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Innovative approaches to water security
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  • What is water security?
  • The availability of an acceptable quantity and quality of water for health, livelihoods, ecosystems and production, coupled with an acceptable level of water related risks to people, environments and economies”
  • (Grey and Sadoff 2007).
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