"Hal Finney received the first Bitcoin transaction. Here's how he describes it". "Cryptocurrency mining operation launched by Iron Bridge Resources". Liquidity is estimated by a bitcoinczechia.com 365-day running sum of transaction outputs in USD. The system used is based on Adam Back's 1997 anti-spam scheme, Hashcash. As of 2014, XBT, a code that conforms to ISO 4217 though is not officially part of it, is used by Bloomberg L.P., CNNMoney, and xe.com. It does not conform to ISO 4217 as BT is the country code of Bhutan, and ISO 4217 requires the first letter used in global commodities to be 'X'.

If you quickly spend some stolen bitcoins on, then it becomes very different to later recover those bitcoins, since now they may be in possession of honest parties. What this implies of course is an evolution into “banks”, a group of entities with sufficient resources and staying power to dedicate specialized BTC infrastructure for transaction handling. Actually bitcoin is inherently deflationary if you believe that the size of the bitcoin economy will grow faster than the money supply. Although not quite intuitive, it does make sense upon reflection that the money supply reflects the value of the economy it represents. If the money supply is growing faster than the underlying economy then you get inflation.

A paper wallet is a type of cold wallet in which the public and private keys needed for a transaction are printed on a piece of paper for an extra measure of security. A transaction cannot be made without the information on the piece of paper, which is generated online and can then be printed. More often used for long-term or high-security investments, they’re intentionally slower to use than other kinds of cryptocurrency wallets. You store your cryptocurrency in something called a digital wallet—usually in an app or through the vendor where you purchase your coins.

Because physical assets were cumbersome to carry and prone to loss and theft, however, banks retained them for users, producing notes confirming users’ bank holdings. This article explains what bitcoin is, how the system behind it works, and gives baseline information on investing in the most well-known of all crypto coins. Over $1B of investment into Bitcoin and blockchain companies use this link has taken place resulting in thousands of companies and hundreds of thousands of individuals involved from around the world. The 'crypto' in cryptocurrency refers to cryptography, a type of encryption. In bitcoin's case that encryption is based on the SHA-256 algorithm designed by the US National Security Agency. It is regarded as virtually impossible to crack, according to IBM.

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"

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