Originally published In Press as doi:10.1074/jbc.M204663200 on July 10, 2002
J. Biol. Chem., Vol. 277, Issue 38, 35720-35729, September 20, 2002
Characterization of the Conserved Interaction between GATA
and FOG Family Proteins*,
Kasper
Kowalski
,
Chu Kong
Liew
,
Jacqueline M.
Matthews§,
David A.
Gell¶,
Merlin
Crossley, and
Joel P.
Mackay
From the School of Molecular and Microbial Biosciences, University
of Sydney, Sydney New South Wales 2006, Australia
Received for publication, May 13, 2002, and in revised form, July 2, 2002
 |
ABSTRACT |
The N-terminal zinc finger (ZnF) from GATA
transcription factors mediates interactions with FOG family proteins.
In FOG proteins, the interacting domains are also ZnFs; these domains
are related to classical CCHH fingers but have an His
Cys
substitution at the final zinc-ligating position. Here we demonstrate
that different CCHC fingers in the FOG family protein U-shaped contact
the N-terminal ZnF of GATA-1 in the same fashion although with
different affinities. We also show that these interactions are of
moderate affinity, which is interesting given the presumed low
concentrations of these proteins in the nucleus. Furthermore, we
demonstrate that the variant CCHC topology enhances binding affinity,
although the His
Cys change is not essential for the formation of a
stably folded domain. To ascertain the structural basis for the
contribution of the CCHC arrangement, we have determined the structure
of a CCHH mutant of finger nine from U-shaped. The structure is very similar overall to the wild-type domain, with subtle differences at the
C terminus that result in loss of the interaction in vivo. Taken together, these results suggest that the CCHC zinc binding topology is required for the integrity of GATA-FOG interactions and
that weak interactions can play important roles in
vivo.
 |
INTRODUCTION |
Zinc binding domains (often referred to as zinc fingers, or
ZnFs)1 are extremely common
in eukaryotes; for example, perhaps 3-4% of human genes encode
proteins that contain such domains. At least 20 different classes of
zinc binding domains have been identified, differing in the number of
zinc ions they bind and the identity and spacing of the ligating amino
acids. Since the initial discovery of the classical zinc fingers in
TFIIIA (1), it has become clear that many zinc binding domains function
as sequence-specific DNA (or RNA) binding motifs. However, it has also
become apparent that many classes of zinc binding domains, including
LIM domains and PHD domains, have roles as mediators of protein-protein
interactions. GATA and classical ZnFs have also been shown to be
capable of contacting other proteins, especially in the context of the
regulation of gene expression (for review, see Ref. 2).
It has been demonstrated, both in Drosophila melanogaster
and in mammals, that interactions between ZnFs of GATA and FOG family transcription factors are essential for normal development. In mammals,
GATA-1 and FOG-1 cooperate to drive erythroid development (3), whereas
the Drosophila proteins Pannier (a GATA family protein; Ref.
4) and U-shaped (a FOG family protein; Refs. 5 and 6) combine to direct
the development of both the heart (7) and sensory bristles (6).
GATA proteins (Fig. 1A; Ref.
8) typically contain two ZnFs with a
CX2CX17CX2C
consensus. The more C-terminal of these two domains (CF) binds DNA
sequences containing GATA sites, whereas the N-terminal zinc finger
(NF) may contact promoters with different motifs (9). In addition, the
zinc finger domains have been shown to mediate interactions with other
proteins, including CREB-binding protein (10), erythroid Kruppel-like
factor (11), and members of the FOG family (12-15). FOG family
proteins (Fig. 1B) contain either eight or nine ZnFs that
are related to the classical CCHH ZnFs (which have a conserved
C-X2-5CX12HX2-5H
sequence). Several of the fingers in each FOG protein, however, have an
altered consensus sequence in which the final zinc binding histidine is replaced with a cysteine.

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Fig. 1.
The zinc finger domains of GATA-1 and
U-shaped. A, schematic diagram of GATA-1. Zinc finger
domains (NF and CF) are shown in
black. B, schematic diagrams of FOG-1 and
U-shaped. CCHH ZnFs are shown in gray, and CCHC ZnFs shown
in black; ZnFs that can bind the GATA-1 NF are indicated
with a star. C, ribbon diagram of the solution
structure of USH-F9 (16). The extended region just before the fourth
zinc ligand is indicated with a bracket. D,
alignment of the amino acid sequences of murine FOG-1 and D. melanogaster U-shaped. Fingers that interact with GATA-1 NF
contain a conserved motif. Residues essential for the interaction,
judging from mutagenesis studies, are shown in a dotted box;
residues that are important (but not essential) for the interaction are
shown in a dashed box. Zinc ligands are
underlined. The numbering from the native proteins is
indicated beside the sequences, with the numbering system used in the
text shown at the bottom.
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Interestingly, it is only these variant CCHC ZnFs that mediate
interactions with GATA NFs. The structures of two of these domains
(fingers 1 and 9 from D. melanogaster U-shaped) have
recently been determined (16) and were found to resemble classical CCHH fingers in structure. The only notable difference is a short extended portion of the polypeptide backbone before the fourth zinc ligand (Fig.
1C). The GATA binding surface of one CCHC finger (finger 1 from U-shaped; USH-F1) has been determined (16, 17). Two of the
residues implicated in GATA binding are located on the extended portion
of the backbone, immediately preceding the final cysteine, and mutation
of the cysteine to histidine (changing the finger to a classical CCHH
ZnF) is sufficient to abolish the GATA-FOG interaction in
vivo (18). The CCHC topology therefore appears to play a key role
in facilitating the interaction, but the molecular explanation for this
is currently unknown.
