 mm)
        Fitting frequency 14
        Minimiser fit code = 3
          piston:    -0.268 radians
        x offset:   -0.0697 arcsec
        y offset:   -0.0414 arcsec
         defocus:  -0.00543 mm
          Estimated x pointing error is   -0.7697 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     12.96 arcsec (used        13 arcsec)
          Estimated defocus error is     3.165 mm (used      3.17 mm)
        Fitting frequency 15
        Minimiser fit code = 1
          piston:    -0.269 radians
        x offset:   -0.0804 arcsec
        y offset:   -0.0382 arcsec
         defocus:  -0.00567 mm
          Estimated x pointing error is   -0.7804 arcsec (used      -0.7 arcsec)
          Estimated y pointing error is     12.96 arcsec (used        13 arcsec)
          Estimated defocus error is     3.164 mm (used      3.17 mm)
        Making masked surfaces in microns, and cubes
    Fitting Zernikes
        Fitting many Zernikes for frequency 0
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00185               piston
          1   1     -0.00286               tilt_x
          1  -1     -0.00881               tilt_y
          2   2     -0.07468        astigmatism_0
          2   0     -0.00217            curvature
          2  -2     -0.00296        astigmatism45
          3   3     -0.04179            trefoil_0
          3   1     -0.01034               coma_x
          3  -1     -0.03142               coma_y
          3  -3      0.09474           trefoil_30
        Fitting many Zernikes for frequency 1
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00186               piston
          1   1     -0.00239               tilt_x
          1  -1     -0.00853               tilt_y
          2   2     -0.07417        astigmatism_0
          2   0     -0.00215            curvature
          2  -2     -0.00558        astigmatism45
          3   3     -0.04367            trefoil_0
          3   1     -0.00897               coma_x
          3  -1     -0.03079               coma_y
          3  -3      0.09279           trefoil_30
        Fitting many Zernikes for frequency 2
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00183               piston
          1   1     -0.00214               tilt_x
          1  -1     -0.00871               tilt_y
          2   2     -0.07217        astigmatism_0
          2   0     -0.00205            curvature
          2  -2     -0.00562        astigmatism45
          3   3     -0.04410            trefoil_0
          3   1     -0.00850               coma_x
          3  -1     -0.03214               coma_y
          3  -3      0.09057           trefoil_30
        Fitting many Zernikes for frequency 3
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00186               piston
          1   1     -0.00239               tilt_x
          1  -1     -0.00847               tilt_y
          2   2     -0.07250        astigmatism_0
          2   0     -0.00208            curvature
          2  -2     -0.00407        astigmatism45
          3   3     -0.04220            trefoil_0
          3   1     -0.00944               coma_x
          3  -1     -0.03103               coma_y
          3  -3      0.09106           trefoil_30
        Fitting many Zernikes for frequency 4
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00184               piston
          1   1     -0.00213               tilt_x
          1  -1     -0.00793               tilt_y
          2   2     -0.07377        astigmatism_0
          2   0     -0.00206            curvature
          2  -2     -0.00235        astigmatism45
          3   3     -0.04282            trefoil_0
          3   1     -0.00863               coma_x
          3  -1     -0.02898               coma_y
          3  -3      0.09211           trefoil_30
        Fitting many Zernikes for frequency 5
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00190               piston
          1   1     -0.00191               tilt_x
          1  -1     -0.00796               tilt_y
          2   2     -0.07481        astigmatism_0
          2   0     -0.00228            curvature
          2  -2     -0.00419        astigmatism45
          3   3     -0.04205            trefoil_0
          3   1     -0.00822               coma_x
          3  -1     -0.02876               coma_y
          3  -3      0.09163           trefoil_30
        Fitting many Zernikes for frequency 6
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00189               piston
          1   1     -0.00132               tilt_x
          1  -1     -0.00876               tilt_y
          2   2     -0.07432        astigmatism_0
          2   0     -0.00225            curvature
          2  -2     -0.00397        astigmatism45
          3   3     -0.04230            trefoil_0
          3   1     -0.00607               coma_x
          3  -1     -0.03227               coma_y
          3  -3      0.09080           trefoil_30
        Fitting many Zernikes for frequency 7
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00195               piston
          1   1     -0.00095               tilt_x
          1  -1     -0.00895               tilt_y
          2   2     -0.07237        astigmatism_0
          2   0     -0.00230            curvature
          2  -2     -0.00534        astigmatism45
          3   3     -0.04430            trefoil_0
          3   1     -0.00471               coma_x
          3  -1     -0.03418               coma_y
          3  -3      0.08889           trefoil_30
        Fitting many Zernikes for frequency 8
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00198               piston
          1   1     -0.00122               tilt_x
          1  -1     -0.00853               tilt_y
          2   2     -0.07281        astigmatism_0
          2   0     -0.00226            curvature
          2  -2     -0.00467        astigmatism45
          3   3     -0.04139            trefoil_0
          3   1     -0.00632               coma_x
          3  -1     -0.03254               coma_y
          3  -3      0.09024           trefoil_30
        Fitting many Zernikes for frequency 9
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00194               piston
          1   1     -0.00137               tilt_x
          1  -1     -0.00858               tilt_y
          2   2     -0.07453        astigmatism_0
          2   0     -0.00219            curvature
          2  -2     -0.00485        astigmatism45
          3   3     -0.03900            trefoil_0
          3   1     -0.00749               coma_x
          3  -1     -0.03220               coma_y
          3  -3      0.09268           trefoil_30
        Fitting many Zernikes for frequency 10
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00193               piston
          1   1     -0.00105               tilt_x
          1  -1     -0.00851               tilt_y
          2   2     -0.07424        astigmatism_0
          2   0     -0.00228            curvature
          2  -2     -0.00553        astigmatism45
          3   3     -0.04003            trefoil_0
          3   1     -0.00587               coma_x
          3  -1     -0.03189               coma_y
          3  -3      0.09132           trefoil_30
        Fitting many Zernikes for frequency 11
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00194               piston
          1   1     -0.00071               tilt_x
          1  -1     -0.00841               tilt_y
          2   2     -0.07421        astigmatism_0
          2   0     -0.00228            curvature
          2  -2     -0.00563        astigmatism45
          3   3     -0.04151            trefoil_0
          3   1     -0.00469               coma_x
          3  -1     -0.03201               coma_y
          3  -3      0.09164           trefoil_30
        Fitting many Zernikes for frequency 12
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00199               piston
