| Literature DB >> 32798602 |
Thomas R Lane1, Julie Dyall2, Luke Mercer3, Caleb Goodin3, Daniel H Foil1, Huanying Zhou2, Elena Postnikova3, Janie Y Liang2, Michael R Holbrook2, Peter B Madrid4, Sean Ekins5.
Abstract
We have recently identified three molecules (tilorone, quinacrine and pyronaridine tetraphosphate) which all demonstrated efficacy in the mouse model of infection with mouse-adapted Ebola virus (EBOV) model of disease and had similar in vitro inhibition of an Ebola pseudovirus (VSV-EBOV-GP), suggesting they interfere with viral entry. Using a machine learning model to predict lysosomotropism these compounds were evaluated for their ability to possess a lysosomotropic mechanism in vitro. We now demonstrate in vitro that pyronaridine tetraphosphate is an inhibitor of Lysotracker accumulation in lysosomes (IC50 = 0.56 μM). Further, we evaluated antiviral synergy between pyronaridine and artesunate (Pyramax®), which are used in combination to treat malaria. Artesunate was not found to have lysosomotropic activity in vitro and the combination effect on EBOV inhibition was shown to be additive. Pyramax® may represent a unique example of the repurposing of a combination product for another disease.Entities:
Keywords: Antiviral; Ebola; Lysosomotropic; Machine learning
Mesh:
Substances:
Year: 2020 PMID: 32798602 PMCID: PMC7425680 DOI: 10.1016/j.antiviral.2020.104908
Source DB: PubMed Journal: Antiviral Res ISSN: 0166-3542 Impact factor: 5.970
Fig. 1Lysosomotropic machine learning model. 5-fold cross validation receiver operator curve as well as multiple metrics depicting the internal validation of this Bayesian model (ECFP6).
Physicochemical properties and Assay Central lysosomotropic machine learning predictions for compounds tested in vitro. Larger prediction scores have a higher probability of activity. An applicability score of 1 indicates that all the fragments are in the model and may indicate the molecule is in the training set (chloroquine is in the training set) (Calculated with ACD/Labs PhysChem Batch program$ (Ploemen et al., 2004)). Predicted pka's (negative log of the acid dissociation constant) were obtained from DrugBank, which were initially calculated using Chemaxon. AlogP (predicted log octanol-water partition coefficient was calculated via Discovery Studio).
| Name | pKa (predicted) | Pka (Experimental) | AlogP | Lysosomotropic Prediction Score | Lysosomotropic Applicability Score |
|---|---|---|---|---|---|
| Chloroquine | 10.32 (Strongest Base) | 4.0, 8.4 and 10.2 ( | 4.34 | 1.09 | 1 |
| Artesunate | 3.77 (Strongest Acid), −4.2 (Strongest Base) | 4.6 ( | 1.84 | 0.31 | 0.21 |
| Quinacrine | 10.33 (Strongest Base) | N/A | 5.67 | 1.00 | 0.68 |
| Tilorone | ~8.6$ | N/A | 4.56 | 0.75 | 0.69 |
| Pyronaridine | 7.96 (Strongest Acid), 10.08 (Strongest Base) | 7.08, 7.39, 9.88 and 10.30 ( | 6.19 | 0.68 | 0.51 |
Fig. 2Inhibition analysis of total fluorescent intensity/cell of lysotracker red by chloroquine, pyronaridine and artesunate in MCF7 Cells. Lysotracker accumulation in lysosomes is pH dependent, therefore a reduction in signal from the lysotracker suggests a pH increase in these organelles. This is proposed to be caused by accumulation of the charged base of the lysosomotropic compound in the lysosome, which in a lower pH environment becomes neutralized and trapped in the organelle. A) Representative images showing Lysotracker lysosomal accumulation inhibition at various concentrations. B) Graphical representation and quantification (Parentheses represent 95% CI) of the dose-dependent effect of on Lysotracker accumulation in lysosomes (Error bars represent SEM). Outliers were identified using the ROUT method (Q = 10%) and consequentially removed. C) Measure of cellular toxicity at concentrations and times mimicking the inhibition assays.
Fig. 3Combination data for the pyronaridine and artesunate checkerboard assay in HeLa cells. A) Inhibition/cytotoxicity plots for the pyronaridine and artesunate controls (compound tested in the absence of the other compound). Controls were run in triplicate at 5 concentrations per plate, so the total number from replicates for each compound varied (Pyronaridine, n = 27; Artesunate, n = 18). Error bars represent the SEM at each concentration tested. B) Graphical representations (from left to right) of the inhibition plots of the smoothed raw data, predicted additive inhibition and predicted inhibition using the 7-parameter BRAID analysis. It is noted that inhibition data under toxic concentrations (>50% cell death) were removed from the analysis. The “Additive” or “BRAID” error represents the corresponding accuracy of fit with the “Observed Effect”. κ represents the combinatory effect where κ = 0 implies additivity, and κ > 0 implies synergy, “strong synergy” corresponds to κ = 2.5, “mild synergy” corresponds to κ = 1, “mild antagonism” corresponds to κ = −0.66, and “strong antagonism” corresponds to κ = −1. C) Representation of the cytotoxicity (toxicity is representative of % cell death from control) arranged in the same manner as inhibition.