The residues that are implicated in GATA binding are
largely conserved across FOG family CCHC ZnFs (Fig. 1D),
although three of the residues that affect the binding affinity show
some variation. This variation gives rise to strong and weak
interactors, as assigned using a yeast two-hybrid assay (17). It is
unclear, however, whether such affinity differences are real or result
from the indirect and qualitative nature of the assay.
The interactions between the GATA and FOG proteins have become a topic
of considerable interest because natural mutations that interfere with
the interactions are associated with human genetic disorders. The
GATA-1 gene is on the X chromosome, and males carrying
defective GATA-1 alleles exhibit various hematological abnormalities,
including anemia, thrombocytopenia, and
-thalassemia trait. Five
different mutations in the GATA-1 N-finger have now been described
(19-22). Four of these interfere with the interaction between the
GATA-1 N-finger and FOG. Of these, two mutations (V205M, G208S) map to
residues that directly mediate GATA-FOG contacts, whereas two others
(D218G, D218Y) map to a region close to the FOG binding surface. The
fifth mutation (R216Q) interferes with the DNA binding activity of the
GATA-NF but does not affect the interaction with FOG. The four
mutations that do impair the interaction with FOG do so to different
extents, and all five mutations cause different genetic disorders. For
instance, V205M disrupts the binding of the GATA-1 NF to FOG fingers 1, 6, and 9 and causes a severe anemia and thrombocytopenia (22). G208S
(21) and D218G (19), on the other hand, significantly disrupt the
interaction with FOG finger 9 but have little effect on the complex
formed with FOG fingers 1 and 6; these mutations cause thrombocytopenia without significant anemia. The D218Y mutation (20) also affects the
interaction with FOG, although this effect has not yet been correlated
with the binding of specific FOG fingers. It is likely that an
understanding of the molecular details of how different FOG fingers
contact GATA-1 may help explain these different phenotypes.
Here we characterize the interaction between U-shaped finger 9 (USH-F9;
assigned as a "weak" interactor) and the N-terminal ZnF
of Pannier (Pnr-NF). The residues involved in the interaction are
identified using a 1H,15N HSQC titration and
compare closely with those defined for the complex formed between
U-shaped finger 1 (USH-F1; a "strong" interactor) and murine GATA-1
NF. These results suggest a common mechanism of interaction among
weakly and strongly interacting FOG fingers. We also use isothermal
titration calorimetry to directly measure the association constants for
a number of GATA·FOG complexes. All of these association
constants are relatively weak (~104-105
M
1), and the USH-F9·Pnr-NF complex is found
to be weaker than the USH-F1·Pnr-NF complex. Finally, the importance
of the CCHC topology in FOG zinc fingers is investigated. The
introduction of a C1142H mutation in USH-F9 weakens but does not
abolish its interaction with Pannier. Determination of the structure of
this CCHH-type mutant finger reveals the basis for this difference, a
subtle change in the conformation at the C-terminal end of the
-helix.
 |
EXPERIMENTAL PROCEDURES |
Expression and Purification--
USH-F1, USH-F9, and murine
GATA-1 NF were expressed and purified as previously described (16, 23).
Pannier NF (Pannier (165-208)) was subcloned, overexpressed, and
purified using the same protocol as that used for the GATA-1 NF, except
that the template for PCR of the construct was obtained from a
D. melanogaster cDNA library. The C1142H mutant of
U-shaped finger 9 (C32H), encoding residues 1113-1146 of U-shaped, was
produced by single-primer mismatch PCR using a 3' primer encoding the
Cys
His substitution. The amplified oligonucleotide was inserted
into the Escherichia coli expression vector pGEX-2T
(Amersham Biosciences). The peptide (with residues numbered 1-36,
including Gly-1 and Ser-2, which are the product of the thrombin
recognition sequence) was overexpressed and purified by
glutathione-affinity chromatography and reverse-phase high performance
liquid chromatography as previously described (23). The purification
yielded ~2 mg of >95% pure peptide per liter of culture. The
identity of the peptide was confirmed using electrospray mass
spectrometry (Mtheor. = 4201.8 Da; Mobs. = 4202.0 Da). Overexpression of 15N-labeled C32H was
performed using a bacterial fermenter as previously described (16).
Sample Preparation for NMR--
Samples for HSQC titrations or
structure determination were prepared by dissolving 0.4 mg of
15N-labeled USH-F9, 2.6 mg of Pnr-NF, or 2.1 mg
of C32H in H2O/D2O (95:5; 500 µl) containing
1.5 molar eq of both tris(2-carboxyethylphosphine)·HCl and
ZnSO4; this gave sample concentrations of 200 µM and 1 mM for USH-F9 and Pnr-NF/C32H,
respectively. The pH was adjusted to 5.0 using 0.1 and 0.01 M NaOH.
