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* Department of Chemistry and Biochemistry, Northern Arizona University, Flagstaff, Arizona;
University of Arizona, College of Pharmacy, Tucson, Arizona;
Arizona Cancer Center, Tucson, Arizona;
BIO5 Institute for Collaborative Bioresearch, and ¶ Department of Chemistry, University of Arizona, Tucson, Arizona Tucson, Arizona
Correspondence: Address reprint requests to Edwin A. Lewis, E-mail: edwin.lewis{at}nau.edu.
| ABSTRACT |
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| INTRODUCTION |
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The affinity of the model drug mesotetra (N-methyl-4-pyridyl) porphine (TMPyP4) for G-quadruplex DNA has been previously established (1
,30
,34
38
). The mechanism by which this compound binds to G-quadruplex DNA has been a topic of dispute. Haq et al. described the binding of TMPyP4 to a series of model quadruplex structures by an exclusively intercalative mechanism in which the number of bound TMPyP4 molecules/quadruplex was consistent with the number of "intercalation slots" (39
). Seenisamy et al. have suggested that there are only two possible binding sites on the G-quadruplex, both of which are on the exterior ends of the quadruplex structure (40
). Interestingly, Seenisamy et al. noted a change in titration circular dichroism (CD) spectra for the c- MYC 27-mer quadruplex up to four mole ratios of TMPyP4. In light of these discrepancies, the main purpose of this study was to develop a better understanding of the location and number of binding sites involved in the binding of TMPyP4 (or other planar heterocyclic compounds) to G-quadruplex DNA. Our data support both intercalation and end-capping mechanisms for binding saturating amounts of TMPyP4 to the c-MYC quadruplex.
| MATERIALS AND METHODS |
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260 = 2.153 x 105 M1 cm1.
TMPyP4 was obtained from Frontier Scientific (Logan, Utah). All ligand solutions were prepared by dissolution of a weighed amount of TMPyP4 and using a measured volume of the final dialysate from the appropriate oligonucleotide solution preparation as the buffer. Concentrations for TMPyP4 solutions were verified with absorbance measurements using a published molar extinction coefficient of
424 = 2.26 x 105 M1 cm1 (39
).
Isothermal titration calorimetry (ITC) experiments were performed using a Microcal VP-ITC (Microcal, Northampton, MA). All of the oligonucleotide titrations were done by overfilling the ITC cell with
1.5 mL of nominally 25 µM oligonucleotide solution and adding
60 (5 µL) to 140 (2 µL) injections of nominally 8 x 104 M TMPyP4. Titrations were done at five temperatures from 5 to 45°C and at five supporting electrolyte concentrations of 0.020.6 M KCl. Typically, three replicate titration experiments were performed. Due to the nonsigmoidal shape of the thermogram and the obvious presence of at least two independent binding processes, the thermograms (integrated heat/injection data) obtained in ITC experiments were fit with our own "independent-sites" model and a fitting algorithm developed for use with Mathematica 5.0 software. The data were fit within experimental error with a "two-independent-sites" model. Simpler models were unable to fit the data within experimental error and more complex models were not justified. (The model equations and a representative fit are described in the Results section and shown in Fig. 1 A.) Values for
G1 (K1),
G2 (K2),
H1,
H2, T
S1, T
S2, n1, and n2 were extracted directly from the fits obtained for our two-independent-sites model. Error analysis was accomplished using a Monte Carlo procedure.
Cp1 and
Cp2 values were obtained by plotting
Hi versus temperature (°C) and fitting the temperature data with a simple linear-regression model.
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Hcal, and van't Hoff enthalpies,
HVH, for each observed transition. UV-vis spectroscopy titrations were done using an Agilent 8453 diode array (Agilent, Santa Clara, CA). DNA and ligand solutions for UV-vis titrations were prepared at identical concentrations of 32 µM (BPES buffer). A titration experiment was done in two parts. In the first part, 1 mL of the dilute c-MYC 27-mer solution (32 µM) was placed into a standard quartz cuvette and 25 x 50-µl injections of the TMPyP4 solution were added manually. In the second part, 1 mL of the diluteTMPyP4 solution (32 µM) was placed into a standard quartz cuvette and 25 x 50-µl injections of the c-MYC 27-mer solution were added. Spectra from 200 to 600 nm were recorded after each injection in both parts of the titration experiment. In this manner, the entire mole fraction range of 01 was covered and there were five overlapping points at the end of each "half-titration." The difference spectra used to construct the Job plot were obtained by subtraction of the spectra for TMPyP4 solutions from the spectra for the same concentration of TMPyP4 in the presence of the c-MYC 27-mer. The Job plot was analyzed to determine the mole fractions corresponding to specific TMPyP4/DNA complexes.