          1   1     -0.00026               tilt_x
          1  -1     -0.00865               tilt_y
          2   2     -0.07413        astigmatism_0
          2   0     -0.00230            curvature
          2  -2     -0.00569        astigmatism45
          3   3     -0.03970            trefoil_0
          3   1     -0.00368               coma_x
          3  -1     -0.03297               coma_y
          3  -3      0.08940           trefoil_30
        Fitting many Zernikes for frequency 13
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00205               piston
          1   1     -0.00092               tilt_x
          1  -1     -0.00846               tilt_y
          2   2     -0.07426        astigmatism_0
          2   0     -0.00235            curvature
          2  -2     -0.00468        astigmatism45
          3   3     -0.03798            trefoil_0
          3   1     -0.00629               coma_x
          3  -1     -0.03221               coma_y
          3  -3      0.08879           trefoil_30
        Fitting many Zernikes for frequency 14
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00206               piston
          1   1     -0.00112               tilt_x
          1  -1     -0.00864               tilt_y
          2   2     -0.07589        astigmatism_0
          2   0     -0.00229            curvature
          2  -2     -0.00385        astigmatism45
          3   3     -0.03680            trefoil_0
          3   1     -0.00710               coma_x
          3  -1     -0.03254               coma_y
          3  -3      0.09139           trefoil_30
        Fitting many Zernikes for frequency 15
        Using terms up to Zernike order 3
        Fitting 10 Zernike terms: 0 1 2 3 4 5 6 7 8 9
        Minimiser fit code = 1
          n   l        coeff                 name
          0   0     -0.00201               piston
          1   1     -0.00125               tilt_x
          1  -1     -0.00881               tilt_y
          2   2     -0.07571        astigmatism_0
          2   0     -0.00235            curvature
          2  -2     -0.00467        astigmatism45
          3   3     -0.03734            trefoil_0
          3   1     -0.00726               coma_x
          3  -1     -0.03278               coma_y
          3  -3      0.09212           trefoil_30
        Averaged 16 maps to make holo(res.mean_surface)
            Computing differences from mean surface (phase)
      Unweighted rms analysis, frequency 0
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.1   20.9   17.8   22.2   22.3   24.1     34    25.3 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.2   20.9   17.8     22   21.8   22.9   30.9      24 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.03    1.9   2.74   3.79   5.44   8.05   11.8    7.38 
      Unweighted rms analysis, frequency 1
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.6   20.5   18.8   22.3   22.4   23.6   34.5    25.5 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.7   20.5   18.7   22.2   21.9   22.6   31.2    24.2 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:      1   1.85   2.68   3.73    5.4   7.99   11.7    7.31 
      Unweighted rms analysis, frequency 2
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.9   20.2   18.4   22.2   22.2     24   34.7    25.5 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:     21   20.2   18.4   22.1   21.8     23   31.3    24.2 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.03    1.9   2.72   3.71    5.3   7.82   11.5    7.18 
      Unweighted rms analysis, frequency 3
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.6   20.5   18.2   21.8   22.1   24.2   34.2    25.3 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.7   20.5   18.2   21.6   21.7   23.1   30.9      24 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.01   1.86   2.68   3.69   5.29   7.81   11.4    7.16 
      Unweighted rms analysis, frequency 4
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.8   20.7   17.8   21.2   22.2   24.2   33.7    25.1 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:     21   20.8   17.8     21   21.7   22.9   30.6    23.8 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:  0.945   1.76   2.58   3.65   5.33   7.92   11.6    7.23 
      Unweighted rms analysis, frequency 5
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:     21   20.4   17.8   21.1   22.2   23.7   33.9      25 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.1   20.5   17.8     21   21.7   22.6   30.7    23.7 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:  0.936   1.74   2.58   3.66   5.35   7.93   11.6    7.24 
      Unweighted rms analysis, frequency 6
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.7   20.6   18.4   21.9   22.3   23.6   34.4    25.4 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.8   20.6   18.4   21.8   21.8   22.6   31.1    24.1 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.02   1.88   2.71   3.74   5.35   7.89   11.5    7.23 
      Unweighted rms analysis, frequency 7
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.5   20.7   18.8   22.8   22.1   23.6   34.4    25.5 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.7   20.7   18.8   22.7   21.7   22.7   31.1    24.2 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.07   1.96   2.78   3.74   5.28   7.76   11.4    7.15 
      Unweighted rms analysis, frequency 8
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.1   20.5   18.1   22.3   21.8   24.2   34.3    25.4 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.3   20.6   18.1   22.3   21.4   23.1   30.9    24.1 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.03   1.89   2.71   3.71   5.28   7.78   11.4    7.14 
      Unweighted rms analysis, frequency 9
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.6   20.5   17.9   21.7   21.9   24.2     34    25.2 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.8   20.6   17.9   21.6   21.5   22.9   30.7    23.9 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.03   1.89   2.73   3.75   5.37   7.91   11.6    7.26 
      Unweighted rms analysis, frequency 10
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.8   20.7   17.6   21.2     22   23.8   33.9      25 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.9   20.7   17.6     21   21.6   22.6   30.7    23.7 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.01   1.86   2.69   3.72   5.33   7.86   11.5    7.21 
      Unweighted rms analysis, frequency 11
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.5   20.5   20.4     21   22.1   23.5   34.2    25.3 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.7   20.5   20.4   20.9   21.7   22.6   30.8      24 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.01   1.86   2.69   3.72   5.35    7.9   11.6    7.24 
      Unweighted rms analysis, frequency 12
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.4   20.3   18.8   21.6   22.1   23.5   34.5    25.3 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.6   20.3   18.8   21.5   21.8   22.6     31      24 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.03    1.9   2.72   3.72   5.29   7.78   11.4    7.14 
      Unweighted rms analysis, frequency 13
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:     21   20.4     18   22.2   21.9   23.8   34.1    25.2 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   21.1   20.4     18   22.1   21.6   22.7   30.8    23.9 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.02   1.88    2.7    3.7   5.26   7.73   11.3    7.09 
      Unweighted rms analysis, frequency 14
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.6   20.8     18   21.9   21.9   24.3   33.9    25.3 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.8   20.8     18   21.8   21.5   23.1   30.6    23.9 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.04   1.91   2.75   3.77   5.37   7.89   11.5    7.23 
      Unweighted rms analysis, frequency 15
