Open Access Article
Shabaaz Abdullaha,
Candace Davisonb,
Christie Jane Smitb,
Phiwokuhle Mbathaa,
Jo-Anne de la Mare*b and
Irvin Noel Booysen
*a
aSchool of Chemistry and Physics, University of KwaZulu-Natal, Pietermaritzburg, 3201, South Africa. E-mail: booyseni@ukzn.ac.za
bDepartment of Biochemistry, Microbiology and Bioinformatics, Faculty of Science, Rhodes University, PO Box 94, Grahamstown 6140, South Africa. E-mail: j.delamare@ru.ac.za
First published on 22nd September 2025
Herein, we report the formation and characterisation of novel rhenium(I) complexes with bidentate uracil chelating ligands. Three metal complexes including fac-[Re(CO)3(urda)Cl] (1) (urda = 5, 6-diamino-1, 3-dimethyluracil), fac-[Re(CO)3(uramb)Br] (2) (uramb = amino-5-((2-aminobenzylidene)amino)-1,3-dimethyluracil) and fac-[Re(CO)3(urqn)Br] (3) (urqn = amino-5-((isoquinolin-3-ylmethylene)amino)-1,3-dimethyluracil) were spectroscopically characterized. Structural elucidations were corroborated by single-crystal X-ray crystallography, TOF mass spectrometry, and elemental analysis. These metal complexes retain their structural integrity in aqueous media during UV-Vis spectrophotometric titrations. Anticancer screening of the metal complexes was done in two cancer cell lines, HCC70 and HeLa, as well as in a benign MCF12A cell line. In particular, while complex 1 was highly cytotoxic towards HeLa cells and was non-toxic to HCC70 TNBC and MCF12A non-cancerous cells, complex 2 displayed low micromolar toxicity in all three cell lines and was selected for further analysis. This metal complex exhibits dual DNA intercalation and groove-binding modes, however this did not lead to DNA damage as assessed by a comet assay. In addition, metal complex 2 did not appear to inhibit topoisomerase activity, suggesting a different mechanism of action from that reported for ruthenium complexes with topoisomerase inhibitory activities.
Schiff bases derived from 5, 6-diamino-1, 3-dimethyluracil (urda) have shown characteristic coordination behaviours towards the fac-[Re(CO)3]+ and [ReVO]3+ cores.7,8 Of particular interest is the model rhenium(I) complex, fac-[Re(CO)3(urpy)Br] (urpy = amino-1,3-dimethyl-6-((pyridin-2-ylmethylene)amino)uracil), where the neutral bidentate Schiff base chelator forms a five-membered chelate ring through its NiminoNpyridyl donor set. Consequently, the uracil pharmacophore remains uncoordinated, which, as per the design strategy, may promote a defined biodistribution pattern and strong binding with the cancerous target site. In fact, 5-substituted uracil complexes such as uracil mustard and fluorouracil are widely used as chemotherapeutic agents.9
Considering the favourable structural features of the model complex, the objective was to form and characterise new facial tricarbonylrhenium(I) complexes with bidentate uracil Schiff base chelators. Therefore, the rhenium(I) complex, fac-[Re(CO)3XBr] [X = amino-5-((2-aminobenzylidene)amino)-1,3-dimethyluracil (uramb) for 2, and amino-5-((isoquinolin-3-ylmethylene)amino)-1,3-dimethyluracil (urqn) for 3] were isolated, see Fig. 1. In addition, the rhenium complex, fac-[Re(CO)3(urda)Cl] (1), containing a coordinated urda ligand, afforded an interesting structure–activity relationship when compared to 2 and 3. Biomolecular interaction studies were performed to delineate the mechanism of anticancer activity of the most cytotoxic metal compound.
Synthesis of 6-amino-1,3-dimethyl-5-((uinoline-2-ylmethylene)amino)pyrimidine-2,4-(1H, 3H)-dione (urqn).
