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Here's some notes for you wrt HKL2000 to the extent of my
understanding.

'Partially recorded' reflections for an identical h,k,l, which
can be spread over multiple images, are already 'combined' when
you index and process the dataset in the Denzo component of HKL2000.

During the subsequent scaling/reduction/merging step, two things
happen: 1) multiple observations of a unique hkl are
merged/averaged/combined AND 2) a reflection and its symmetry
equivalents are merged as well.

Since it appears that you have no prior knowledge of the space
group for the data, unless you are confident of the suggested
lattice type, simply use HKL2000 to index, process and scale data
all the way through in P1. Even in P1, the Scalepack default is
to  combine multiple measurements of a unique hkl (step 1 above)
but will still be "unmerged" wrt space group symmetry.

But when you specify the 'NO MERGE' option in Scalepack, multiple
measurements of a unique hkl will also not be merged. 

In your case, I don't think you need to use the 'NO MERGE' option
in Scalepack.....Unless POINTLESS does not like redundant
observations to be combined. I have never used POINTLESS but I
doubt this is the case.

HTH.
Raji





---------Included Message----------
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>***          CCP4 home page http://www.ccp4.ac.uk         ***
>
>
>
>Hi All:
>
>I am trying POINTLESS for detecting real space group using data
processed
>by HKL2000.  Apparently, POINTLESS cries for unmerged data.  I
understand
>using Mosflm might be the best in this case, but I am not
familiar with
>the program.
>
>So I did the following to rescue but not sure if it is the right
thing. 
>1) Integrate (denzo) as P1 space group in HKL2000.  2) Scalepack
in P1
>with keyword "no merge".  3) Using COMBAT in CCP4 to covert to
mtz and
>specify the input .sca file as "Scalepack file nomerged (no
partials)".
>
>What I am more curious about, is what exactly does "unmerged"
mean?  Does
>it mean not reduced to asymmetric unit?  Or something happened much
>earlier in data processing, like the "no partials" comment in
COMBAT seems
>to suggest?  If it is the latter case, why is it so important
for symmetry
>analysis in POINTLESS?
>
>Regards,
>
>Weikai
>
>
>
---------End of Included Message----------

Raji Edayathumangalam
Postdoctoral Fellow
The Rockefeller University
Box 224, 1230 York Avenue
New York, NY 10021


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