      Total errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   20.8   20.5   17.8   22.2   22.2   23.9   34.1    25.3 
      Small-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:     21   20.6   17.8   22.1   21.7   22.8   30.8    23.9 
      Large-scale errors:
      ring:     1      2      3      4      5      6      7   total 
      rms:   1.05   1.92   2.76   3.78   5.39   7.92   11.6    7.26 
          Total errors on mean aperture:
      ring:     1      2      3      4      5      6      7   total 
      rms:   19.7   19.6   16.9   20.6   21.2   22.8     33    24.2 
        Mean deviation is -0.91938218845802755 microns
  Taper = 10 dB, Ruze illumination-weighted rms =   23.3 micron
        Estimating beam: f = 650GHz Taper = 12dB defocus = 0mm
          Sigma =    4.51193 (Taper = 12 dB)
                Added 0.0 of Zernike 4 0 (name=spherical_aberration, index = 12)
                Added 0.0 of Zernike 3 3 (name=trefoil_0, index = 6)
    f = 650 GHz Ruze rms =     20.4 micron
                Centre pixel: 128.0 128.0   Value =    13440.5 (estimate),    15687.6 (perfect)
            Strehl =   0.734034
          Strehl ratio estimate =  0.734
        Estimating beam: f = 900GHz Taper = 12dB defocus = 0mm
          Sigma =    4.51193 (Taper = 12 dB)
                Added 0.0 of Zernike 4 0 (name=spherical_aberration, index = 12)
                Added 0.0 of Zernike 3 3 (name=trefoil_0, index = 6)
    f = 900 GHz Ruze rms =     19.8 micron
                Centre pixel: 128.0 128.0   Value =    11879.9 (estimate),    15687.6 (perfect)
            Strehl =    0.57347
          Strehl ratio estimate = 0.5735
    Fitting panels...
      No Zernike terms to subtract before panel fitting
                 edge scale  =   0.07514 metres
                panel scale  =   3.00000 metres
            mean frequency   = 160.70600 GHz
             min edge weight = 0.1
              # rng pan     adj1     adj2     adj3     qsum
              1   1   1      1.2      2.4     -8.7      9.1
              2   1   2     12.7     -8.3      2.9     15.4
              3   1   3     10.7     -3.8     -2.2     11.5
              4   1   4      8.3      6.1     10.2     14.5
              5   1   5    -13.1      3.1      5.3     14.4
              6   1   6     16.9    -12.0    -10.4     23.2
              7   1   7      4.2     -0.1     -6.1      7.4
              8   1   8      6.1      0.9      3.9      7.3
              9   1   9    -40.8     13.4      6.0     43.3
             10   1  10     13.2      7.8      3.6     15.7
             11   1  11     13.8      9.5     -3.1     17.0
             12   1  12     25.2      4.6      5.9     26.3
             13   2   1     10.2     -4.7     -3.8     11.9
             14   2   2      8.9     -2.3     -7.5     11.9
             15   2   3     -3.8     -5.2    -16.7     17.9
             16   2   4     -5.1     -1.6     -6.1      8.1
             17   2   5     -9.4     -8.3     -7.6     14.7
             18   2   6      3.7     -1.3      1.5      4.2
             19   2   7    -13.5     -7.2      7.0     16.8
             20   2   8      4.5     18.3      5.1     19.5
             21   2   9      6.7      3.3      0.9      7.5
             22   2  10      4.7     -1.4     -1.8      5.2
             23   2  11     -4.8     -4.7     -2.9      7.3
             24   2  12    -15.2     -4.1    -10.3     18.9
             25   2  13     -7.4      8.5     -4.0     11.9
             26   2  14    -12.3    -13.4      0.6     18.3
             27   2  15      5.5      1.6     -5.8      8.1
             28   2  16      3.4      5.8      4.4      8.0
             29   2  17     15.4      7.4      5.4     17.9
             30   2  18     11.9      6.4     -8.2     15.8
             31   2  19      7.6     14.4    -10.5     19.4
             32   2  20      9.4     -2.9     -3.0     10.3
             33   2  21      1.0     -3.0    -11.7     12.1
             34   2  22      0.6    -18.5    -19.8     27.2
             35   2  23     17.9    -14.1    -10.0     24.9
             36   2  24      6.0    -11.6     -0.1     13.1
             37   3   1     -3.1      2.9     -2.9      5.1
             38   3   2     -0.3      2.4     -3.6      4.3
             39   3   3      1.5      0.1    -12.8     12.9
             40   3   4     11.2      2.9      1.2     11.7
             41   3   5     -1.6      1.6    -18.0     18.2
             42   3   6      1.0     -1.5     -5.6      5.9
             43   3   7      3.9     -2.9    -10.8     11.8
             44   3   8      0.1      4.4     -1.5      4.6
             45   3   9      0.3     -1.5    -10.7     10.9
             46   3  10      4.5     -3.1     -4.1      6.9
             47   3  11     -6.4     -1.6    -17.9     19.1
             48   3  12     -5.5     10.2     -4.8     12.5
             49   3  13     -6.8      2.1      2.8      7.6
             50   3  14      9.9      3.3     -3.3     10.9
             51   3  15     14.4      4.9      7.2     16.8
             52   3  16     13.5      6.1      1.1     14.8
             53   3  17      5.5      9.8      0.1     11.2
             54   3  18     10.6      8.3     13.4     19.0
             55   3  19     13.4      6.6      0.5     14.9
             56   3  20     -2.2      8.1      3.3      9.0
             57   3  21     -2.0      7.6     -9.6     12.4
             58   3  22      7.8      0.9     -3.1      8.4
             59   3  23     -0.6      1.2    -10.0     10.1
             60   3  24     10.7     -1.7     -4.5     11.7
             61   3  25      3.1      2.4    -12.6     13.2
             62   3  26     -1.5     -2.7     -3.0      4.3
             63   3  27      7.1     -4.5    -11.8     14.5
             64   3  28     13.9      5.1     -8.0     16.8
             65   3  29     10.8      7.4      6.0     14.4
             66   3  30     11.5    -11.1     16.0     22.6
             67   3  31     -2.6     10.2      8.1     13.3
             68   3  32     -1.0      3.2      5.8      6.7
             69   3  33     18.2      4.2      5.8     19.5
             70   3  34     19.7      9.2     21.1     30.3
             71   3  35     -0.4      7.4     -4.4      8.6
             72   3  36     13.3      7.8     -0.1     15.4
             73   3  37     -9.3      6.4    -28.0     30.2
             74   3  38     -6.3      9.6    -11.5     16.3
             75   3  39     -0.4     -1.1    -16.0     16.0
             76   3  40     -3.2      6.2    -11.9     13.7
             77   3  41     -1.6      6.3     -4.5      7.9
             78   3  42      2.7      2.2      4.5      5.7
             79   3  43      2.6     -4.2      0.7      5.0
             80   3  44      8.7      0.5     -0.6      8.7
             81   3  45      0.5      0.0    -12.3     12.3
             82   3  46      3.7     -2.2     -6.0      7.4
             83   3  47     -5.9     -3.5     -4.5      8.2
             84   3  48      0.5      3.3    -16.9     17.2
             85   4   1     -1.6     -4.1      9.9     10.8
             86   4   2      0.6      2.6      0.9      2.8
             87   4   3      5.6      5.0      2.3      7.9
             88   4   4      1.4      5.6    -18.5     19.4
             89   4   5     -2.0      3.4     -4.1      5.7
             90   4   6     -5.1     -0.1     -3.4      6.2
             91   4   7     -8.7     -3.6     -1.1      9.4
             92   4   8     -6.6     -0.5    -15.4     16.7
             93   4   9      4.4      2.0     -7.3      8.7
             94   4  10    -33.2     -3.6    -13.7     36.1
             95   4  11     -6.8     -2.2    -18.8     20.1
             96   4  12     -9.0      3.3    -12.5     15.7
             97   4  13      0.3      3.7      1.6      4.1
             98   4  14      4.2     -2.6    -15.8     16.6
             99   4  15     -2.3     -2.3     -2.5      4.1
            100   4  16     -0.9      8.3     -0.9      8.4
            101   4  17      8.1      2.4     -5.2      9.9