NMR Spectroscopy--
NMR experiments were performed on a Bruker
DRX-600 spectrometer equipped with a 5-mm triple-resonance gradient
probe. Spectra were acquired at 293 K using spectral widths of 12 ppm
for 1H and 30 ppm for 15N. The following
homonuclear two-dimensional spectra were recorded on the unlabeled
sample: total correlation spectroscopy (24) with MLEV mixing
(Tm = 70 ms), NOE spectroscopy
(Tm = 50 and 250 ms; Ref. 25), double
quantum-filtered COSY (26), and E.COSY (27). Using the
15N-labeled sample, HSQC (28, 29) and three-dimensional
HNHA (30) experiments were recorded. For the detection of two-
and three-bond scalar couplings involving the histidine side chain nitrogens, an HSQC was recorded in which the dephasing delay
1/4J was set to 11 ms (31), and the carrier frequency and
spectral width were set to 200 ppm and 6000 Hz, respectively. Solvent
suppression was achieved using either pulsed-field gradients or
presaturation (double quantum-filtered-COSY and E.COSY). NMR
data were processed as previously described (23) and analyzed using
XEASY (32). The 1H frequency scale of all spectra was
directly referenced to sodium 3-trimethylsilyl[2,2,3,3-2H]propionate
(d4-TSP) at 0.00 ppm, whereas the 15N
frequency scale was indirectly referenced to liquid NH3 via the 1H frequency of the d4-TSP
resonance (33).
HSQC Titrations--
Samples were prepared as described above.
[15N]C32H and [15N]USH-F9 were prepared at
concentrations of 200 µM, and unlabeled Pnr-NF was
prepared at a concentration of 1 mM.
15N-Labeled USH-F9 was titrated with unlabeled Pnr-NF, and
1H,15N HSQC spectra were acquired at
Pnr-NF:USH-F9 molar ratios of 0.0, 0.2, 0.4, 0.6, 0.8, 1.0, 1.25, 1.5, 1.75, 2.0, 2.5, 3.0, 4.0, and 5.0. The same titration was performed
using 15N-labeled C32H and unlabeled Pnr-NF.
NMR Line-shape Analysis for USH-F9·Pan-NF Complex--
The
binding of USH-F9 (U) and Pnr-NF (P) to form a complex (UP) can be
expressed as [U] + [P]
[UP], where the association constant, Ka, is given by
|
(Eq. 1)
|
If U0 and P0 are the total
concentrations of USH-F9 and Pnr-NF, respectively, at a given point in
the titration, then Ka and [UP] can be expressed
as
|
(Eq. 2)
|
|
(Eq. 3)
|
where x = (U0 + P0 + 1/Ka).
If the product of the lifetime of the complex (
UP) and
the difference in chemical shift between the free and bound states (
UP
U) is much less than one
(i.e.
UP.
1), then the system is
considered to be in fast exchange. Under these conditions, a single
resonance is observed at the population-weighted average chemical shift
(
obs) of the nuclei in the free and bound states,
|
(Eq. 4)
|
where
U is the chemical shift of a nucleus in
free USH-F9,
UP is the chemical shift of the same
nucleus in the USH-F9·Pnr-NF complex, and fU
and fUP are the mole fractions of the free and bound species, respectively (given by fU = [U]/U0 = 1
fUP). Rearranging gives
|
(Eq. 5)
|
If (3) is substituted into (5), the resulting expression can be
used to fit a plot of
obs against P0 using
nonlinear least-squares methods. Data from the titration of USH-F9 with Pan-NF were fitted using the nonlinear least squares package provided in Origin (Microcal, MA); the values of Ka and
(
UP
U) were allowed to vary during the fit.
For resonances in the intermediate exchange region,
|
(Eq. 6)
|
where
U is the lifetime of free USH-F9 and
U
UP is the magnitude of the
frequency difference between the free and bound states. The peak
position for a resonance in intermediate exchange does not accurately
reflect the weighted average between the free and bound states of the
protein and can no longer be determined by a simple expression such as
Equation 5. However, the amplitude of a signal from USH-F9 as a
function of frequency for a particular Pnr-NF concentration can be
determined from the imaginary component of the complex quantity
G(
) (34), which is given by
|
(Eq. 7)
|
where
= fU/koff,
koff is the off-rate for the complex, and
C is a scaling factor (which scales the intensity of the
signal but has no bearing on its line-shape or position). The
quantities
U and
UP are given by
|
(Eq. 8)
|
and
|
(Eq. 9)
|
where T2U and T2UP
are the transverse relaxation times for free and bound USH-F9, respectively.
To simulate the binding curve for a resonance in intermediate exchange,
the two-site intermediate exchange model was coded into Mathematica
(Wolfram Research, IL). For each point in the titration
(i.e. each pair of values of U0 and
P0 and [Pnr-NF]), the line-shape was calculated as the
imaginary part of G(
), and the frequency at which the
signal amplitude was a maximum was determined. This simulated binding
curve was compared with the experimental data by calculating the sum of
the squares of the differences between the simulated and actual data
(
2). The values of
UP-
U , Ka, and
koff were varied in a grid search to find the
best fit of the data to the model.
Isothermal Titration Calorimetry (ITC)--
Lyophilized peptides
were dissolved in H2O/D2O (95:5) to a final
concentration of 150 µM and treated with both 1.5 molar
equivalents of ZnSO4 and 2 molar eq of
tris(2-carboxyethylphosphine)·HCl. The pH was adjusted to 5.0 (using
10 mM NaOH), and sodium acetate (pH 5.0) was added to a
final concentration of 20 mM. The samples were then
concentrated by vacuum centrifugation (at 55 °C) to the required
concentrations (see Table I).