Urda (1.00 g; 5.88 mmol) was condensed with 2-quinolinecarboxaldehyde (0.92 g; 5.88 mmol) in hot ethanol (30 cm3) for 3 hours under reflux conditions. Afterwards, a yellow precipitate was claimed via vacuum filtration and washed with cold methanol, diethyl ether and petroleum ether. Thereafter, a yellow crystalline precipitate was obtained from hot recrystallisation in ethanol. Yield = 70%; melting point: 271.0–274.2 °C; infrared (vmax/cm−1): v(N–H)stretch 3107 (br), v(C
O) 1685, 1593 (s), v(C
N) 1497 (s), v(C–N) 1060 (s), v(N–H)bend 742 (s), 1H NMR (303 K ppm−1): 9.87 (s, 1H, H4), 8.61 (d, 1H, H10), 8.31 (d, 1H, H5), 8.01–7.95 (dd, 2H, H6, H9), 7.75–7.72 (t, 1H, H5), 7.59–7.55 (t, 3H, H3, H8), 3.43 (s, 3H, H2), 3.20 (s, 3H, H1), see Fig. S1; 13C NMR (303 K ppm−1): 157.97, 157.67, 154.66, 150.23, 149.88, 148.00, 136.17, 130.00, 129.31, 128.28, 128.25, 127.01, 118.68, 99.62, 30.94, 27.64, see Fig. S2; UV-Vis (DMF, λmax (ε, M−1 cm−1)): 385 nm (76
250), 282 nm (46
870); molecular mass (m/z): calcd: 309.32, found: 308 [M–H]−, 371 [M–H + 2MeOH]−, see Fig. S3; anal. calc. for C16H15N5O2: C, 62.13; H, 4.89; N, 22.64; found: C, 62.38; H, 4.55; N, 22.76%.
O)fac 2020, 1888 (s), v(C
O) 1713 (s), v(C
N) 1606 (s), v(C–N) 1519 (vs.), 1245 (s), v(N–H)bend 747 (s); 1H NMR (303 K ppm−1): 7.59 (s, 2H, N5H2), 6.51 (d, 1H, N10H), 4.86 (d, 1H, N10H′), 3.34 (s, 3H, C10H3), 3.21 (s, 3H, C6H3); 13C NMR (303 K ppm−1): 197.86, 197.59, 192.91, 168.62, 153.63, 149.08, 90.91, 30.63, 28.47, see Fig. S4; UV-Vis (DMF, λmax (ε, M−1 cm−1)): 365 nm (456), 488 nm (310); molecular mass (m/z): calcd: 475.86, found: 475 [M]−, 439 [M–Cl]−; anal. calc. for C9H10ClN4O5Re: C, 22.72; H, 2.12; N, 11.77; found: C, 23.12; H, 2.03; N, 11.81%.
O)fac 2024 (s), 1900 (vs.), v(C
O) 1662 (s), v(C
N) 1638 (s), v(C–N) 1474 (s), 1206 (s), v(N–H)bend 747 (s); 1H NMR (303 K ppm−1): 8.31 (s, 1H, H8), 7.73–7.70 (d, 1H, N2H), 7.60–7.56 (t, 1H, H17), 7.52–7.51 (d, 1H, H18), 7.39–7.31 (m, 2H, H15, H16), 6.60 (s, 2H, N6H2), 6.46–6.43 (d, 1H, N2H′), 3.45 (s, 3H, C10H3), 3.31 (s, 3H, C13H3); 13C NMR (303 K ppm−1): 194.16, 178.51, 151.30, 147.52, 141.69, 136.28, 134.97, 130.51, 128.34, 126.87, 116.75, 116.04, 112.98, 29.85, 28.36, see Fig. S5; UV-Vis (DMF, λmax (ε, M−1 cm−1)): 297 nm (46
308), 367 nm (23
382), 441 nm (14
697); molecular mass (m/z): calcd: 623.43, found: 622 [M–H]−; anal. calc. for C20H23BrN5O6Re: C, 34.54; H, 3.33; N, 10.07; found: C, 34.42; H, 2.68; N, 9.94%.
