In contrast, a decentralized currency is not backed by a government or authoritative party, and Look at this website its acceptance is not guaranteed. Instead, the currency’s value is completely determined by whatever its users are willing to trade for it. This decentralized structure is largely the product of libertarian ideology, holding that the government should not have substantial control over the supply of currency. These are similar points to those made by ODI’s Chief Executive Sara Pantuliano to the World Economic Forum in February.

<img 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"

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