One-dimensional 1H NMR spectra of each sample were
acquired to confirm that they were correctly folded, and samples
were dialyzed overnight into a buffer containing sodium acetate (20 mM, pH 5.0), ZnSO4 (1.5 mM), and
tris(2-carboxyethylphosphine)·HCl (100 µM). Experiments at pH 7 were conducted in 20 mM MOPS buffer. Samples were
degassed for 5 min immediately before the titrations. Titrations were
carried out on a Microcal VP-ITC microcalorimeter. Of the two
proteins samples to be used in each titration, 1.8 ml of the less
concentrated protein sample was transferred into the cell, whereas the
automatic injector was filled with the more concentrated protein (the
titrant). Titrations involving USH-F1 and USH-F9 were conducted at 278 and 293 K, respectively. The titrant was automatically injected into the cell containing either its binding partner or buffer alone. For
each titration, 15-20 injections were made at 5-min intervals, with
each injection consisting of 10-15 µl of titrant. The reference power was set at 5 µcal s
1, and the cell was stirred
continuously at 310 rpm. Data were analyzed using the Origin isothermal
titration calorimetry analysis software (Microcal Software,
Northampton, MA). A linear fit of the isotherm of the protein injected
into buffer alone was subtracted from the experimental isotherms to
account for the heat of dilution and mixing. A nonlinear least squares
fit to a single binding site model was used to obtain values for the
binding constant, stoichiometry, and heat of binding.
Structure Determination for C32H--
Resonance assignment was
carried out using the sequential assignment method. The
three-dimensional HNHA experiment was used to assign the
1H,15N HSQC of C32H. Cross-peaks in the
two-dimensional NOE spectra were integrated in XEASY and converted to
upper distance limits using the CALIBA module of DYANA (35) and the
default DYANA parameters. 3JNH
coupling constants were measured by analysis of the three-dimensional HNHA experiment. In combination with distance restraints, a set of
allowable
dihedral angles was generated using the GRIDSEARCH module
of DYANA. Stereospecific assignments for 13 pairs of methylene protons
were obtained from an analysis of E.COSY and short mixing time
NOE spectra. Stereospecific assignments in conjunction with interproton
distance restraints were used to generate a set of allowable
1 dihedral angle restraints in the GRIDSEARCH module of
DYANA. DYANA was used to calculate 50 structures from random starting
conformers. Calculations were performed in the absence of zinc ligation
restraints. The conformer with the lowest penalty function value was
used as input for refinement by restrained molecular dynamics/simulated
annealing calculations in CNS (36). Zinc was incorporated into
calculations by the introduction of covalent restraints to maintain
tetrahedral geometry. S
-Zn and N
2-Zn bond
lengths were constrained to 2.3 and 2.0 Å, respectively, with force
constants of 250 kcal mol
1 Å
2. Bond angles
defining the zinc coordination site were constrained to the following
values: 112° for S
-Zn-S
bond angles,
108° for C
-S
-Zn angles, 111° for
S
-Zn-N
2 angles, and 102° for
N
2-Zn-N
2 angles. These values were
applied with a force constant of 50 kcal mol
1
deg
2. The standard protein all-hydrogen force field was
used, and covalent geometry was constrained using standard CNS
parameters. Calculations were performed in torsion-angle space, with
randomized initial atomic velocities. The first stage consisted of a
search of torsion-angle space at high temperature (50000 K), with 1000 time steps of 0.015 ps and a low weight on the repulsive energy term
(wvdW = 0.1). Force constants for calculation of
the square-well NOE and dihedral angle potentials were 150 kcal
mol
1 Å
2 and 100 kcal mol
1
deg
2, respectively. The second stage consisted of slow
cooling torsion-angle dynamics, with 1000 time steps of 0.015 ps, in
which the temperature decreased in 250-K steps. The weight on the
repulsive energy term was increased to one, and force constants
remained unaltered. The third and final stage consisted of 10 cycles of
conjugate gradient minimization (for 1000 steps), with force constants
for NOE and dihedral angle potentials changed to 50 kcal
mol
1 Å
2 and 300 kcal mol
1
deg
2, respectively. A total of 200 structures were
calculated, and the 20 conformers with the lowest total energy were
used to represent the solution structure of C32H. The structures were
visualized and analyzed using the programs MOLMOL (37) and PROCHECK-NMR (38).
 |
RESULTS |
The GATA Binding Face of Different FOG Family CCHC Fingers Is
Conserved--
We first sought to determine the surface of USH-F9 that
was responsible for its interaction with GATA family N-fingers. The GATA binding face of USH-F1 had previously been identified by carrying
out a 1H,15N HSQC titration of
15N-labeled USH-F1 with unlabeled murine GATA-NF (16).
Initially, the same methodology was employed for USH-F9. However, the
addition of GATA-1 NF to 15N-labeled USH-F9 resulted in
substantial line broadening in the 1H,15N HSQC,
which prevented the assignment of peaks in the HSQC spectrum. Furthermore, it was clear that a great deal more GATA-NF would have
been required to reach completion. Together these observations indicated that the kinetics and affinity of this interaction were different from those for formation of the USH-F1·GATA-1 NF complex.
In an attempt to circumvent this problem, the titration was repeated
using the Pannier N-finger (Pnr-NF). Pannier is the biological partner
of U-shaped; its N-finger shares ~90% sequence identity with that of
murine GATA-1 N-finger, including all of the residues previously
implicated in FOG binding (16, 39). Titration with Pnr-NF resulted in a
similar pattern of changes in the USH-F9 spectrum but was completed
after the addition of five equivalents of Pnr-NF (Fig.
2A). Resonances in the
resulting spectrum were much narrower than for the GATA-1 NF titration,
allowing essentially full assignments to be made.

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Fig. 2.
The GATA binding face of USH-F9.
