Why Is Crypto Down Today? Terra Luna Market Price

This indicates stability and balanced interest from market participants. But if we look at Bytecoin , we find a major gap betweentransparent trading volumeand market cap. As of this writing, it would take 212 months for Bytecoin’s monthly trading volume to reach its market cap. ForBitcoin andEthereum , it would only take 2.5 and 1.5 months respectively.

For instance, you might be asked to enter a username and password to start a transaction. Then, you might have to enter an authentication code sent via text to your personal cell phone. If you want to spend cryptocurrency at a retailer that doesn’t accept it directly, you can use a cryptocurrency debit card, https://lenincoin.com/ such as BitPay in the US. https://lenincoin.com/ In April 2021, Swiss insurer AXA announced that it had begun accepting Bitcoin as a mode of payment for all its lines of insurance except life insurance . Premier Shield Insurance, which sells home and auto insurance policies in the US, also accepts Bitcoin for premium payments.

  • But in the market for cryptocurrencies, unease has morphed into full-on panic, catching the attention of regulators in Washington tasked with maintaining financial stability.
  • If the price per Bitcoin reaches $50,000 when the maximum supply is mined, its market cap will surpass $1 trillion.
  • Subsequent standardized protocol specifications recommended using JSON for relaying data between VASPs and identity services.

Blocks are linked together by cryptography – complex mathematics and computer science. Any attempt to alter data disrupts the cryptographic links between blocks, and can quickly be identified as fraudulent by computers in the network. When interacting with members of a crypto community, be sure to take everything with a grain of salt. Opinions may be biased and few community members will have the technical expertise to properly judge or communicate a project’s pros and cons.

Crypto Markets Down $250b Weekly: Btc Plunged Below $42k Market Watch

By creating a decentralized form of wealth, cryptocurrencies are governed by code alone. For a deeper dive on the technology powering cryptocurrencies, check out this guide from Toptal’s Engineering blog. From a technical perspective, the blockchain utilizes consensus algorithms, and transactions are recorded in multiple nodes instead of on one server. A node is a computer connected to the blockchain network, which automatically downloads a copy of the blockchain upon joining the network.

Just because you aren't aware of this doesn't mean it's false. Cryptocurrencies like bitcoin run an open ledger accessible by everyone. Contact NewHorizons001 at AOL dot C O M, and recover your lost bitcoin. I lost over 150k in an investment trading company early January of 2020, i was depressed i had almost thought about taking my life this was money i had set aside for my two kids education. The company had refused me making withdrawals but rather kept asking for more money. If you have been defrauded of any money , bitcoin or any other investment i employ to to try QUICKFUDRECOVERY @ YAHOO COM.

It uses blockchain technology to authenticate the transactions. Blockchain is a decentralized technology spread across many computers that manages and records transactions. Furthermore, it does not rely on banks to verify the transactions but is used as peer-to-peer system that enable users to send and receive payments from anywhere in the world. Although one of the factors, price, is present in both cases, there was a need to find a crypto metric that replicated the role of shares outstanding. The option that most resembled shares outstanding was total supply – all coins or tokens that currently exist and are either in circulation or locked.

COIN stock is currently sitting at some attractive valuations based on the recent selloff. The P/E ratio is just 3 while the cash value per share is $43. Coinbase turned 10 years old this year and is no longer just a cryptocurrency broker and exchange. Coinbase lowered its Q guidance with the expectation of lower active users and trading volume. Crypto trades in cycles and right now investors are experiencing how it a crypto winter feels.

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"