SADABS - Bruker area detector absorption corrections
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 Laue group number  2 selected

 Laue group numbers:

 [1] -1                           [8] -3m (rhombohedral axes)
 [2] 2/m (Y unique)               [9] -31m (Z unique)
 [3] mmm                          [10] -3m1 (Z unique)
 [4] 4/m (Z unique)               [11] 6/m (Z unique)
 [5] 4/mmm (Z unique)             [12] 6/mmm (Z unique)
 [6] -3 (rhombohedral axes)       [13] m3
 [7] -3 (Z unique)                [14] m3m

 Friedel opposites not treated as equivalent for parameter fitting

 Reading batch  1 from file jm0.raw
 Reading batch  2 from file jm1.raw
 Reading batch  3 from file jm2.raw
 Reading batch  4 from file jm3.raw
 Reading batch  5 from file jm4.raw

 Mean and maximum errors in direction cosine check function =   0.000   0.000
 The mean error should not exceed 0.005, and is usually caused by matrix
 changes during data processing.  Maximum 2-theta =   58.11 degrees

   11195 Reflections of which   5311 unique;    5.95 data per frame

 Redundancy:          1     2     3     4     5     6     7     8     9+
 Number of groups:  1429  2279  1213   381     9     0     0     0     0

 Mean(I/sigma):  -inf    0     1     2     3     5    10    15    20   +inf
 Number of groups:    92    97   101   126   119   731   710   655  2680


 Settings for parameter refinement:

 (Intensity/sigma) threshold = 5.000
 (Intensity+sigma)/(Mean Intensity) threshold = 0.250
 Savitsky-Golay smoothing applied to incident beam correction
 Maximum odd and even order spherical harmonic coefficients =   5   4

 Sigma(I) values NOT rescaled

    8982 Reflections employed for parameter determination
 Effective data to parameter ratio =    5.58

 R(int) =   0.0287  before parameter refinement

 Cycle  R(decay)  R(absor)
    1    0.0225    0.0200
    2    0.0189    0.0187
    3    0.0184    0.0184
    4    0.0183    0.0183
    5    0.0183    0.0183
    6    0.0183    0.0184
    7    0.0183    0.0184
    8    0.0184    0.0184
    9    0.0184    0.0184
   10    0.0184    0.0185

 R(int) =   0.0185  after parameter refinement

 Batch  R(int)   Factor range   Sigma(ib) Sigma(db) K(sigI)  Total  I>2sig(I)
    1   0.0189   0.865 -  1.116   0.0348   0.0250    1.000    3614    3409
    2   0.0194   0.836 -  1.064   0.0263   0.0222    1.000    2603    2460
    3   0.0169   0.881 -  1.104   0.0241   0.0149    1.000    1788    1121
    4   0.0174   0.918 -  1.142   0.0158   0.0129    1.000     572     334
    5   0.0195   0.933 -  1.147   0.0317   0.0172    1.000    2618    2151

 Sigma(ib) and sigma(db) are the square roots of the variances
 of the normalized incident and diffracted beam correction factors.
 K(sigI) multiplies the sigma(I) values for the batch in question.

 Background contribution to sig(I) = 0.0000 times mean intensity

 2-theta dependent absorption corrections applied for an effective sphere
 with mu*diameter =   0.150

   11195 Corrected reflections written to file jms.hkl
 Maximum and minimum effective transmission:  0.894409  0.744125