            102   4  18      2.2      1.5     -0.7      2.8
            103   4  19    -14.6      0.8      2.7     14.9
            104   4  20      2.5      7.8      1.7      8.3
            105   4  21     11.3      8.5      8.9     16.7
            106   4  22    -17.9      4.4      6.1     19.4
            107   4  23     -8.7     -0.3     11.5     14.4
            108   4  24      0.9      4.9      8.3      9.7
            109   4  25    -12.9      9.4     29.8     33.8
            110   4  26     -9.3     -6.8     -7.0     13.4
            111   4  27      0.6     -3.0      1.0      3.2
            112   4  28     -2.3     -1.4      1.1      2.9
            113   4  29    -11.5      2.0    -52.6     53.9
            114   4  30     -2.0     -3.1     10.6     11.2
            115   4  31      2.1     -0.1    -10.4     10.6
            116   4  32      5.0      3.8     -2.5      6.8
            117   4  33     -7.1     13.9     -3.0     15.8
            118   4  34      6.5      4.5     -1.2      8.0
            119   4  35      1.2     10.6    -12.9     16.8
            120   4  36     -0.4     -2.2      4.7      5.2
            121   4  37    -10.3      8.1     -3.9     13.7
            122   4  38    -12.7      2.2    -15.2     19.9
            123   4  39     -7.0     -7.6     -4.8     11.4
            124   4  40     15.5     -0.9     -7.2     17.1
            125   4  41     -7.6      7.2    -25.1     27.3
            126   4  42    -15.6     -7.8    -20.0     26.6
            127   4  43    -13.8     -6.7    -16.8     22.7
            128   4  44    -11.6     -3.4    -13.3     17.9
            129   4  45      5.4      1.7    -17.1     18.1
            130   4  46     -2.0     -5.7    -18.1     19.1
            131   4  47     -5.1    -11.0      6.0     13.5
            132   4  48    -12.4     -4.1     -1.9     13.2
            133   5   1     13.5     13.4     14.0     23.6
            134   5   2      9.7      8.1     10.1     16.2
            135   5   3      1.7     18.4     13.3     22.8
            136   5   4      0.4      3.6      3.5      5.1
            137   5   5      1.3      1.0     -2.8      3.3
            138   5   6      1.8     -1.0     -2.8      3.4
            139   5   7     -1.9      9.8      2.7     10.4
            140   5   8     -3.0      2.3    -10.4     11.0
            141   5   9     -6.7     -5.1     -7.4     11.2
            142   5  10      0.9     -7.8     -3.8      8.8
            143   5  11     -4.6     -1.7     -6.9      8.5
            144   5  12     -8.1      7.2    -14.2     17.9
            145   5  13      0.4      0.7      0.4      0.9
            146   5  14     -7.9      1.6    -12.3     14.6
            147   5  15      0.6      5.6    -10.6     12.0
            148   5  16     -5.0      3.0     -9.3     11.0
            149   5  17     -0.8      6.4     36.7     37.2
            150   5  18      6.1      4.8    210.3    210.4
            151   5  19    -15.9      2.4      1.6     16.2
            152   5  20    -11.1     -1.2     -6.3     12.8
            153   5  21     -1.2     10.2     15.0     18.1
            154   5  22     -8.3      7.1     13.9     17.7
            155   5  23     -7.6      6.5     22.9     25.0
            156   5  24      3.1      1.3     16.5     16.8
            157   5  25     -1.9      6.8      9.7     12.1
            158   5  26     -9.2     -3.7      6.9     12.1
            159   5  27    -10.9      1.1     -4.4     11.8
            160   5  28     -7.5      3.0      8.0     11.4
            161   5  29      1.3      2.4    -12.3     12.6
            162   5  30      2.7     -8.0      5.1      9.9
            163   5  31      2.2     -1.3     -2.0      3.3
            164   5  32     -9.5     -4.2      7.6     12.9
            165   5  33     14.2     16.3      7.3     22.8
            166   5  34      7.5      3.0     -1.7      8.2
            167   5  35      3.7      7.6      7.5     11.3
            168   5  36     13.7      0.1      8.9     16.4
            169   5  37     12.7      8.6    -14.7     21.2
            170   5  38     -7.4      3.2    -12.7     15.0
            171   5  39      0.9     13.6    -14.3     19.8
            172   5  40    -13.1     -5.2    -11.2     18.0
            173   5  41      3.9     -2.5     -4.1      6.2
            174   5  42     -8.9     -9.1    -26.5     29.4
            175   5  43    -20.0     -9.5    -17.7     28.3
            176   5  44     -8.7      0.6    -15.0     17.4
            177   5  45      8.2      3.5     -7.7     11.8
            178   5  46     -6.0      9.0      1.9     11.0
            179   5  47      3.3      0.8     -5.9      6.9
            180   5  48     -1.6     18.7      1.4     18.8
            181   6   1     14.9     22.2     24.0     35.9
            182   6   2      5.3     18.1     24.6     31.0
            183   6   3      4.3     12.0     11.6     17.3
            184   6   4      8.3      9.2      0.2     12.4
            185   6   5      6.2      5.9    -12.0     14.7
            186   6   6      9.7     -0.6      5.0     11.0
            187   6   7     -5.6     -2.5    -17.3     18.4
            188   6   8      5.7     -9.0      4.1     11.4
            189   6   9     -3.6    -15.3    -21.5     26.7
            190   6  10     -9.2     -9.2     -8.5     15.6
            191   6  11     -7.9    -18.8    -15.9     25.8
            192   6  12     -8.4     -7.7    -24.9     27.3
            193   6  13     -1.0     -9.3    -27.9     29.4
            194   6  14     -6.1     -5.5    -31.3     32.3
            195   6  15     -9.7    -16.4     -9.4     21.3
            196   6  16      2.1     11.3     -0.6     11.5
            197   6  17     -0.2     -2.2     -4.0      4.5
            198   6  18     13.0      6.6    -37.4     40.2
            199   6  19     11.4     -1.7     24.2     26.8
            200   6  20      5.6     18.5     24.4     31.1
            201   6  21      9.1     13.8     -2.5     16.7
            202   6  22     16.4      6.3     -0.9     17.6
            203   6  23     15.0      5.5     11.1     19.4
            204   6  24     10.1      6.9      3.1     12.6
            205   6  25     -5.5      1.8    -19.7     20.5
            206   6  26     -7.9     -2.4     -0.6      8.3
            207   6  27      1.7      2.9      5.9      6.7
            208   6  28     -3.4      3.7     11.1     12.2
            209   6  29     -0.1     41.4    -14.9     44.0
            210   6  30     -3.8      5.3     58.3     58.6
            211   6  31    -13.9      0.6    -11.1     17.8
            212   6  32     -4.2    -12.3     -4.9     13.9
            213   6  33     -5.0      4.8     -0.5      6.9
            214   6  34     20.5     14.1     19.8     31.8
            215   6  35     13.0     -0.9      8.6     15.6
            216   6  36      8.7     23.0      0.7     24.6
            217   6  37     -0.4      2.1     -4.4      4.9
            218   6  38      3.9    -19.5     -9.1     21.9
            219   6  39     -6.4    -11.5    -17.8     22.1
            220   6  40      3.5    -15.2    -12.8     20.2
            221   6  41     -8.2    -11.5    -22.6     26.6
            222   6  42      5.1     -7.1    -21.3     23.1
            223   6  43     -2.2    -17.7     -1.9     18.0
            224   6  44      3.2     -6.5     -8.2     10.9
            225   6  45     13.7      8.7     -2.1     16.4
            226   6  46     -0.2     16.9      6.9     18.3
            227   6  47      1.5      6.8     11.0     13.0
            228   6  48      8.0     23.5     29.5     38.5
            229   7   1     27.5     43.1     54.5     74.7
            230   7   2     15.0     43.1     40.2     60.9
            231   7   3      9.2     36.6     35.9     52.1
            232   7   4     11.5     15.4     30.1     35.7
            233   7   5    -20.8      9.5    -16.6     28.2
            234   7   6      1.7     -4.3    -12.4     13.2
