Other project owners adopt the strategy of releasing a massive initial issue. If a new cryptocurrency can issue a million tokens and sell the first one for $1, the market cap of the project becomes $1 million. So was the case with U.CASH , Dentacoin , and several other projects. One of the first things you’ll see when you visit ourhomepage is a window with information about the global cryptocurrency market cap. It is located in the top left corner and includes data that goes back up to a year.
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Coindesk hasfoundthat there are companies offering to fake volume for a fee. These outfits program bots to buy and sell a token continuously until trading volume is sufficiently inflated to earn a ranking on CoinMarketCap https://lenincoin.com/ and other exchange aggregator sites. Most of the time, wash trading is engaged in by exchanges, but it can be done by token owners as well. Some exchanges encourage their customers to wash trade for them.
- I expect Coinbase http://charlieqpub325.iamarrows.com/the-street-crypto to remain a leader in the industry for years to come.
- If, for example, Bitcoin is traded against Ethereum , the exchange would record two transactions – a buy and a sell.
- These outfits program bots to buy and sell a token continuously until trading volume is sufficiently inflated to earn a ranking on CoinMarketCap and other exchange aggregator sites.
- The selloff has taken the combined market value of all cryptocurrencies to $1.2tn, less than half of where it was last November, based on data from CoinMarketCap.
Tether’s USDT was the first stablecoin ever launched, and is still the most popular option on the market. Now, let’s provide a simple theoretical example of how the value of stablecoins actually stays stable. NFTs organizations saw a fall in sales volumes due to the crypto crash. “I believe there will be more negative outcomes in the following days. I believe the market will stabilize if open interest plummets significantly, removing speculators from the equation,” Siu said. “I’m kind of looking for this downside to layer into positions of stuff that I want to get into… Obviously, crypto will get caught up in this and will go lower, but I think we’re all used to that going up and down right now.
Reward Tokens
July and August 2017 saw the price of Bitcoin negatively impacted by controversy about altering the underlying technology to improve transaction times. Once the change was completed, the price of Bitcoin shot up—increasing from $2700 to a record high of $4000 in just over two weeks. Conversely, news reports of hacking often lead to price decreases. Cryptocurrency exchanges are websites where individuals can buy, sell, or exchange cryptocurrencies for other digital currency or traditional currency.
Securities and Exchange Commission Nearly Doubles Crypto Staff to Fight Crypto Fraud and Crimes“As more investors access the crypto markets, it is increasingly important to dedicate more resources to protecting them." Bitcoin fell below $26,000 for the first time in 16 months, amid a broader sell-off in cryptocurrencies that erased more than $200 billion from the entire market in a single day, according to a NBC report. Cryptocurrency is a digital currency using cryptography to secure transactions.
There is a rule in the Bitcoin code which says that only 21 million Bitcoins can ever be created. The circulating supply of Bitcoin started off at 0 but immediately started growing as new blocks were mined and new BTC coins were being created to reward the miners. Currently, there are around 18.52 million Bitcoins in existence, and this number will keep growing until the 21 millionth BTC is mined. Since 19.04 million BTC have been mined so far, we say that this is the circulating supply of Bitcoin. We arrive at this figure by multiplying the price of 1 BTC and the circulating supply of Bitcoin. The Bitcoin price is currently $29,445 and its circulating supply is 19.04 million.
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"