By region, the market is analyzed across North America, Europe, Asia-Pacific, and LAMEA. By region, the cryptocurrency market was dominated by Asia-Pacific in 2020, and is expected to retain its position during the forecast period. Owing to increase in number of Bitcoin exchange across Asia, which bring a certain healthy competition and maturity to the cryptocurrency industry. Chinese banks are hiring blockchain experts as the government pushes the use of the technology behind bitcoin to increase transparency and combat fraud in its financial sector. These factors drive growth of the cryptocurrency market in the region. The software segment is further categorized into mining software, exchange software, payment, wallet, and others.
A liquid market has many participants and a lot of trading volume - in practice, this means that your trades will execute quickly and at a predictable price. In an illiquid market, you might have to wait for a while before someone is willing to take the other side of your trade, and the price could even be affected significantly by your order. The first major https://lenincoin.com/ cryptocurrency company to list its shares on a U.S. stock exchange, Coinbase is a platform that allows people and companies to buy and sell various digital currencies, including Bitcoin, for a transaction fee. The dramatic crash of the cryptocurrency marketplace is already slowing down, signaling a potential recovery or bounceback could be imminent.
- 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.
- A. The Cryptocurrency Market is projected to reach $4.94 billion by 2030.
- A token’s price is based not on real-world factors that influence supply and demand but on speculation about a project’s potential.
- Stablecoins arecryptocurrenciesthe value of which ispegged, or tied, to that of another currency, commodity or financial instrument.
- Subsequent standardized protocol specifications recommended using JSON for relaying data between VASPs and identity services.
Other currencies like Bitcoin include Litecoin, Zcash and Dash, which claim to provide greater anonymity. Originally known for their reputation as havens for criminals and money launderers, cryptocurrencies have come a long way—with regards to both technological advancement and popularity. The cryptocurrency market cap has been projected to reach as high as $1-2 trillion in 2018. The technology underlying cryptocurrencies has been said to have powerful applications in various sectors ranging from healthcare to media. On top of these more general factors, there are plenty of other influences on crypto price which is more specific to each coin. The amount of investment from both retail and institutional investors is an important factor in determining crypto price.
Bitcoin Price Analysis: Is The Correction Over?
Here at Kriptomat we have everything you need to stay up to date on the latest market action and make strong, informed trading decisions. Every coin has a price page which you can check out to see its live crypto chart. Our charts are customizable and include drawing and measuring tools to help with your technical analysis. We also have a wide range of indicators available which can assist you in making price predictions.
Its mysterious creator — allegedly Satoshi Nakamoto — debuted the currency in 2009 and it’s been on a roller-coaster ride since then. However, it wasn’t until 2017 that the cryptocurrency broke into popular consciousness. The cryptocurrency market size is quantitatively analysed from 2020 to 2030 to highlight the financial competency of the industry. I want to understand the research methodology of cryptocurrency market and method used for company analysis. Changing share of Metaverse, crypto, and digital assets in market size of Finance sector in the USA. The hardware segment is further classified based on platform types as Graphical Processing Unit , Field Programmable Gate Array , Application Specific Integrated Circuit , and others.
Furthermore, innovative blockchain distributed technology protocols are expected to replace the need for certain organizational solutions and allow diverse players to share payment transparently across the company. Such systems bring transparency to supply chains, helping in elimination of environmental crimes and others. I want to understand the cryptocurrency market and looking for market size of cryptocurrency trading in real estate. The market for Mining process is estimated to grow at higher CAGR during the forecast period. Mining is an integral process for the generation, transmission, and https://lenincoin.com/ validation of transactions in cryptocurrencies. It ensures stable, secure, and safe propagation of the currency from a payer to a receiver.
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"