Making Sense Of Bitcoin And Blockchain Technology

This discrepancy makes it extremely difficult for information on the blockchain to be changed without notice. The key thing to understand here is that Bitcoin merely uses blockchain as a means to transparently record a ledger of payments, but blockchain can, in theory, be used to immutably record any number of data points. As discussed above, this could be in the form of transactions, votes in an election, product inventories, state identifications, deeds to homes, and much more. Crypto reduces the need for individualized currencies and central banks- With blockchain, crypto can be sent to anywhere and anyone in the world without the need for currency exchanging or without interference from central banks. Every node has its own copy of the blockchain and the network must algorithmically approve any newly mined block for the chain to be updated, trusted and verified. Since blockchains are https://diigo.com/0odo88 transparent, every action in the ledger can be easily checked and viewed.

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"