The bitcoin network aims to add a new block to the blockchain about every 10 minutes. It is generally difficult for an individual bitcoin miner to successfully create a new hash for a block. They combine the computational resources of many individual miners to increase the chance of successfully hashing a block.

From the genesis Bitcoin block mined in 2009 with 50 bitcoins, more bitcoins have since been mined and released into circulation. Bitcoin mining ensures that blocks of transactions are created and stacked in the right order in a way that can be traced and proven mathematically. With the creation of blocks comes bitcoins as a reward, which increases the number of bitcoins in circulation. Compared to traditional fiat currencies, assets can be transferred faster on the bitcoin network.

How Rewarding Is Bitcoin Mining?

To reward bitcoin miners, a certain number of bitcoin are issued to them in exchange for doing the work. It verifies bitcoin transactions, creates a way to issue more currency and incentivizes more bitcoin mining. Unlike traditional currencies, which can be issued at any time by central banks, cryptocurrency is not controlled by any centralized authority. Instead, it relies on a blockchain, which functions as a digital ledger of transactions, organized and maintained by a peer-to-peer network. With added benefits like quick transaction times, cheap transactions and sustainability, cryptocurrencies are turning to proof-of-stake consensus to power their blockchains. Proof-of-Stake doesn’t require computational power to secure blocks on the blockchain; instead, proof-of-stake uses financial stake to incentivize users to work in the best interest of the cryptocurrency.

This is where Bitcoin mining comes in, the process by which new units of the currency are made, or “minted,” and introduced into the market. But how does the process work, and why is it so bad for the environment? Crypto mining is the process by which new units of digital currency are created. Here's how that works, the pros and cons of investing in your own mining rig, http://bitcoinczechia.com/ and the environmental impact of going all in Bitcoin. Even though the price of the machine matters, it is just as important to consider electricity consumption, electricity costs in the area, and cooling costs, especially with GPU and ASIC mining rigs. For instance, the average ASIC miner will use about 72 terawatts of power to create a bitcoin in about ten minutes.

Other Insurance

Charles is https://messiahmwnm954.de.tl/What-Is-Bitcoin-Mining.htm a financial writer and editor with strong knowledge of asset markets and investing concepts. He's currently the VP of Content for financial services firm Quantum Economics. The high cost of Bitcoin mining makes it impractical crypto mining for many individuals. Though, as of late 2021, this arms race is quieting down thanks to a number of factors , the GPU market has yet to recover. However, hashes are, by their very nature, incredibly complicated puzzles to solve.

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"

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