Bitcoin

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 https://www.onfeetnation.com/profiles/blogs/what-is-bitcoin-mining 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 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.

<img src="data:image/jpeg;base64,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"