100% Complete Bitcoin Price History Graph + Related Events 2009

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</html><description>There has been much speculation as to the identity of Satoshi Nakamoto with suspects including Dai, Szabo, and Finney &#x2013; and accompanying denials. The possibility that Satoshi Nakamoto was a computer collective in the European financial sector has also been discussed. In the early days, Nakamoto is estimated to have mined 1 million bitcoins. One 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</thumbnail_url></oembed>