            235   7   7     -5.9    -11.5    -31.3     33.9
            236   7   8     -6.5    -16.9    -44.4     48.0
            237   7   9    -14.6    -21.9    -46.1     53.1
            238   7  10    -24.4    -27.4    -43.5     56.9
            239   7  11     -3.0    -27.0    -29.5     40.1
            240   7  12      5.6    -13.1    -14.2     20.1
            241   7  13    -33.4    -23.4    -42.1     58.6
            242   7  14    -19.7     -9.8    -19.8     29.6
            243   7  15      1.2    -21.9    -11.8     24.9
            244   7  16     -6.4     -4.8    -23.8     25.1
            245   7  17      3.9     12.6      7.6     15.3
            246   7  18      4.5      3.0    -11.9     13.0
            247   7  19      3.0     -4.1     17.6     18.4
            248   7  20     -3.4      5.3     12.5     14.0
            249   7  21     12.9     13.3     10.6     21.3
            250   7  22      5.5    -71.6     -8.8     72.3
            251   7  23     11.0     -9.9     -6.1     16.0
            252   7  24     -3.6     -4.0      0.5      5.4
            253   7  25    -21.2     -2.6    -13.6     25.3
            254   7  26     -6.6     -3.0    -13.7     15.5
            255   7  27      1.8     -5.8    -28.5     29.1
            256   7  28    -14.9    -34.8    275.5    278.1
            257   7  29      6.2      2.1      5.3      8.4
            258   7  30     -6.9    -48.8    -10.1     50.3
            259   7  31    -19.5    -22.2    -13.7     32.6
            260   7  32    -23.4    -15.4    -16.0     32.3
            261   7  33      7.8    -18.2     -6.4     20.8
            262   7  34     -5.9     -2.0    -15.0     16.2
            263   7  35     12.4     -0.7      6.9     14.2
            264   7  36     -1.8      1.9     -1.9      3.3
            265   7  37      3.2      5.9    -10.4     12.4
            266   7  38     -5.9    -20.9    -10.2     24.0
            267   7  39     -2.8    -10.1    -27.5     29.5
            268   7  40    -20.0    -19.7    -50.5     57.8
            269   7  41    -24.8    -19.3    -35.2     47.1
            270   7  42    -14.6    -31.0    -48.4     59.3
            271   7  43    -46.6    -16.7    -11.6     50.8
            272   7  44    -10.2     13.9    -10.4     20.2
            273   7  45      2.3      6.2      9.9     11.9
            274   7  46     18.7     15.4     13.1     27.6
            275   7  47      5.0     23.0     25.9     35.0
            276   7  48     21.8    189.3     30.6    193.0
              Creating sector-motor-move file
              sector  motor  steps
                   1      1      9
                   1      2      4
                   1      3      3
                   1      4      0
                   1      5      2
                   1      6      2
                   1      7     11
                   1      8     11
                   1      9      2
                   1     10      3
                   1     11      3
                   1     12      1
                   1     13     12
                   1     14     13
                   1     15      4
                   1     16      7
                   1     17      5
                   1     18      1
                   1     19     16
                   1     20     13
                   1     21      8
                   1     22      7
                   1     23      6
                   1     24      4
                   1     25      1
                   1     26      1
                   1     27      0
                   1     28     -5
                   1     29      1
                   1     30      0
                   1     31      4
                   1     32      5
                   1     33      0
                   1     34      0
                   1     35      1
                   1     36      1
                   1     37      3
                   1     38      2
                   1     39      2
                   1     40      0
                   1     41      0
                   1     42      0
                   1     43      4
                   1     44      4
                   1     45      4
                   1     46      3
                   1     47     -1
                   1     48      0
                   1     49     -3
                   1     50      0
                   1     51      0
                   1     52     -2
                   1     53      0
                   1     54      2
                   1     55     -1
                   1     56      0
                   1     57      0
                   1     58      0
                   1     59      0
                   1     60     -2
                   1     61      0
                   1     62      0
                   1     63      0
                   1     64     -1
                   1     65      3
                   1     66     -1
                   1     67      0
                   1     68      0
                   1     69      3
                   2      1    -13
                   2      2     -5
                   2      3     -1
                   2      4      1
                   2      5     -2
                   2      6      1
                   2      7     -9
                   2      8     -3
                   2      9     -1
                   2     10     -5
                   2     11      0
                   2     12     -1
                   2     13     -3
                   2     14     -1
                   2     15      0
                   2     16      1
                   2     17      0
                   2     18      2
                   2     19     -5
                   2     20      2
                   2     21     -6
                   2     22     -3
                   2     23      1
                   2     24      1
                   2     25     -3
                   2     26      0
                   2     27      0
                   2     28     -4
                   2     29      0
                   2     30     -2
                   2     31      0
                   2     32      3
                   2     33      0
                   2     34      0
                   2     35     -1
                   2     36     -2
                   2     37      0
                   2     38      0
                   2     39      0
                   2     40     -1
                   2     41      0
                   2     42     -1
                   2     43      0
                   2     44      0
                   2     45      0
                   2     46     -1
                   2     47      1
                   2     48      0
                   2     49     -3
                   2     50      0
                   2     51      1
                   2     52     -1
                   2     53      0
                   2     54     -1
                   2     55     -1
                   2     56      0
                   2     57      0
                   2     58     -2
                   2     59      3
                   2     60      0
                   2     61     -5
                   2     62      0
                   2     63      0
                   2     64     -2
                   2     65     -1
                   2     66     -5
                   2     67      0
                   2     68      1
                   2     69      0
                   3      1     -4
                   3      2     -4
                   3      3      1
                   3      4     -7
                   3      5     -2
                   3      6     -2
                   3      7     -9
                   3      8     -8
                   3      9      0
                   3     10     -4
                   3     11     -5
                   3     12     -2
                   3     13    -13
                   3     14     -8
                   3     15     -7