A, 1H,15N HSQC titration of
15N-labeled USH-F9 with Pan-NF. The
1H,15N HSQC spectrum of USH-F9 alone is shown
in black, whereas the 1H,15N HSQC
spectrum of USH-F9 in the presence of 5 molar eq of Pan-NF is shown in
red. Signals that shifted significantly are labeled; Tyr-10
and His-27 are only visible at lower contour levels. Spectra were
recorded at 293 K and pH 5. B, plots of average chemical
shift change versus residue number for USH-F9 and USH-F1. A
dotted line indicates the lower limit for residues defined
as having undergone substantial change. Average chemical shift changes
were calculated using the HN and N atoms of USH-F9 and the
HN, N, C , and C' atoms of USH-F1.
C, space-filling model of USH-F9 with residues identified in
B, highlighted in red (except for Tyr-24, which
lies on the rear surface of the structure as shown). Additional
residues that are thought to be important for binding (16, 17)
are shown in yellow.
|
|
The chemical shift changes observed during the titration were
summarized by calculating an average chemical shift change (averaged over HN and N atoms; Fig. 2B). Residues were
judged to have undergone a substantial chemical shift change if the
average chemical shift change was >0.3 ppm and these (Tyr-10, Phe-18,
Thr-23, His-27, and Lys-33) are mapped onto the structure of USH-F9 in
Fig. 2C (red). Some residues that were
expected to be involved in the interaction (Ile-16, Phe-30, and
Tyr-31), judging from mutagenesis studies using FOG-F1, did not show a
significant change, perhaps because their bulky hydrophobic side chains
shield the HN and N from the effects of Pannier binding. A
similar result was observed for USH-F1 (Fig. 2B; Ref. 16),
where the backbone resonances of residues Phe-18, Pro-21, Thr-23,
Leu-24, His-27, and Tyr-31 each showed significant chemical shift
changes. In addition, the side chain resonances of Ile-16 and Tyr-30 in
USH-F1 underwent substantial shifts.
The additional GATA-interacting residues that were identified in the
FOG-F1·GATA-1 NF mutagenesis study (Ile-16, Asn-19, Phe-30, and
Tyr-31) are highlighted in yellow in Fig. 2C. The
commonality of residues involved in NF binding of USH-F1, USH-F9,and
FOG-F1 (17) suggests that a common mechanism of interaction between GATA NFs and FOG CCHC ZnFs exists. Note that the changes observed for
Tyr-10 and Tyr-24 during the USH-F9·Pan-NF titration probably reflect
conformational differences that arise as a result of NF binding, given
that the side chains of these residues lie on the opposite face of
USH-F9 to the majority of the affected residues.
Quantifying the USH-F9·Pan-NF Interaction Using NMR
Methods--
Sedimentation equilibrium experiments performed on a
USH-F1 and GATA-NF mixture (16) suggested that the interaction between them might be of moderate affinity. We therefore sought to estimate the
affinity of the 15N-labeled USH-F9·Pnr-NF interaction by
analyzing our 1H,15N HSQC titration data.
Several USH-F9 resonances (Cys-14, Val-21, and Tyr-31) were in fast
exchange, and independent fitting of their chemical shift changes using
a simple heterodimerization model (Equation 5 and Fig.
3A) gave an average
Ka of (1.3 ± 0.6) × 104
M
1.

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Fig. 3.
Quantification of the USH-F9:Pan-NF
interaction. A, plots of the change in 15N
chemical shift for C14 during a titration of 15N-labeled
USH-F9 with Pnr-NF. The fitted curve was derived from
nonlinear least squares analysis assuming fast chemical exchange.
B, plot of the change in 15N chemical shift of
Val-21 for USH-F9 during a titration of 15N-labeled USH-F9
with Pnr-NF. The fitted curve was derived assuming fast exchange.
C, same data as B, fitted using a model
incorporating intermediate exchange. This analysis yielded an
equilibrium association constant of 2.5 × 104
M 1.
|
|
Some line broadening was observed for residues that appeared to be in
fast exchange during the course of the titration. This suggested that
the lifetime of the complex approached the chemical shift difference
between the free and bound states for these resonances. It is also
evident that the binding curves for these resonances deviate from the
rectangular hyperbolic binding curves, characteristic of a system in
fast exchange (Fig. 3B). These observations are indicative
of intermediate chemical exchange (40), and the model described by
Equations 7-9 was therefore fitted to these data. In the case of
Val-21, fitting of the change in 15N chemical shift against
P0 gave a Ka of 2.5 × 104 M
1, a
UP
U of 64 Hz, and a koff of 185 s
1. It is clear from the fitted curves that the
intermediate exchange model is more appropriate for this resonance
(Fig. 3C). For this fit, values of 32 and 20 ms were used
for T2U and T2UP,
respectively. These were determined from 15N line widths of
the Val-21 signal in the free and complexed forms in high resolution
HSQC spectra.
Comparing the Affinities of Different GATA·FOG Complexes--
To
obtain an independent estimate of the affinity of the USH-F9·Pnr-NF
complex and to compare this to the affinities of the USH-F1·GATA-1 NF
complex (16) and the USH-F1·Pnr-NF complex, titrations were carried
out in an isothermal titration calorimeter. Analysis of the data from
USH-F9·Pnr-NF (Fig. 4A) and
USH-F1·Pnr-NF (Fig. 4B) titrations yielded association
constants of (1.9 ± 0.1) × 104
M
1 and (1.45 ± 0.1) × 105 M
1, respectively. Titrations
of the same two USH fingers with the murine GATA-1 NF that was used for
previous studies (16) showed that the affinities for this domain are
similar to those for the "same organism" interactions
(Ka,USH-F1·GATA-1-NF = (2.3 ± 0.1) × 105 M
1 and
Ka,USH-F9·GATA-1-NF = (1.9 ± 0.1) × 104 M
1).