:
1 molar coordination reaction between urqn (0.1523 g, 0.492 mmol) and [Re(CO)5Br] (0.2000 g, 0.492 mmol) by refluxing the resultant solution for 6 hours in dry toluene (30 cm3) at 100 °C under an inert atmosphere. Subsequently, a red precipitate was filtered and washed with cold methanol, diethyl ether and petroleum ether. Red cubic crystals were obtained via slow diffusion of hexane into dichloromethane. Yield: 64%; melting point: 290.8–293.9 °C. Infrared (vmax/cm−1): v(N–H)stretch 3209 (br, m), v(C
O)fac 2020 (s), 1890 (vs.), v(C
O) 1692 (s), v(C
N) 1610 (vs.), v(C–N) 1500 (s), 1442 (s), 1057 (s), v(N–H)bend 753(s); 1H NMR (303 K ppm−1): 9.61 (s, 1H, H4), 9.00 (d, 1H, H16), 8.70 (t, 1H, H17), 8.45 (d, 1H, H12), 8.32 (d, 1H, H13), 8.20–8.16 (t, 1H, H18), 7.99–7.95 (t, 1H, H19), 7.49 (d, 2H, N6H2), 3.43 (s, 3H, C9H3), 3.26 (s, 3H, C7H3); 13C NMR (303 K ppm−1): 196.90, 195.16, 185.99, 177.04, 156.56, 155.52, 149.62, 148.53, 146.86, 141.82, 133.49, 130.01, 129.70, 128.79, 124.72, 106.94, 30.18, 28.17, see Fig. S6; UV-Vis (DMF, λmax (ε, M−1 cm−1)): 336 nm (21
620), 455 nm (18
740); molecular mass (m/z): calcd: 659.46, found: 658 [M–H]−; anal. calc. for C19H15BrN5O5Re: C, 34.60; H, 2.29; N, 10.62; found: C, 34.75; H, 2.09; N, 10.39%.
:
1 coordination reactions of [Re(CO)5X] (X = Cl for 1, Br for 2 and 3) with the free ligands: urda, uramb and urqn, respectively.
Indicative of the model rhenium(I) complex, fac-[Re(CO)3(urpy)Br], the uracil Schiff base chelators of 2 and 3 act as neutral bidentate chelators but have different donor sets, viz. NiminoNamino for 2 and NiminoNquinoline for 3. However, the urda chelator of 1 coordinates via its uracil ketonic oxygen and an amino nitrogen, which is indicative of a reported mononuclear complex, fac-[ReCl(CO)3(DANU)] (DANU = 6-amino-1,3-dimethyl-5-nitroso-2,4-(1H, 3H)-uracil) that has the same donor set of 1.11 Despite the fact that the metal complexes were recrystallised in the same manner, low conversion yields were attained for 1 and 2, whereas 3 was isolated in moderate to high yields. In addition, the metal complexes are soluble in polar organic solvents such as methanol, ethanol, dichloromethane, acetonitrile and tetrahydrofuran.
Generally, the 1H NMR signals of 2 and 3 shift downfield relative to the analogous signals of their corresponding free-ligands, which emphasises the differences in the chemical environments between the former and the latter, see Fig. S7 and S8. In fact, the protons of the coordinated amino nitrogen are split in the NMR spectrum of 1, and these signals resonate as doublets at 6.51 and 4.86 ppm, see Fig. S9. It is apparent that the electronic properties of the chelators' Schiff base functionalities are altered upon coordination to the fac-[Re(CO)3]+ core since the imino singlets of the coordinated and free Schiff bases differ. A similar spectral trend is observed in 3, when comparing the imino signal of the metal complex (at 9.61 ppm) and its corresponding free-ligand (at 9.87 ppm). Also, in the case of 2, a substantial downfield shift in the imino proton singlet (at 8.31 ppm) is observed with respect to the related signal of the uncoordinated Schiff base (at 9.65 ppm).
A fingerprint feature of the infrared spectra of the rhenium(I) complex are narrow [2020 cm−1 for 1 2024 cm−1 for 2 and 2020 cm−1 for 3] and broad [1888 cm−1 for 1, 1900 cm−1 for 2 and 1890 cm−1 for 3] intense vibrations of their carbonyl co-ligands which are arranged in facial orientations around their respective central metal centres, see Fig. S10–S12.12 Infrared vibrations associated with the amine stretching and bending modes occur as medium-intensity and broad bands in the following regions: 3187–3213 cm−1 [for v(N–H)stretch] and 747–755 cm−1 [for v(N–H)bend]. Strong Schiff base v(C
N) vibrations of the metal complexes 2 and 3 appear at 1638 and 1610 cm−1, which are comparable to other signals of the Schiff base rhenium(I) complex that occurs in the range of 1562–1643 cm−1.8,13,14 Of particular interest is that more energy is required to vibrate the uracil ketonic bond of 1 vibrates (at 1713 cm−1) oppose to the analogous v(C
O) signals of the that's attributed to the metal centre of 1 coordinating directly to its urda moiety, see Fig. S10.