                   3     16     -2
                   3     17     -2
                   3     18     -2
                   3     19    -14
                   3     20     -6
                   3     21     -4
                   3     22     -6
                   3     23     -4
                   3     24     -1
                   3     25     -4
                   3     26      2
                   3     27     -2
                   3     28     -3
                   3     29      1
                   3     30     -2
                   3     31     -2
                   3     32      0
                   3     33     -1
                   3     34     -5
                   3     35      0
                   3     36     -2
                   3     37     -1
                   3     38     -2
                   3     39      0
                   3     40     -4
                   3     41     -1
                   3     42    -10
                   3     43     -2
                   3     44     -1
                   3     45     -2
                   3     46     -2
                   3     47      0
                   3     48      1
                   3     49     -5
                   3     50      0
                   3     51     -1
                   3     52      0
                   3     53      0
                   3     54      1
                   3     55     -1
                   3     56      0
                   3     57      1
                   3     58     -1
                   3     59      3
                   3     60      0
                   3     61     -3
                   3     62      0
                   3     63      0
                   3     64     -2
                   3     65     -2
                   3     66     -2
                   3     67     -1
                   3     68      3
                   3     69     -1
                   4      1     -7
                   4      2     -1
                   4      3     -1
                   4      4      0
                   4      5      3
                   4      6      0
                   4      7     -3
                   4      8     -6
                   4      9      0
                   4     10     -2
                   4     11     -5
                   4     12     -2
                   4     13     -6
                   4     14     -3
                   4     15     -6
                   4     16     -9
                   4     17     -1
                   4     18     -1
                   4     19    -12
                   4     20     -7
                   4     21    -10
                   4     22     -8
                   4     23     -2
                   4     24      0
                   4     25     -2
                   4     26      0
                   4     27     -1
                   4     28      0
                   4     29      2
                   4     30      0
                   4     31     -3
                   4     32      1
                   4     33      0
                   4     34      0
                   4     35      0
                   4     36      0
                   4     37     -3
                   4     38      0
                   4     39     -2
                   4     40     -4
                   4     41      0
                   4     42      1
                   4     43      0
                   4     44      0
                   4     45      0
                   4     46      0
                   4     47      1
                   4     48      0
                   4     49      2
                   4     50      1
                   4     51      4
                   4     52      1
                   4     53      5
                   4     54      1
                   4     55     -1
                   4     56      1
                   4     57      3
                   4     58      1
                   4     59      2
                   4     60      3
                   4     61      0
                   4     62      0
                   4     63     -2
                   4     64      1
                   4     65     -4
                   4     66      2
                   4     67      0
                   4     68      1
                   4     69      4
                   5      1      3
                   5      2      1
                   5      3     -1
                   5      4      7
                   5      5      5
                   5      6      1
                   5      7      5
                   5      8     -1
                   5      9      0
                   5     10      7
                   5     11      0
                   5     12      3
                   5     13     -3
                   5     14      0
                   5     15      1
                   5     16    -11
                   5     17      2
                   5     18      3
                   5     19      2
                   5     20      3
                   5     21      1
                   5     22     -1
                   5     23      0
                   5     24      0
                   5     25     -1
                   5     26      0
                   5     27     -3
                   5     28      0
                   5     29      2
                   5     30      0
                   5     31      0
                   5     32      0
                   5     33     -4
                   5     34      0
                   5     35      0
                   5     36     -4
                   5     37     64
                   5     38      1
                   5     39      1
                   5     40      0
                   5     41      0
                   5     42      0
                   5     43     11
                   5     44      1
                   5     45      0
                   5     46     -1
                   5     47      0
                   5     48      2
                   5     49      0
                   5     50      2
                   5     51      4
                   5     52      0
                   5     53      0
                   5     54      1
                   5     55      4
                   5     56      2
                   5     57      3
                   5     58      0
                   5     59     -4
                   5     60      1
                   5     61      0
                   5     62      3
                   5     63      1
                   5     64     -1
                   5     65      2
                   5     66      0
                   5     67      1
                   5     68      2
                   5     69      0
                   6      1      0
                   6      2     -1
                   6      3     -1
                   6      4      0
                   6      5      2
                   6      6      3
                   6      7     -1
                   6      8     -3
                   6      9      3
                   6     10      3
                   6     11      1
                   6     12      4
                   6     13     -2
                   6     14    -21
                   6     15      1
                   6     16      0
                   6     17      1
                   6     18      5
                   6     19      3
                   6     20      4
                   6     21      3
                   6     22      0
                   6     23      4
                   6     24      2
                   6     25      5
                   6     26      0
                   6     27      0
                   6     28      2
                   6     29      1
                   6     30      0
                   6     31      7
                   6     32      1
                   6     33     -2
                   6     34      3
                   6     35      0
                   6     36     -2
