This precludes the cryptocurrency from being spent, resulting in its effective removal from the markets. Some crypto schemes use validators to maintain the cryptocurrency. In a proof-of-stake model, owners put up their tokens as collateral. In return, they get authority over the token in proportion to the amount they stake. Generally, these token stakers get additional ownership in the token over time via network fees, newly minted tokens or other such reward mechanisms. Transactions consist of one or more inputs and one or more outputs.
We asked five artists — all new to http://eduardolnvh868.evenweb.com/the-master-blog-7925/10-cities-that-are-bitcoin blockchain — to create art about its key benefits. See what they made, then learn more from IBM clients and business partners in Blockparty, our new webinar series. They can be public, private, permissioned or built by a consortium. Bitcoin is the oldest and most well-known crypto token that you can buy, and in the last 24-hours, its value has changed by -1.86%. It was priced at ₹31,94,341, according to CoinSwitch, and is now at ₹31,34,862.
The jackpot, and the incentive miners have for doing all this, is right now 6.25 bitcoins, currently about $250,000. The jackpots get awarded every 10 minutes or so, and this is the way miners get most of their money. Two technicians inspect a bitcoin mining operation in 2018.
This technology creates a permanent record of each transaction, and it provides a way for every Bitcoin user to operate with the same understanding of who owns what. The original Silk Road was shut down in October 2013 and there have been two more versions in use since then. In the year following the initial shutdown in the know of Silk Road, the number of prominent dark markets increased from four to twelve, while the amount of drug listings increased from 18,000 to 32,000. A 2020 EU report found that users had lost crypto-assets worth hundreds of millions of US dollars in security breaches at exchanges and storage providers.
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"