The electronic spectra of the mononuclear metal complexes illustrate alterations in their pi–pi* intra-ligand transitions (<380 nm) compared to those of the free Schiff bases. In turn, the aforementioned spectral trend rationalises the variations in the NMR signals of the chelator and free-Schiff base pairs. This is further emphasised by charge transfers occurring from the metal centres to their individual donor sets, and these MLCT bands are found at 488 nm for 1, at 441 nm for 2 and at 455 nm for 3, see Fig. S13–S15.15 Metal-based d–d transitions aren't apparent due to the low-spin d6 electron configurations of their central metal atoms.13
In the mass spectra of metal complexes 1–3, the molecular ion peaks appear in the SI-negative mode, see Fig. S16–S18. Two significant peaks were present in the MS spectrum of complex 1, which were assigned M–Cl]− (at m/z 439) and [M]− (at m/z 475). Mass spectrometric analyses of 2 and 3 reveal molecular ion peaks corresponding to a loss of a proton for each species. Their elemental analysis data indicated that the metal complexes are pure since the differences between the theoretical and experimental CHN elemental compositions are below 0.5%. In the case of 2, the rigorous drying of its crystalline material in a vacuum oven led to the removal of one THF solvent molecule from the crystal lattice.
:
8 ratio comprised of its molecules and tetrahydrofuran molecules of recrystallisation, see Fig. 3. The molecules of 3 adopt a P21/c space group, where the monoclinic unit cells occupy four molecules, see Fig. 3.
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| Fig. 2 A solid-state structure showing the two crystallographically-independent molecules of 1 along with their solvent molecules of recrystallisation. | ||
Extensive intermolecular interactions occurring between adjacent molecules of 1 and their neighbouring solvent molecules of recrystallisation allow both independent crystallographic molecules to pack in columns aligned with the [a] and [b] axes, while molecules B of 1 run parallel with the [c] axis, see Fig. S19. More specifically, the hydrogen bonding interactions observed in 1 includes: Cl1⋯H71 [2.64(3) Å], Cl1⋯H80 [2.42(5) Å], Cl2⋯H72 [2.36(5) Å], Cl2⋯H82 [2.86(4) Å], O9⋯H70 [2.12(4) Å], O5⋯H83 [2.15(5) Å], O10⋯H81 [2.05(4) Å], O11⋯H82 [2.33(4) Å] and O11⋯H73 [2.06(4) Å]. Indicatively, neighbouring molecules of 2 are interlinked through classical hydrogen-bonding contacts which are further supported through contacts with the adjacent solvent molecules of recrystallization: O2⋯H63 [2.24(4) Å], O1⋯H63 [2.29(4) Å], O5⋯H62 [2.86(4) Å] and O3⋯H61 [2.00(4) Å] while intramolecular interaction occurs between the bromo co-ligand and one of the amino hydrogens [Br1⋯H60 = 2.71(4) Å], see Fig. S20. Consequently, the molecules of 2 stacks are perpendicular to the [a]-axis but parallel to the [b] and [c]-axes.
The main stabilising factors of the crystal lattice for 3 also constitute intramolecular bonding [Br1⋯H7 = 2.6437 Å for 3], see Fig. 4. The aforementioned interactions facilitate the molecules of 3 to pack in columns parallel to the [b]-axis, see Fig. S21. The variable degree of flexibility along the aliphatic imino functionalities induces different dihedral angles. In particular, the individual uracil and phenyl groups of 2 lie at 68.72° and 38.56° out of the defined C19C20N2N3 equatorial plane. The respective quinoline and uracil planes cut the defined equatorial N1N2C1C2 plane of 3 by 9.22° and the 64.07°. Crystallographic independence of the two molecules for 1 is further emphasised by their different dihedral angles between corresponding uracil rings and basal planes: N9O15C1C2 at 8.29° for molecule B and N5O14C11C13 at 18.19° for molecule A.