Furthermore, it appeared that pH had a relatively small effect on the
Ka in the range 5.0-7.0 (data not shown). This is
an important result given that all structural studies on this system
have been conducted in the pH range 5.0-5.5.

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Fig. 4.
Analysis of GATA·FOG complexes using
isothermal titration calorimetry. A, raw (upper
traces) and integrated (lower traces) data from a
titration of Pan-NF into USH-F9. The fit to a simple 1:1 binding model
is also shown. B, raw and integrated data from a titration
of Pan-NF into USH-F1. The fit to a simple 1:1 binding model is also
shown.
|
|
The Structure of the C32H Mutant of USH-F9--
It has previously
been shown in a yeast two-hybrid assay that mutants of murine FOG
fingers 1 and 9 in which the final zinc-ligating cysteine was mutated
to a histidine (to simulate a classical CCHH configuration) were unable
to interact with the GATA-1 NF (18). This result, together with the
observation that all known GATA-interacting fingers in FOG family
proteins possess the CCHC topology, led us to ask about the role of
this distinctive ligand arrangement. To do this, we mutated the final
zinc-ligating cysteine of USH-F9 to histidine (Cys-1142
His or
Cys-32
His in the current numbering), creating a CCHH domain
similar to classical ZnFs. Circular dichroism and one-dimensional
1H NMR data confirmed that the peptide was folded (data
not shown).
We then determined the structure of C32H using homo- and heteronuclear
NMR methods. The positions of most resonances were essentially
unchanged compared with wild-type USH-F9 (16); changes were restricted
to the loop between the two zinc-ligating histidines (His-27 and
His-32) and to residues Thr-13 and Cys-14, which are in the immediate
vicinity of Cys-32 in wild-type USH-F9. The tetrahedral nature of the
zinc coordination site and the identity of the ligands were confirmed
by calculating structures in the absence of any zinc coordination
restraints. On the basis of these structures, it was evident that the
thiol sulfurs of Cys-11 and Cys-14 and the N
2 atoms of
His-27 and His-32 were the zinc binding atoms and that the coordination
sphere was approximately tetrahedral in nature. The identities of the
zinc binding nitrogen atoms were further confirmed by the patterns
observed for the histidine side chains in an HSQC spectrum optimized
for long range (2J and
3J) couplings. In the final structure
calculations, the geometry of the zinc binding site was
defined using standard interatomic distances and angles. Table
II summarizes the experimental
constraints used in this final round of structure
calculations. No hydrogen-bonding constraints were used in
the calculations.
A total of 200 structures were calculated in CNS, and the 20 structures
with lowest overall energies were used to represent the solution
structure of C32H (Fig. 5A).
The structures display good covalent geometry, judging from the small
deviations from ideal bond lengths and angles, and good non-bonded
contacts, as shown by the low value of the mean Lennard-Jones potential
(Table II). There are no violations of distance or angle constraints greater than 0.11 Å and 1.5°, respectively. A PROCHECK-NMR analysis shows that for residues Tyr-10-Lys-33, 98% of backbone
/
pairs lie within the most favored or additionally allowed regions of the
Ramachandran plot. Over the same region, atomic root mean square
differences for the final 20 structures with respect to the mean
coordinate positions are 0.20 ± 0.08 Å for the backbone atoms
and 0.80 ± 0.13 Å for all heavy atoms. The atomic coordinates for this family of conformers have been deposited with the Protein Data
Bank (accession code 1JN7).

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Fig. 5.
Solution structure of C32H.
A, Ensemble of best 20 structures of C32H. Structures are
superimposed over the backbone atoms (C , C', N) of
residues 9-33 (residues 1-8 and 35-36, which are unstructured, are
omitted for clarity). The zinc-chelating side chains and the zinc atom
are shown. B, ribbon diagram of the lowest energy structure
of C32H, showing elements of secondary structure as recognized in the
program MOLMOL.
|
|
The structure of C32H (Fig. 5B) comprises a short
hairpin (residues Tyr-10-Cys-11 and Ile-16-Ser-17) followed by an
-helix (residues Val-21-Phe-30) and is essentially the same as the
structure of USH-F9 (Fig. 6A).
As for USH-F9, the strands of the hairpin in C32H are connected by a
type I
turn, with a type IV turn connecting the hairpin and the
helix. The expected backbone hydrogen bonds are observed throughout the
helix (unlike USH-F9, where hydrogen bonds are not observed in some
positions) and across the hairpin. However, whereas in USH-F9 the
carbonyl group of Cys-11 forms hydrogen bonds with the amide protons of
both Asp-15 and Ile-16, the Cys-11 carbonyl group only forms hydrogen
bonds with the amide of Ile-16 in C32H. This is most probably because of a slight change in conformation of the two zinc binding cysteines, a
consequence of the cysteine to histidine substitution, which alters the
zinc coordination site. This is the only change in this region of the
structure.

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Fig. 6.
Comparison of C32H with USH-F9.
