Hello All,

 This is regarding twinning in a data set.

I collected a native data set  to resolution, 1.8 A.  I used XDS suite
to process and scale the data set. It scaled well in P622 and I found
systematic absence (l=6n present).

Hence thought the space group may be P6122/P6522. SFCHECK  did not
show any twinning and also it did not detect pseudo-translation.  Twin
test in http://nihserver.mbi.ucla.edu/pystats/     ( Merohedral Twin
Detector: Padilla-Yeates Algorithm ) showed  perfect twinning.

Scaled in P61/65 and  SFCHECK reported  twinning fraction 0.272  & no
pseudo-translation.
http://nihserver.mbi.ucla.edu/pystats/     ( Merohedral Twin Detector:
Padilla-Yeates Algorithm ) showed  perfect twinning.
Another server from ucla  http://nihserver.mbi.ucla.edu/Twinning/
showed partial twinning  with twin fraction 0.23 as follows.

2 along a, b, a*, b*

No. Twin Law Related Reflections = 18033 (pairs)
No. Twin Law Pairs Considered = 9016

<H> = 0.266149
<H2> = 0.095303

Twin Fraction = 0.233249 +/- 0.000602

(SHELXL Commands: TWIN 1 0 0 -1 -1 0 0 0 -1 and BASF 0.233249)


In P61/65, I got the following matthews-coeffs

mol/asym  Matthews Coeff  %solvent       P(1.73)     P(tot)
_____________________________________________________________
  1                        9.75            87.39          .00          .00
  2                        4.88            74.79          .00          .01
  3                        3.25            62.18          .06          .14
  4                         2.44            49.57          .57          .63
  5                         1.95            36.97          .36          .21
  6                         1.63            24.36          .00          .00
  7                         1.39            11.75          .00          .00
_____________________________________________________________


May I ask what could be the real twin fraction and what is the
likelihood of solving the structure by molecular replacement by models
with 25 % sequence identity and 30 % sequence similarity.

Thank you so much for reading this mail during your  busy hours and
all suggestions, comments would be gratefully welcome &  appreciated.

thank you ccp4 mailing list.

John

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