| Literature DB >> 30079210 |
Eilidh K Leitch1, Nagarajan Elumalai1, Maria Fridén-Saxin2, Göran Dahl3, Paul Wan3, Paul Clarkson4, Eric Valeur2, Garry Pairaudeau4, Helen Boyd5, Ali Tavassoli1,6.
Abstract
Cellular uptake of circulating cholesterol occurs via the low density lipoprotein receptor (LDLR). The E3 ubiquitin ligase IDOL is a mediator of LDLR degradation, with IDOL homodimerization thought to be required for its activity. To probe the possibility of modulating LDLR levels with an inhibitor of IDOL homodimerization, we screened a SICLOPPS library of 3.2 million cyclic peptides for compounds that disrupt this protein-protein interaction. We identified cyclo-CFFLYT as the lead inhibitor, and improved its activity through the incorporation of non-natural amino acids. The activity of the optimized cyclic peptide was assessed in hepatic cells, with a dose-dependent increase in LDLR levels observed in the presence of our IDOL homodimerization inhibitor.Entities:
Year: 2018 PMID: 30079210 PMCID: PMC6050537 DOI: 10.1039/c8sc01186a
Source DB: PubMed Journal: Chem Sci ISSN: 2041-6520 Impact factor: 9.825
Fig. 1Identification of RINGPep1 from a SICLOPPS library. (a) Schematic of IDOL RTHS. The expression of the 434-IDOL fusion protein is induced by IPTG. IDOL dimerization leads to the formation of a functional repressor that prevents expression of the 3 reporter genes downstream: His3 (imidazole glycerol phosphate dehydratase), KanR (aminoglycoside 3′-phosphotransferase, kanamycin resistance), and LacZ (β-galactosidase). A cyclic peptide inhibitor of IDOL homodimerization will disrupt the repressor, leading to expression of the reporter genes and survival of the host colony on selective media. (b) Drop spotting analysis of RINGPep1 activity in the IDOL RTHS; serial dilutions (2.5 μL of ∼10 cells per mL) of the IDOL RTHS and the IDOL RTHS containing a SICLOPPS plasmid encoding RINGPep1. In the absence of IPTG and arabinose the strains have full growth capability, however upon addition of 25 μM IPTG (inducer of 434-IDOL) and 6.5 μM arabinose (inducer of SICLOPPS) the IDOL RTHS displays inhibition of growth, which is restored in the strain containing the plasmid encoding RINGPep1. (c) The residues on IDOL perturbed by RINGPep1 binding identified by 1H 15N HSQC NMR are shown in blue (for spectrum see ESI Fig. 5,† for additional views of the structure, see ESI Fig. 6†). Each monomer of the IDOL homodimer is shown in a different shade of pink. (d) Assessing the binding of RINGPep1 to IDOL by MST reveals a Kd of 38.5 ± 3.0 μM. Data represented as mean ± SEM, n = 3.
Affinities obtained by SPR for the cyclic peptides hits identified in our screen
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Colour coding: T or S residues are shown in red, I/L–I/L–F/Y motifs shown in green, aliphatic residues in position 3 shown in blue.
Fig. 3Assessing Tat-RINGPep2 activity in hepatocyte cells. (a) HepG2 cells were treated with Tat-RINGPep2 (0–50 μM) or Tat-ScramPep (50 μM) for 48 h in serum rich media followed by 24 h in serum free media. (b) ΔIDOL HepG2 cells were treated with tat-RINGPep2 (0–50 μM) or Tat-ScramPep (50 μM) as above. (c) HepG2 cells were treated with Tat-RINGPep2 (0–35 μM) as above to determine a cellular EC50. (d) HepG2 cells were treated with 0 μM or 50 μM Tat-RINGPep2 as above. (e) HepG2 cells were treated with 0 μM or 50 μM Tat-RINGPep2 for 72 h in lipoprotein depleted serum and mRNA levels detected by RT-qPCR. Genes expression levels were normalised to 18S and β-actin levels. Data is shown as fold change of Tat-RINGPep2-treated samples versus untreated cells. All data shown as mean ± SEM, n = 3, p values for significant changes (t-test) are shown on the graph. (f) Graphical representation of the LDLR regulatory pathways, and an overview of the effect of RINGPep2 observed in cells.
Fig. 2Characterizing the activity of RINGpep2. (a) Structure of RINGPep2 (cyclo-CF-Cha-LYT). (b) Binding of RINGpep2 to IDOL as measured by MST (Kd = 4.6 ± 1.4 μM). (c) RINGPep2 (100 μM) increases the apparent Kd of IDOL homodimerization from 2.9 ± 0.1 μM to 11.1 ± 0.3 μM. Data represented as mean ± SEM, n = 3.