A, overlay of C32H and USH-F9, over the backbone atoms
(C , C', N) of residues 9-29. USH-F9 is shown in
dark gray, and C32H is shown in light gray. The
two domains overlay with a root mean square difference of 0.5 Å over
residues 9-29 of C32H and USH-F9. The two images are related by a
rotation of 90° about a horizontal axis in the plane of the page. The
effect of the Cys-32 His substitution on the conformation of Phe-30
and Tyr-31 is clearly visible. B, overlay of the zinc
binding sites of C32H (light gray) and USH-F9 (dark
gray). The two views are related by a 90° rotation about a
horizontal axis in the plane of the page.
|
|
A comparison of the zinc binding sites shows that there are subtle
changes in the position of the zinc binding atoms or the zinc ion
itself (Fig. 6B). Cys-11, Cys-14, and His-27 adopt the same
conformation in both USH-F9 and C32H, whereas a slight change in the
conformation of His-32 is apparent. In the mutant, His-32 takes up a
similar position to the corresponding histidine of classical CCHH ZnFs,
with the more helical conformation of this region of C32H causing the
histidine ring to approach the zinc ion from a different direction
compared with USH-F9. The incorporation of the histidine does not
affect the conformations of residues in the hydrophobic core (residues
Cys-11, Ile-16, Thr-13, Tyr-24, and His-27).
The
-helices of C32H and USH-F9 are superimposable up to residue
Gln-29, after which the effect of the Cys
His substitution becomes
apparent (Fig. 6A). Although the residues immediately preceding the final zinc binding ligand exist in an extended
conformation in USH-F9 (
30 =
150° and
31 =
109°), the same residues adopt a conformation
that is closer to
-helical in C32H (
30 =
104° and
31 =
75°). Residues Cys-32 and Lys-33 in USH-F9 also
adopt an extended conformation and do not form any regular secondary structure. In C32H, residues His-32 and Lys-33 both appear to form
another half-turn of
-helix, although the turn is not strictly defined as
-helix. This change in conformation probably arises from
the difference in sizes of the cysteine and histidine side chains. The
distance from C
to the zinc binding atom is 2.8 and 4.5 Å, respectively, in the two residues. This difference clearly requires
different packing to maintain the zinc binding atom of this ligand in
the same position in space, which preserves the overall fold of the
finger. Despite the changes in packing, however, the H-bonding patterns
observed in this region are unchanged; both Tyr-31 HN and
Cys-32 HN make H-bonds with His-27 O.
The impact of the histidine substitution is immediately apparent when
examining the positions of the aromatics on the loop, Phe-30 and
Tyr-31. Although Phe-30 undergoes a subtle change of conformation and
still occupies almost the same region of space, Tyr-31 is shifted well
away from its original position (Fig. 6A). The loop
preceding His-32 is less pronounced, and the positions of the
C
atoms of Phe-30 and Tyr-31 now superimpose well with
the corresponding residues of classical CCHH ZnFs.
Interaction of C32H with Pan-NF--
A
1H,15N HSQC titration was carried out to
investigate the ability of C32H to bind Pnr-NF. After the addition of 5 molar eq of unlabeled Pnr-NF to 15N-labeled C32H, a number
of signals had either decreased in intensity or disappeared completely.
These were the same signals that changed in the wild-type USH-F9
titration, indicating that the basic mode of interaction was unchanged.
Despite this, HSQC spectra of USH-F9 and C32H, each containing 1 molar
eq of Pnr-NF, indicated that the C32H-Pnr-NF interaction was
substantially weaker. Peaks that disappeared rapidly in the titration
of USH-F9 were still clearly visible in the titrations of C32H (Fig.
7).

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Fig. 7.
Comparison of the interaction of USH-F9 and
C32H with Pnr-NF. A, 1H,15N
HSQC spectrum of USH-F9 in the presence of 1 molar eq of Pnr-NF.
B, 1H,15N HSQC spectrum of C32H in
the presence of 1 molar eq of Pnr-NF. Residues still present in the
C32H titration that have disappeared in the USH-F9 titration are shown
boxed. C32H shows markedly weaker binding of Pnr-NF than
USH-F9.
|
|
Protein Binding Versus DNA Binding in Classical Zinc
Fingers--
Finally, we sought to determine whether classical-type
zinc fingers that contact other proteins (including the CCHC fingers of
FOG proteins) have diverged significantly from DNA binding classical
zinc fingers. A sequence alignment of 64 zinc finger domains that are
known to interact with DNA together with the protein binding zinc
fingers of Roaz (41), FOG-1 (15, 17), Ikaros (42), and YY1 (43) was
created using the Pileup program from the Wisconsin sequence analysis
package (Supplemental Fig. 1). The program performs comparisons between
each possible pair of sequences and creates a final alignment in which
the most closely related sequences are nearest to each other in the
alignment, whereas the more distantly related ones are separated. This
alignment suggests that the sequences of many of the protein binding
domains are distinct overall from DNA binding zinc fingers. In part,
this presumably reflects the fact that particular residues important for DNA recognition (for example, the basic residue in position 12 that
contacts the sugar-phosphate backbone) are not conserved in the
protein-binding fingers.
 |
DISCUSSION |
We have shown here that the molecular details of the interaction
between the N-terminal zinc finger of GATA family proteins and
CCHC-type zinc fingers from FOG family proteins are highly conserved
between different fingers and across different phyla. Thus, the
predominantly hydrophobic surface on finger 9 from D. melanogaster U-shaped that contacts the N-terminal ZnF on its in vivo partner, Pannier, is the same as that identified
previously in a U-shaped finger 1-GATA-1 NF complex (16). This
presumably reflects the conservation of key contact residues in the
CCHC fingers (Fig. 1) as well as conservation among the N-fingers of GATA family proteins.