CD experiments were performed using a JASCO 810 CD spectropolarimeter spectroscopy instrument (Jasco, Tokyo, Japan) with spectra collected over the wavelength range 200450 nm. The c-MYC 27-mer concentration was nominally 2 x 106 M and ligand concentration ranged from 0 to slightly greater than 8 x 106 M. Concentrations of the oligonucleotide and TMPyP4 were verified using UV-vis absorbance measurements. CD titration data were collected after manual addition of aliquots of the dilute TMPyP4 titrant using a calibrated micropipette. CD spectra were collected at mole ratios of 0:1, 1:1, 2:1, 3:1, and 4:1 for the TMPyP4/c-MYC 27-mer.
| RESULTS |
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The ITC thermograms were modeled using a multiple independent binding site nonlinear regression algorithm. The algorithm was implemented into the Mathematica 5.0 programming language and is defined by Eqs. 1 and 2.
![]() | (1) |
![]() | (2) |
Equations 1 and 2 describe the equilibrium and mass-balance relationships for the system being studied, where
j is the fraction of site j occupied by ligand, Xt is the total ligand concentration, [X] is the free ligand concentration, Mt is the total macromolecule concentration, Kj is the binding constant of process j, and nj is the total stoichiometric ratio for process j. Each of the equations is defined for k-binding sites, and solutions for any k-site binding process can be defined. Substituting Eq. 1 into Eq. 2 and expanding the polynomial in terms of the indeterminant [X] results in a (k + 1) degree polynomial. Thus, to determine a solution for a k-site independent binding process, roots of a (k + 1) degree polynomial must be found. A Mathematica 5.0 fitting algorithm was used to obtain a real root of the (k + 1) degree polynomial. Substitution of [X] into Eq. 1 allows the fraction of binding site j that is occupied to be calculated.
![]() | (3) |
![]() | (4) |
The total heat produced can be calculated from Eq. 3, where Vo is the initial volume of the sample cell and
Hj is the molar enthalpy change for process j. The differential heat is defined by Eq. 4, where i represents the injection number. Nonlinear regression was performed on parameters Kj, nj, and
Hj to obtain a best fit to the experimental data.
In the case of the quadruplex/TMPyP4 system, where saturation occurs at 4 mol drug/mol oligonucleotide, there are four unique binding sites and 64 microstate species possible as the titration proceeds from zero drug bound to saturation. Definitions of the macrobinding constants determined from these nonlinear regression fit models are given in Eqs. 58.
![]() | (5) |
![]() | (6) |
![]() | (7) |
![]() | (8) |
Since the quadruplex/TMPyP4 interaction can be modeled within experimental error only with two independent modes each having a stoichiometry of 2:1, the binding affinities for the first and second drug-binding interactions must be approximately equal, and the binding affinities for the third and fourth interactions must be approximately equal as well. Throughout the rest of this article, the parameter K1 refers to both of the highest-affinity sites (K1 and K2) in Eqs. 5 and 6 above, whereas the parameter K2 refers to both of the lower-affinity sites (K and K4) in Eqs. 7 and 8 above. The nonlinear regression fit (Fig. 1 A, solid line) is from a two-independent-sites model and the best-fit parameters listed in Tables 1 and 2. TMPyP4 binding to the two highest-affinity quadruplex sites, K1
0.55 x 107 M1, is
20 times tighter than binding to the two lower-affinity sites, K2
0.024 x 107 M1. 
G12 is approximately 2 kcal/mole, and 
H12 is approximately +6 kcal/mole. The large unfavorable change in the enthalpy change between mode 1 binding and mode 2 binding is obviously compensated to a large degree by a more favorable entropy change for the latter process. The free-energy change for each binding mode was parsed into the respective enthalpy and entropy contributions (Fig. 1 B). The two binding modes have distinctly different energetic profiles. The first is driven mainly by a favorable entropic contribution, whereas the second is driven by a large favorable enthalpy change. These energetic profiles are similar to those exhibited by duplex DNA interacting with groove binders and intercalators, respectively (43
47
).
