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Hello,

 

Personally I use a combination of the CC1/2 indicator and plotting the R-meas as a function of resolution (attached plot) on which I try to locate an inflexion point. Usually when you only integrate noise (no Bragg spots whatsoever) then this plot shoots up in the vertical direction. This isn’t really the case here (so that you may have had “proper” Bragg diffraction spots to the highest resolution allowed by your detector and geometry of data collection), so as was suggested before I would attempt to try several resolution ranges and see how it fares. Resolution cutoff is “soft” except in a very few cases where you have absolutely no diffraction beyond a given resolution.

 

HTH,

 

Fred.

 

From: CCP4 bulletin board [mailto:[log in to unmask]] On Behalf Of Peng
Sent: Tuesday, May 3, 2016 8:23 AM
To: [log in to unmask]
Subject: [ccp4bb] How to decide the data cutoffs using CC1/2

 

Dear all

I am confused about how to decide the data cutoffs using CC1/2.

What resolution the following data should be used?

 

 Shell Lower Upper Average      Average     Norm. Linear Square

 limit    Angstrom       I   error   stat. Chi**2  R-fac  R-fac  Rmeas   Rpim  CC1/2    CC*

       2.58   2.50   180.2    18.0    17.3  2.505  0.246  0.250  0.297  0.163  0.916  0.978

       2.50   2.43   145.0    17.5    17.1  2.244  0.290  0.282  0.348  0.190  0.911  0.976

       2.43   2.37   123.8    17.8    17.5  2.171  0.342  0.343  0.411  0.225  0.871  0.965

       2.37   2.31   100.0    17.7    17.4  1.960  0.402  0.388  0.482  0.262  0.854  0.960

       2.31   2.26    90.3    18.2    18.0  1.903  0.448  0.420  0.537  0.292  0.827  0.951

       2.26   2.21    80.7    18.8    18.6  1.868  0.500  0.516  0.601  0.327  0.760  0.929

       2.21   2.16    62.7    19.1    19.0  1.912  0.687  0.762  0.823  0.448  0.652  0.889

       2.16   2.12    50.4    19.6    19.5  1.808  0.856  0.924  1.030  0.564  0.486  0.809

       2.12   2.09    40.5    19.2    19.1  1.577  0.981  1.062  1.177  0.639  0.429  0.775

       2.09   2.05    36.9    19.8    19.8  1.560  1.064  1.182  1.277  0.695  0.355  0.724

  All reflections    991.1    35.1    26.9  2.730  0.085  0.062  0.103  0.057

 

Many thanks, 

Peng

 

 

 

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