The metal centres of 1–3 are in the centres of their corresponding distorted octahedra, which are largely induced by their constrained bite angles: O15–Re1–N9 = 76.94(9)° and O14–Re2–N5 = 76.88(9)° for 1, N3–Re1–N2 = 83.2(1)° for 2 and 74.95(6)° for 3, see Tables S2–S4. The latter geometrical parameters lead to non-linearity in the bond angles [C2–Re1–N9 = 172.6(1)°, C31–Re1–O15 = 171.8(1)°, C12–Re2–O14 = 175.6(1)° and N5–Re2–C11 = 172.7(1)° for 1, N2–Re1–C19 = 177.0(1)°, C20–Re1–N3 = 175.3(1)° for 2 and C1–Re1–N2 = 176.87(8)°, N2–Re1–C2 = 172.34(8)° for 3] making up the defined equatorial planes of C2C31N9O15 and C12C11N5O4 for 1, C19C20N2N3 for 2 and C1C2N1N2 for 3. With the exception of 3 with a Br1–Re1–C30 bond angle of 178.31(7)°, the assigned individual axial planes [C11–Re1–C12 = 173.0(5)°, Cl3–Re2–Cl1 = 174.7(1)° for 1 and C5–Re1–Br1 = 173.5(1)° for 2] of the remaining Complex considerably deviates from the 180° ideal octahedral angle which could be largely ascribed to the intermolecular interactions occurring with the halide co-ligands.
Rhenium-to-carbonyl bond distances of 2 and 3 are comparable to those found within other facial tricarbonylrhenium complexes having Re–C bonds in the ranges of 1.892(7)–1.954(7) Å.8,14,16 Aside from molecule A of 1, where the equatorial and axial Re–C bonds are identical, the Re–C bonds of the other metal Complex differs, which is attributed to the influence of the trans-positioned donor atoms imposed on the corresponding organometallic bonds. In 1, Re–Oketonic bonds [Re(1)–O(15) = 2.181(2) Å, and Re(2)–O(14) = 2.1660(19) Å] are relatively similar to those found within other tricarbonyl rhenium(I) complexes: fac-[Re(CO)3Cl(DANTU)] (DANTU = 6-amino-1,3-dimethyl-5-nitroso-2-thiouracil), fac-[Re(CO)3(H2O) (VIOH−1)] (VIOH−1 = violuric acid) and fac-[Re(CO)3(H2O)(DVIOH−1)] (DVIOH−1 = dimethyl violuric acid) with bond lengths of 2.166(4) Å, 2.159(6) Å and 2.141(4) Å, respectively.11 Furthermore, Re–N bonds of 1 [2.207(3) Å and 2.215(3) Å] are longer than those of the other metal complexes, which can be simply ascribed to the variable hybridizations of amino nitrogen in 1 oppose to the imino nitrogen atoms in the 2 and 3 [2.187(3) Å, 2.1694(17) Å and 2.1852(18) Å].
A noticeable difference is observed within the Re–Cl bond distances [Re1–Cl2 = 2.4775(7) Å and Re2–Cl1 = 2.4945(7) Å] of 1, which is tentatively ascribed to different inter- and intramolecular interactions experienced by molecules A and B. However, the aforementioned coordination bonds are still close to the upper and lower limits of analogous bonds [viz. Re–Cl = 2.4741(8)–2.499(1) Å] of other rhenium(I) complexes.8,16 The larger atomic radius of the bromide co-ligands affords longer metal coordinative bonds [Re–Br = 2.6221(4) Å for 2 and 2.6064(2) Å for 4] than the rhenium-to-chloride bonds17,18
Interestingly, the ketonic bond in the solid-state structure of uncoordinated urda has a bond distance of 1.237(2) Å, which is lengthening to 1.273(4) Å [C17–O15 in molecule A] and 1.269(4) Å [C4–O14 in molecule B] upon coordination to the respective metal centres, while the uncoordinated C
O bonds of 1 (1.224(3) Å [C18–O9 in molecule A] and 1.227(5) Å [C7–O5 in molecule B]) are nearly the same as found within the crystal structure of free urda.19 As expected for imino aliphatic bonds with a bond order of 2 [1.291(4) Å for 2 and 1.288(3) Å for 3], their bond lengths are shorter than those of the uracil [1.381(5) Å and 1.383(3) Å for 1, 1.377(4) Å for 2 and 1.401(3) Å for 3].8
| Complex | HCC70/μM (IC50 and SD) R2 | HeLa/μM (IC50 and SD) R2 | MCF12A/μM (IC50 and SD) R2 |
|---|---|---|---|
| 1 | IC50 > 400 | 3.174 ± 1.0727 | 230.7 ± 1.4181 |
| * NT | 0.9859 | 0.9564 | |
| 2 | 5.233 ± 1.0280 | 9.862 ± 1.0852 | 7.817 ± 1.1261 |
| 0.9986 | 0.9953 | 0.9986 | |
| 3 | 12.61 ± 1.1083 | 100.7 ± 1.1427 | 14.64 ± 1.1859 |
| 0.9839 | 0.9934 | 0.9877 | |
| Paclitaxel | 54.34 ± 1.0565 nM | 66.98 ± 1.0174 nM | 87.86 ± 1.0819 nM |
| 0.9706 | 0.9968 | 0.9351 |
Complex 3 was less potent to the HeLa cells, with an IC50 value of 101 μM (100.7 ± 1.1427), while it displayed moderate cytotoxicity against the HCC70 cells, with an IC50 value of 13 μM (12.61 ± 1.1083), again reflecting a difference in toxicity between breast and cervical cancer cell lines, however displaying an inverse trend to that displayed by complex 1. Complex 3 was also relatively toxic to MCF12A cells, displaying an IC50 of 15 μM (14.64 ± 1.1859) in this cell line. Complex 2 was selected as the focus for further mechanistic analysis based on its high cytotoxicity overall.
