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. 2001 Feb 1;20(3):433–445. doi: 10.1093/emboj/20.3.433

Table II. Summary of crystallographic analysis of tACs.

Data collection statistics
Dataset
 
Unit cell and space group
Resolution (Å)
Measured, unique reflections
 
 
Rmergea
I/σ(I)b
Completeness (%)
 
GRESAG4.1, crystal form A a = 49.9 Å, b = 60.1 Å,c = 79.7 Å (P212121) 10–1.46 498 167, 40 911     0.082 (0.283) 24.7 (4.3) 98.7 (98.9)  
 + Pb(Me)3Ac       10–1.50 97 405, 31 193     0.047 (0.091) 22.3 (11.5) 96.7 (80.8)  
 + GdCl3       10–2.80 7230, 3401     0.123 (0.277) 13.6 (5.7) 76.0 (77.2)  
 + MeHgOH       10–2.30 38 256, 10 880     0.079 (0.177) 24.0 (11.1) 99.3 (99.6)  
GRESAG4.1, crystal form B a = 123.8 Å, b = 35.8 Å,c = 59.3 Å (P21212) 10–2.10 42 128, 16 265     0.045 (0.250) 21.6 (3.6) 88.2 (68.8)  
GRESAG4.3   a = 89.7 Å, b = 89.7 Å,c = 67.4 Å (I41) 20–1.63 175 430, 49 013     0.036 (0.084) 21.1 (11.6) 98.9 (99.7)  
 + Mg2+
 
 
 
23–1.90
136 749, 21 016
 
 
0.095 (0.194)
26.4 (13.1)
99.5 (99.7)
 
Phasing statistics
        Phasing powere
Derivative Risoc Sites RCullisd 5.2 Å 3.8 Å 3.1 Å 2.7 Å 2.4 Å 2.2 Å 2.0 Å 1.9 Å Total
Pb(Me)3Ac, A 0.186 5 0.66 3.15 2.10 1.80 2.01 2.05 1.91 1.94 2.15 2.04
MeHgOH, A 0.257 5 0.81 2.60 1.51 1.27 1.31 1.44 1.39     1.46
GdCl3 (I), A 0.265 3 0.75 3.01 1.96 1.72 1.79         2.03
GdCl3 (II), A 0.258 3 0.76 3.28 1.89 1.48 1.55         1.90
Figure of merit       0.81 0.69 0.63 0.57 0.58 0.51 0.46 0.45 0.55
Refinement statistics
Dataset (PDB code)   Resolution(Å) Reflections(F > 0)   R-factor, Rfreef   No. of atoms,waters, heteroatoms   r.m.s.d.bonds (Å)g r.m.s.d.angles (°)g
GRESAG4.1, form A (1FX4) 10–1.46 39 779   0.178, 0.205   2142, 273, 13   0.031 2.26
GRESAG4.1, form B 20–2.00 16 219   0.240, 0.290   1935, 151, 0   0.010 1.42
GRESAG4.3, –Mg2+   20–1.63 33 441   0.210, 0.240   2084, 265, 0   0.010 1.40
GRESAG4.3, +Mg2+ (1FX2) 20–1.90 21 016   0.220, 0.230   2073, 269, 1   0.008 1.28

aRmerge = ΣhklΣi|Ii(hkl) – <I(hkl)> |/ΣhklΣiIi(hkl); values in parentheses correspond to the highest resolution shell.

bAs calculated with the program TRUNCATE (CCP4, 1994).

cRiso = Σ||Fderiv| – |Fnative||/Σ|Fnative|

dRCullis = Σ||FPH ± FP| – FH(calc)|/Σ|FPH ± FP|

eThe phasing power is the ratio of the r.m.s. value of |FH| and the r.m.s. of the lack-of-closure error.

fRfactor = Σ|FobsFcalc|/ΣFobs; Rfree calculated with 5% of the data.

gR.m.s.ds for bond angles and length in regard to Engh and Huber parameters (Engh and Huber, 1991).