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. 1999 Aug 17;96(17):9479–9484. doi: 10.1073/pnas.96.17.9479

Table 1.

Data collection and phasing statistics

MAD phasing
MIR phasing
Native-II HgCl2-II (λ1) HgCl2-II (λ2) HgCl2-II (λ3) HgCl2-II* (λ4)
Native-I* HgCl2-I (CH3)3PbOAc
Data collection
 Wavelength, Å 1.5418 1.5418 1.5418 0.9095 1.0055 1.0090 1.0247 0.8500
 Resolution, Å 30.0–3.2 30.0–3.2 30.0–3.3 30.0–2.5 30.0–3.1 30.0–3.1 30.0–3.1 30.0–3.0
 Unique reflections 27,796 27,407 25,474 56,535 (57,136) 30,551 30,558 30,596 33,525
 Redundancy 4.0 3.9 4.7 5.7 (5.3) 3.9 4.1 4.1 4.1
 Completeness, % 99.7 97.9 99.8 98.5 (99.8) 99.8 99.8 99.9 99.5
Rsym 0.089 0.097 0.118 0.063 (0.054) 0.080 0.073 0.072 0.069
Phasing statistics
Riso§ 0.155 0.111 0.154 0.060 0.056 0.053
RCullis 0.640 0.663 0.672 0.753 0.645 0.689
 Phasing power 2.10/0.83 1.87/0.57 2.10/– 0.21/1.28 1.25/1.11 0.78/0.84 –/1.35

MR, multiple isomorphous replacement; MAD, multiple-wavelength anomalous dispersion. 

*

Reference data set for scaling and phase determination. 

For refinement, Native II data were reprocessed with denzo and scaled with scalepack (17). Statistics are given in parentheses. 

Rsym = ∑hkli |Ii − 〈I〉|/∑hkliIi

§

Riso = ∑hkl ∥FPH| − |FP∥/∑hkl |FP|. For data in the resolution range 10.0–3.5 Å. FP refers to the structure factors of the respective reference data set. 

RCullis = 〈phase-integrated lack of closure〉 / 〈|FPH − FP|〉. For centric reflections, only. FP refers to the structure factors of the respective reference data set. 

Phasing power = 〈{|FH(calc)| / phase-integrated lack of closure}〉. For acentric reflections, only. Pairs of values are given for isomorphous and anomalous phasing power, respectively.