Dear colleagues,
we have collected 200 degrees worth of oscillation data on a
selenomethionine derivative (1 "non-terminal" methionyl per 120 residues)
to 2A resolution.
XDS provides the following output:
<COLLECT.LP>
  LATTICE-  BRAVAIS-   QUALITY  UNIT CELL CONSTANTS (ANGSTROEM & DEGREES)
 CHARACTER  LATTICE     OF FIT      a      b      c   alpha  beta gamma

 *  44        aP          0.0      47.9   47.9  171.2  90.1  90.0 119.9
 *  31        aP          0.4      47.9   47.9  171.2  89.9  90.0  60.1
 *  39        mC          0.8      83.0   47.9  171.2  90.0  90.1  89.9
 *  14        mC          2.2      47.9   82.9  171.2  90.0  90.1  90.0
 *  34        mP          2.3      47.9  171.2   47.9  90.1 119.9  90.0
 *  29        mC          2.6      47.9   82.9  171.2  90.0  90.1  90.0
 *  38        oC          2.8      47.9   83.0  171.2  89.9  90.0  90.1
 *  10        mC          2.8      83.0   47.9  171.2  90.0  90.1  89.9
 *  13        oC          2.9      47.9   82.9  171.2  90.0  90.1  90.0
 *  12        hP          3.4      47.9   47.9  171.2  90.1  90.0 119.9
    35        mP        249.9      47.9   47.9  171.2  90.0  90.1 119.9
    33        mP        250.4      47.9   47.9  171.2  90.0  90.1 119.9
    32        oP        251.8      47.9   47.9  171.2  90.1  90.0 119.9
.
.
.
 SPACE-GROUP         UNIT CELL CONSTANTS            UNIQUE   Rmeas
 COMPARED  LATTICE-
   NUMBER      a      b      c   alpha beta gamma
 CHARACTER

       5      82.9   48.0  171.3  90.0  90.0  90.0   13033    15.3    36401
   10 mC
     143      47.9   47.9  171.3  90.0  90.0 120.0    8371    17.4    41063
   12 hP
     149      47.9   47.9  171.3  90.0  90.0 120.0    4496    17.0    44938
   12 hP
     150      47.9   47.9  171.3  90.0  90.0 120.0    4720    16.8    44714
   12 hP
     168      47.9   47.9  171.3  90.0  90.0 120.0    4255    16.9    45179
   12 hP
   * 177      47.9   47.9  171.3  90.0  90.0 120.0    2549    16.7    46885
   12 hP
      21      48.0   82.9  171.3  90.0  90.0  90.0    6758    15.1    42676
   13 oC
       5      48.0   82.9  171.3  90.0  90.1  90.0   12751    15.8    36683
   14 mC
       5      48.0   82.9  171.3  90.0  90.1  90.0   12751    15.8    36683
   29 mC
       1      47.9   47.9  171.3  89.9  90.0  60.1   24755     9.4    24679
   31 aP
      21      47.9   83.0  171.3  90.0  90.0  90.0    6765     9.2    42669
   38 oC
       3      47.9  171.3   47.9  90.0 119.9  90.0   12671     9.6    36763
   34 mP
       5      83.0   47.9  171.3  90.0  90.1  90.0   13029     8.9    36405
   39 mC
       1      47.9   47.9  171.3  90.1  90.0 119.9   24755     9.4    24679
   44 aP
</COLLECT.LP>
We scaled reflections, with reasonable residuals, assuming space group P622
and have a reasonable solution in P6122. Refinement does not take us past
an Rfree of aprrox. 0.4. The apparent quality of the model-phased map
varies across the asymmetric unit.
The L-test does not indicate merohedral twinning. Translational
pseudosymmetry was not detected. <Merohedral> twinning has been tentatively
ruled out.

Before considering Order-Disorder-type crystal defects (as reviewed by
Andrey Lebedev here: http://www.ysbl.york.ac.uk/mxstat/andrey/ecm2010.pdf),
we would like to rule out that we might have erroneously applied too many
symmetry constraints. To that end, we have scaled data in C2. We observed
anomalous difference fourier peaks corresponding to positions of 6 selenium
atoms in the current model, but refinement still does not proceed, and maps
look similar to P6122 treatment. To "cover all bases" we would like to
extend the asymmetric unit to P1. And here is the question:

Does it suffice to pursue any one of the P1-associated lattices in the XDS
table or do both need to be tested?

Many thanks as always,
Wolfram Tempel

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