                   6     37      4
                   6     38      2
                   6     39     -2
                   6     40      1
                   6     41      1
                   6     42     -5
                   6     43      4
                   6     44      3
                   6     45      0
                   6     46      2
                   6     47      2
                   6     48      3
                   6     49     -3
                   6     50      0
                   6     51      0
                   6     52     -3
                   6     53     -1
                   6     54     -4
                   6     55      0
                   6     56      0
                   6     57      2
                   6     58     -3
                   6     59      5
                   6     60     -3
                   6     61     -2
                   6     62      2
                   6     63      0
                   6     64      2
                   6     65     -1
                   6     66      0
                   6     67     -1
                   6     68      0
                   6     69      3
                   7      1     84
                   7      2    -10
                   7      3     -4
                   7      4      3
                   7      5      1
                   7      6     -1
                   7      7     -8
                   7      8     -1
                   7      9      0
                   7     10      1
                   7     11      0
                   7     12      0
                   7     13     -4
                   7     14      0
                   7     15     -2
                   7     16      0
                   7     17      0
                   7     18     -2
                   7     19     -4
                   7     20      0
                   7     21     -6
                   7     22     -6
                   7     23      0
                   7     24     -1
                   7     25      2
                   7     26      0
                   7     27     -2
                   7     28      0
                   7     29      0
                   7     30      0
                   7     31     -1
                   7     32      0
                   7     33     -3
                   7     34      0
                   7     35      0
                   7     36      0
                   7     37      2
                   7     38     -1
                   7     39     -2
                   7     40     -2
                   7     41     -2
                   7     42     -2
                   7     43      2
                   7     44      2
                   7     45      0
                   7     46      9
                   7     47      2
                   7     48     -3
                   7     49     -3
                   7     50     -1
                   7     51      2
                   7     52      0
                   7     53     -4
                   7     54     -3
                   7     55      0
                   7     56      0
                   7     57      0
                   7     58      0
                   7     59      1
                   7     60     -1
                   7     61     -3
                   7     62      0
                   7     63      0
                   7     64      0
                   7     65     -2
                   7     66     -1
                   7     67     -2
                   7     68      1
                   7     69      4
                   8      1     -4
                   8      2     -4
                   8      3     -7
                   8      4     -1
                   8      5     -3
                   8      6     -1
                   8      7     -4
                   8      8     -6
                   8      9     -5
                   8     10     -3
                   8     11      0
                   8     12     -4
                   8     13     -3
                   8     14    -14
                   8     15     -2
                   8     16     17
                   8     17      1
                   8     18     -1
                   8     19      1
                   8     20      0
                   8     21      1
                   8     22     -4
                   8     23     12
                   8     24      0
                   8     25      2
                   8     26     -1
                   8     27     -2
                   8     28      0
                   8     29      1
                   8     30      1
                   8     31      0
                   8     32      0
                   8     33      0
                   8     34     -3
                   8     35      0
                   8     36      0
                   8     37      1
                   8     38     -2
                   8     39      0
                   8     40      3
                   8     41      0
                   8     42      0
                   8     43     -3
                   8     44      0
                   8     45      0
                   8     46    -16
                   8     47      0
                   8     48     -3
                   8     49      2
                   8     50      3
                   8     51      0
                   8     52      1
                   8     53      1
                   8     54      1
                   8     55      4
                   8     56     -3
                   8     57      3
                   8     58      0
                   8     59      1
                   8     60      1
                   8     61      1
                   8     62      2
                   8     63      3
                   8     64      2
                   8     65      1
                   8     66     -1
                   8     67      1
                   8     68      0
                   8     69      0
                   9      1      0
                   9      2      0
                   9      3      0
                   9      4      0
                   9      5      7
                   9      6      2
                   9      7      2
                   9      8      0
                   9      9      3
                   9     10      2
                   9     11      0
                   9     12      3
                   9     13     -4
                   9     14      0
                   9     15     -1
                   9     16      6
                   9     17      4
                   9     18      6
                   9     19     -1
                   9     20     -5
                   9     21      2
                   9     22      0
                   9     23      1
                   9     24     -1
                   9     25      2
                   9     26      0
                   9     27      4
                   9     28      1
                   9     29      0
                   9     30      0
                   9     31      2
                   9     32      2
                   9     33      1
                   9     34     -3
                   9     35      3
                   9     36      0
                   9     37      0
                   9     38      0
                   9     39      2
                   9     40      0
                   9     41      1
                   9     42      2
                   9     43      2
                   9     44      5
                   9     45      4
                   9     46      0
                   9     47      4
                   9     48     -2
                   9     49     -1
                   9     50      2
                   9     51      0
                   9     52     -2
                   9     53      1
                   9     54      3
                   9     55      6
                   9     56      2
                   9     57      6