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[K+]
630 mM) of the supporting electrolyte. The ITC results obtained for the highest potassium concentration (630 mM) are neither tabulated nor discussed, as the binding of TMPyP4 was too weak at this salt concentration (K2 < 1 x 103 M1), leaving the binding data subject to larger errors. The thermodynamic parameters obtained from fitting these ITC titrations are given in Tables 1 and 2. Over the range of 20200 mM added KCl, the free-energy, enthalpy, and entropy changes seem to be relatively insensitive to the ionic strength for either binding mode. Increasing the ionic strength decreases the affinity for both binding processes. For all salt solutions ([K+]
230 mM), the dissection of the free energy of binding for both binding modes exhibited the same energetic profiles discussed above. These results are somewhat surprising in light of known polyelectrolyte effects and the fact that ionic strength and the specific cation are known to affect the structure of the quadruplex (48
The temperature studies allowed us to estimate the
Cp for binding and to evaluate the role of water in the TMPyP4/quadruplex complex formation. Again the titration data were best fit with a two-independent-sites model at all temperatures. The best-fit parameters for these experiments are given in Tables 3 and 4. The heat-capacity changes were calculated by plotting the
Hi values versus temperature and fitting the data with a simple linear-regression line for each binding mode. The heat-capacity changes,
Cp1 and
Cp2, were 31 and 58 cal/mol·K, respectively. These
Cp values are small and indicate only small net changes in structured solvent on binding. Again, this result is interesting since solvation is important to DNA structure and many ligands bind to DNA with the concomitant expulsion of groove or spine water (49
51
).
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B
C); or 3), two different quadruplex conformers existing simultaneously in solution, each with its own unique melting temperature. Although the DSC data cannot unambiguously be used to identify which of these three possible processes is occurring, we believe the third process seems to be the most reasonable. This is based on the fact that the enthalpy changes for the two processes are similar in magnitude and from the fact that the equilibrium between these two conformations can be shifted by either drug binding or by the association of a shorter oligonucleotide having complimentary duplex-forming sequences and noninteractive bases directly adjacent to the quadruplex (data not shown). The relative percentages of each conformer at 25°C are
30 and 70% for the low-melting and high-melting conformers, respectively (in the absence of either TMPyP4 or the "capping sequence" just mentioned). The DSC results obtained for the highest potassium concentration (630 mM) are neither tabulated nor discussed, as the melting temperature of the quadruplex at this salt concentration was at or above the upper temperature limit of the instrument, leaving the melting data subject to larger errors. A plot of the DSC data for denaturation of the 27-mer G-quadruplex in 50230 mM [K+] is given in Fig. 2 B. (The enthalpy change data obtained from the two-state fits for both thermal transitions in Fig. 2 B have been plotted as a function of melting temperature in Fig. S2 in Supplementary Materials). In the 20-mM salt solution, the lower melting transition has a Tm of 67.5°C and the higher melting transition has a Tm of 81.3°C. In the 200-mM salt solution, the lower melting transition has a Tm of 83.4°C and the higher melting transition has a Tm of 97.4°C. As expected, the thermal stability of the quadruplex increased continuously with increasing ionic strength. As we mentioned above, we have analyzed our DSC data based on a model that assumes that each two-state transition observed in the thermogram reflects a uniquely folded conformation of the oligonucleotide. All of the thermograms are composed of at least two independent two-state thermal transitions.
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max. The
max shifts from 422 to 440 nm (18 nm) and the absorbance is attenuated by
35% (hypochromicity). The shift in wavelength and the hyperchromicity are indicative of intercalation of the TMPyP4 molecule into the quadruplex structure (52
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50% for the last two mole ratios of added drug. The TMPyP4 absorbance (at 440 nm) increased according to the free drug extinction coefficient once the quadruplex had been saturated with TMPyP4 (4 mol TMPyP4/mol 27-mer quadruplex). The UV-vis absorbtion spectrum 200440 nm for the solution containing TMPyP4 and the 27-mer qudruplex with a ratio of 4 mol drug/mol quadruplex is shown in Fig. 4 C.
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| DISCUSSION |
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G,
H, and T
S values for the two sites are weighted averages of all of the microstate values (55
The free energy changes (and energetic profiles) for binding TMPyP4 to the c-MYC 27-mer by either binding mode are approximately independent of both ionic strength and temperature. The apparently small electrostatic contribution to the TMPyP4 affinity is consistent with the results of the computational modeling, indicating that there are no significant electrostatic interactions in the formation of the end-capped complex, and very few weak (3.5- to 4-Å) electrostatic interactions in the formation of the intercalation complex (Supplementary Material). The limited temperature dependence, i.e., the small positive values for
Cp1 and
Cp2, suggests that there must be little or no net solvent restructuring accompanying complex formation (52
).
The thermal stability of the quadruplex was shown to increase with either TMPyP4 binding or increased ionic strength. At 630 mM ionic strength, little if any TMPyP4 binding was observed. Presumably, this is an indication that at high potassium concentrations, potassium ions might occupy TMPyP4 binding sites. We suspect that the effect of NaCl would be different; the salt dependence of both the quadruplex stability and TMPyP4 binding is really a combination of an ionic strength effect (screening) and a more specific counterion binding effect on the structure of the quadruplex in solution (e.g., Na+ versus K+).
We have used Eq. 9 to estimate the differential binding term for potassium ion binding to the quadruplex (56
,57
).