Interestingly, two of the contact residues (Phe-30 and Tyr-31) are
located on the loop preceding the final zinc-ligating residue. Thus,
the conformation induced by the His
Cys substitution in this
subclass of classical zinc fingers may be required to position the two
aromatic side chains in such a way as to allow specific contacts with
GATA NFs. These two aromatics are largely conserved across FOG family
CCHC ZnFs that are capable of interacting with the NF, and it has been
noted previously (44) that protein-protein interfaces exhibit a higher
concentration of aromatic residues than protein surfaces as a whole.
These residues, however, are not conserved in other classical-type zinc
finger domains that are known to mediate protein-protein interactions
(such as certain fingers from Roaz, Ikaros, and YY1). In fact, there
appears to be substantially more sequence variation among protein
binding classical fingers than among DNA binding fingers. This probably reflects the diversity of protein partners that are contacted by these
zinc fingers compared with the relative homogeneity of a DNA substrate.
In this context, it is also interesting to note that the sequences of
many DNA binding zinc fingers are conserved not only on the surface
involved in DNA recognition but also on the other surfaces. This may
indicate that such domains have additional recognition surfaces; the
third finger of erythroid Kruppel-like factor falls into this category
because it mediates interactions both with DNA and with GATA-1
(11).
A combination of calorimetric and NMR methods has been used to
demonstrate that these interactions are relatively weak, with affinities in the range 104-105
M
1, depending on the domains involved. These
affinities are substantially lower than the majority of well
characterized biological interactions, and it has become increasingly
clear in recent years that weak interactions can play very important
roles in biology. The GATA-FOG interactions are also obviously
specific; the C-terminal zinc finger from GATA-1 is unable to bind FOG
proteins (15), and some FOG CCHC fingers cannot interact with GATA
proteins (17). Recent work has demonstrated that FOG-GATA interactions
are essential for normal development (45), and it is interesting to
speculate as to how weak interactions such as these are formed between
proteins that are probably at low concentration in the nuclear milieu. It is possible that high local concentrations of transcription factors
exist as a result of either nuclear compartmentalization or recruitment
by other factors or by DNA. It is also possible that the very nature of
the physical environment in the nucleus increases the strength of these
interactions substantially (through, for example, molecular crowding).
On the other hand, it is feasible that off rates such as that measured
here for the USH-F9·Pan-NF complex (185 s
1,
corresponding to an average lifetime for the complex of ~5 ms) allow
rapid exchange of binding partners and are appropriate for the precise
control of gene expression that is required during development.
We previously showed that mutation of the final cysteine in FOG-F1 to
histidine (effectively creating a classical CCHH ZnF) abolishes the
interaction of FOG-F1 with GATA-1 in a yeast two-hybrid assay (18). To
understand the molecular basis for this result, we determined the
solution structure of the analogous C32H mutant of USH-F9. This mutant
forms a stable structure with a fold very similar to that of the
wild-type protein. It therefore appears that, although the effects of
the histidine substitution are subtle in terms of the protein fold, the
small change in the conformations of Phe-30 and Tyr-31 has a
substantial effect on the GATA-FOG interaction. A comparison of the NF
binding faces of USH-F9 and C32H shows that, with the exception of the
two aromatics, the binding faces are otherwise largely unperturbed. The
two aromatics lie to one side of the binding face of wild-type USH-F9
but are rotated somewhat in the binding face of C32H. This change in
position appears to be enough to substantially decrease the affinity of the interaction.
The results presented here underscore the role of zinc finger domains
as protein-protein interaction domains and support the idea that weak
interactions can play important roles in the regulation of cellular
development. The loss of in vivo activity (16) that results
from the C
H substitution (despite the fact that binding affinity
is probably only decreased by ~10-fold) may, however, suggest that
such interactions are finely balanced and not tolerant to mutation.
Conversely, one can see how novel protein-protein interactions can
evolve as a result of small changes in domains that may have originally
had a predominant role in DNA binding.
 |
ACKNOWLEDGEMENT |
We thank Dr. Bill Bubb for expert maintenance
of the DRX600 NMR spectrometer at the University of Sydney and for
valuable advice.
 |
FOOTNOTES |
*
This work is supported by a grant from the Australian
Research Council.The costs of publication of this
article were defrayed in part by the
payment of page charges. The article
must therefore be hereby marked
"advertisement" in
accordance with 18 U.S.C. Section
1734 solely to indicate this fact.
The on-line version of this article (available at
http://www.jbc.org) contains supplemental Fig. 1.
The atomic coordinates and the structure factors (code 1JN7) have been deposited in the Protein Data Bank, Research Collaboratory for Structural Bioinformatics, Rutgers University, New Brunswick, NJ (http://www.rcsb.org/).
These authors contributed equally to this work and were supported
by Australian postgraduate awards.
§
An Australian research fellow.
¶
A Wellcome Prize Traveling Fellow.
To whom correspondence should be addressed. Tel.:
61-2-9351-3906; Fax: 61-2-9351-4726; E-mail:
j.mackay@biochem.usyd.edu.au.
Published, JBC Papers in Press, July 10, 2002, DOI 10.1074/jbc.M204663200
 |
ABBREVIATIONS |
The abbreviations used are:
ZnF, zinc finger;
USH-F1, finger 1 from U-shaped;
HSQC, heteronuclear single quantum
coherence;
Pnr-NF, N-terminal ZnF of Pannier;
MOPS, 4-morpholinepropanesulfonic acid: NOE, nuclear Overhauser effect;
FOG, friend of GATA-1;
d4-TSP, sodium
3-trimethylsilyl[2,2,3,3-2H]propionate;
CREB, cAMP-response
element.
 |
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