Comparatively, the chemotherapeutic drug, paclitaxel, was more toxic to all three cell lines and produced IC50 values in the nanomolar range. In particular, IC50 values of 54 nM (54.34 ± 1.0565 nM) and 67 nM (66.98 ± 1.0174 nM) were obtained in HCC70 and HeLa cells, respectively.20,21 The organotherapeutic cancer drug, paclitaxel, can, however, be classified as non-selective as indicated by the similar IC50 value of 88 nM (87.86 ± 1.0819 nM) obtained in the non-tumorigenic MCF12A cell line. Despite this lack of selectivity, paclitaxel is currently used in the clinic to treat various cancers.22
The ability of complex 2 to bind to genomic DNA extracted from HCC70 TNBC cells was assessed by agarose gel electrophoresis and ethidium bromide (EtBr) competition. EtBr is a DNA intercalating fluorescent dye (Sigmon and Larcom, 1996) and thus a decrease in band intensity indicates that a compound is able to bind to the DNA and displace EtBr.24 This is observed for the cisplatin positive control, a known DNA intercalator, but is not observed for complex 2 at either 50 or 200 μM, in comparison to the DMSO control (see Fig. 6A).25
Next, a more sensitive methylene blue assay was performed to assess the intercalation ability of complex 2 spectroscopically. Methylene blue produces a fluorescent peak between 660 and 680 nm; however, this is quenched when the dye is bound to DNA.26,27 A competitive intercalator would thus result in increased methylene blue fluorescence, and this is indeed observed for complex 2 at the higher concentration of 200 μM, in relation to the DNA alone, compounds alone, or DNA and DMSO controls (see Fig. 6B).
The UV-Vis spectral profile of 2 illustrates hyperchromism of its pi–pi* intra-ligand electronic transition at 363 nm upon sequential additions of CT-DNA, see Fig. S22. This spectral trend is synonymous with DNA groove-binding, which is supported by the fact that the intrinsic DNA binding constant of 2 (3.0 × 104 M−1) which is below those of DNA intercalating octahedral d-block metal complexes with Kb values > 106 M−1.34,35 However, a diffused isosbestic point at 412 nm is indicative of different DNA-metal complex adducts forming during the respective titrimetric experiments. Therefore, it can be hypothesised that metal complex 2 is classified as a tandem DNA intercalator and groove-binder.
The DNA binding experimental studies were corroborated by the in silico studies using the optimised conformer of 2 and DNA structural conformers produced from different DNA crystal structures. The lowest energy metal complex-DNA adducts revealed that 2 can computationally exhibit both DNA groove-binding capability and intercalation modes simultaneously. Energetically, the DNA intercalating metal complex into DNA structure generates a lower binding energy of −12.59 kcal mol−1 compared to the binding energy of −6.62 kcal mol−1 when the optimised conformer of 2 occupies the DNA major groove, see Fig. S23 and S24. Consequently, the computational data affirms the experimental trends found within the competitive DNA binding assays and UV-Vis spectrophotometric titrations.
CCDC 2091662, 2091664 and 2091665 contain the supplementary crystallographic data for this paper.41a–c
Supplementary information is available. See DOI: https://doi.org/10.1039/d5ra05387k.
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