![]() | (9) |
In Eq. 9,
n is defined as the number of differentially bound ions that are released during quadruplex unfolding to a random coil,
is the activity coefficient for the released ion,
H is the enthalpy change for the quadruplex to random coil transition, Tm is the transition temperature, and
Tm/
log[K+] is determined from a plot of the melting temperature of the quadruplex versus the log of the potassium ion concentration. The value of
n for each of the two transitions is comparable (
n1 = 0.53, and
n2 = 1.01). See Fig. 5. Either value seems small in light of published structures showing three specifically bound potassium ions in the typical G-quadruplex structure (22
). We are not convinced that the difference between the
n values calculated from Eq. 9 and the number of potassium ions placed in the crystal structure is significant. We actually have shown in the accompanying supplementary materials that there is a simple linear relationship between the Tm and [K+]1/2, indicating that the change in Tm can be just as effectively predicted as a function of the activity coefficient for the potassium ion.
One conclusion, drawn in part from DSC obtained at low TMPyP4/quadruplex ratios (data not shown), is that the lower-melting conformer seen in the DSC experiment (Fig. 2 A) exhibits the highest average affinity for TMPyP4. It is well known that the c-MYC G-rich promoter sequence is theoretically capable of forming a variety of conformation isomers (40
,58
). Patel has reported on NMR structures for two mutant sequences exhibiting folding patterns that utilize different G-runs in the complete 27-mer wild-type sequence and have 1:2:1 bases in the connecting loops or 1:6:1 bases in the connecting loops (58
). We have done DSC experiments with a mutant that forms only the 1:6:1 loop isomer, and this sequence exhibits a single two-state melting transition with a Tm that is equal to the Tm of the lower-melting conformer in the wild-type c-MYC 27-mer quadruplex studied here. We might speculate that 1:2:1and 1:6:1 loop isomers are in equilibrium in the wild-type c-MYC 27-mer solution and that binding TMPyP4 to the lower-melting conformer would result in a concomitant transition from the 1:2:1 isomer to the 1:6:1 isomer. Therefore, the differences in the total heat seen in the titrations done at different salt concentrations may be due not only to differences in the enthalpy values for TMPyP4 binding, but also to the inclusion of some refolding heat in the total heat of binding measured in these solutions.
Seenisamy et al. reported that significant changes in the quadruplex circular dichroism spectra were observed to occur upon the addition of TMPyP4 up to a mole ratio of 4 mol drug/mol oligonucleotide (40
). It must be noted that these CD data were collected in the absence of K+. Photocleavage assay results published in the same work were interpreted to imply the binding of only 2 drug mol TMPyP4/mol quadruplex, both binding to end-cap regions. It is our belief that the intercalated TMPyP4 molecules would have had a smaller light absorption cross section than drug molecules in the end-capped positions. This is consistent with the hypochromicity observed in this study for the addition of TMPyP4 at mole ratios >2. In effect, photocleavage would occur predominantly near the end-capped TMPyP4 molecules and not near those that were intercalated. Haq et al., on the other hand, in other quadruplex model systems, stated that the quadruplex would be saturated with only 2 mol TMPyP4/mol oligonucleotide, both occupying intercalation cavities in the quadruplex structure comprised of four stacked G-tetrads (39
). Our data indicate that overlapping end-capping and intercalation interactions are present in the binding of TMPyP4 to the 27-mer quadruplex DNA construct.
All of our experimental data are consistent with a model for the binding of TMPyP4 to the 27-mer quadruplex that features 1), the presence of four TMPyP4 binding sites in the quadruplex; 2), the existence of two binding modes, one in which the favorable free energy change is partly due to a favorable entropy change and a second in which the favorable free energy change is opposed by an unfavorable entropy contribution; and 3), binding modes that each consist of two thermodynamically equivalent ligand-binding sites.
We conclude with a statement that this system is extremely complex. The c-MYC 27-mer sequence is theoretically capable of forming multiple folded quadruplex structures with both chain (parallel and antiparallel) and loop (1:6:1, 1:2:1, ...) isomers. In the work presented here, we report average thermodynamic parameters for binding of up to 4 mol TMPyP4 to an unknown mixture of quadruplex species. We have discussed that there are at least two conformers present with differing thermal stability, and that the lower-melting conformer(s) appears to have the higher affinity for TMPyP4. We have also gone out on a limb and suggested that our data are consistent with the native c-MYC sequence existing as a mixture of 1:6:1 and 1:2:1 intramolecular propeller-type parallel-stranded quadruplex structures, with TMPyP4 being preferentially bound to the 1:6:1 loop isomer.
| SUPPLEMENTARY MATERIAL |
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| ACKNOWLEDGEMENTS |
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Submitted on September 13, 2006; accepted for publication December 4, 2006.
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