                   9     58      4
                   9     59    -12
                   9     60      1
                   9     61      1
                   9     62      1
                   9     63      5
                   9     64      4
                   9     65      4
                   9     66      1
                   9     67      0
                   9     68      2
                   9     69      4
                  10      1    -15
                  10      2     -6
                  10      3     -6
                  10      4     -3
                  10      5     -4
                  10      6      1
                  10      7     -8
                  10      8     -3
                  10      9      0
                  10     10     -5
                  10     11     -3
                  10     12     -1
                  10     13     -3
                  10     14     -6
                  10     15     -1
                  10     16     -2
                  10     17     -5
                  10     18      1
                  10     19     -3
                  10     20      1
                  10     21      0
                  10     22     -1
                  10     23      0
                  10     24      0
                  10     25     -3
                  10     26     -1
                  10     27     -4
                  10     28     -2
                  10     29      0
                  10     30      4
                  10     31     -4
                  10     32      4
                  10     33      0
                  10     34     -1
                  10     35     -2
                  10     36     -2
                  10     37     -3
                  10     38      0
                  10     39     -2
                  10     40     -4
                  10     41      0
                  10     42     -3
                  10     43     -4
                  10     44      2
                  10     45      3
                  10     46     -1
                  10     47      2
                  10     48     -3
                  10     49     -4
                  10     50      0
                  10     51      0
                  10     52      0
                  10     53      0
                  10     54      2
                  10     55     -3
                  10     56      2
                  10     57     -1
                  10     58      2
                  10     59      4
                  10     60      1
                  10     61     -8
                  10     62      1
                  10     63     -2
                  10     64      0
                  10     65      2
                  10     66     -3
                  10     67     -3
                  10     68      1
                  10     69      0
                  11      1     -3
                  11      2      4
                  11      3     -3
                  11      4     -2
                  11      5     -1
                  11      6      0
                  11      7     -3
                  11      8     -5
                  11      9    -14
                  11     10      0
                  11     11     -5
                  11     12      0
                  11     13    -14
                  11     14     -9
                  11     15     -4
                  11     16     -6
                  11     17     -2
                  11     18      1
                  11     19    -10
                  11     20     -5
                  11     21     -7
                  11     22     -6
                  11     23     -3
                  11     24     -2
                  11     25     -4
                  11     26      0
                  11     27     -2
                  11     28     -4
                  11     29     -1
                  11     30     -3
                  11     31     -5
                  11     32     -2
                  11     33     -6
                  11     34     -5
                  11     35     -2
                  11     36     -4
                  11     37     -8
                  11     38     -2
                  11     39     -2
                  11     40     -6
                  11     41     -2
                  11     42     -4
                  11     43     -1
                  11     44      0
                  11     45      1
                  11     46     -7
                  11     47      2
                  11     48     -2
                  11     49      0
                  11     50     -1
                  11     51      0
                  11     52     -6
                  11     53     -5
                  11     54      0
                  11     55      1
                  11     56      0
                  11     57      0
                  11     58      2
                  11     59      4
                  11     60      0
                  11     61     -1
                  11     62      1
                  11     63      0
                  11     64     -4
                  11     65      0
                  11     66     -3
                  11     67      0
                  11     68      0
                  11     69      2
                  12      1      9
                  12      2     58
                  12      3      6
                  12      4      9
                  12      5      7
                  12      6      2
                  12      7      7
                  12      8      7
                  12      9      1
                  12     10      3
                  12     11      2
                  12     12      0
                  12     13      4
                  12     14      4
                  12     15      5
                  12     16      2
                  12     17      5
                  12     18      0
                  12     19      3
                  12     20      1
                  12     21      0
                  12     22      0
                  12     23      2
                  12     24      4
                  12     25      0
                  12     26      5
                  12     27      0
                  12     28      0
                  12     29     -1
                  12     30     -3
                  12     31     -1
                  12     32      0
                  12     33      1
                  12     34      1
                  12     35     -3
                  12     36     -1
                  12     37      0
                  12     38      2
                  12     39     -1
                  12     40     -5
                  12     41     -1
                  12     42      0
                  12     43     -2
                  12     44      1
                  12     45      2
                  12     46     -5
                  12     47      0
                  12     48      1
                  12     49     -1
                  12     50     -1
                  12     51     -1
                  12     52      0
                  12     53     -3
                  12     54      1
                  12     55     -1
                  12     56      0
                  12     57      1
                  12     58      1
                  12     59      7
                  12     60      1
                  12     61     -3
                  12     62      0
                  12     63      0
                  12     64     -1
                  12     65      5
                  12     66     -3
                  12     67     -5
                  12     68      1
                  12     69      0
          Adjuster movements: rms =    18.8 micron
    Looking for bad motors
        No bad motor file specified
          Finished panel fit
            Evaluating simulated dish from adjuster moves
  Reduction ended at: 20050708-135930
        Creating HTML output file of plots
                Plotting summary text