Abstract

Invasive species are among the major driving forces behind biodiversity loss. Gene drive technology may offer a humane, efficient and cost-effective method of control. For safe and effective deployment it is vital that a gene drive is both self-limiting and can overcome evolutionary resistance. We present HD-ClvR in this modelling study, a novel combination of CRISPR-based gene drives that eliminates resistance and localises spread. As a case study, we model HD-ClvR in the grey squirrel (Sciurus carolinensis), which is an invasive pest in the UK and responsible for both biodiversity and economic losses. HD-ClvR combats resistance allele formation by combining a homing gene drive with a cleave-and-rescue gene drive. The inclusion of a self-limiting daisyfield gene drive allows for controllable localisation based on animal supplementation. We use both randomly mating and spatial models to simulate this strategy. Our findings show that HD-ClvR could effectively control a targeted grey squirrel population, with little risk to other populations. HD-ClvR offers an efficient, self-limiting and controllable gene drive for managing invasive pests.

Highlights

  • We show that in the spatial model, complete population suppression is achieved approximately 5 years later than in the randomly mating population model

  • We explored how the placement of supplemented animals could impact population suppression

  • Our results show that spatial dynamics of supplementation placement are not prohibitive to the spread of the gene drive, but that with an optimised strategy, spread at a rate equal to randomly mating population can be achieved

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Summary

Methods

The first section details the randomly mating population model, and the second the spatial model. We adopted the work of Prowse et al.[16] and implemented new features. This model is an individual-based, stochastic, discrete-time model of a randomly mating population. We model the homing and subsequent inheritance of the gene drive. By running this stochastic model several times, we obtain an impression of the possible outcomes.

Results
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Conclusion

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