Buy support helps explain how liquid a particular asset is and how many buy orders should be expected. Bitcoin’s current circulating supply has already reached 85% of the maximum supply, which is fixed at 21 million. Cointelegraph covers fintech, blockchain and Bitcoin bringing you the latest news and analyses on the future of money. The parameters of the Bollinger bands can be customized, with the bands expanding and contracting based on the price of the cryptocurrency. The bands show periods of higher or lower volatility and are not supposed to be used on their own, but with other indicators as well.
What will the BNB coin be worth in 2021, 2025, 2030? At the time of writing, the BNB price was forecast to trade around $600 until https://thewallstreetfox.com the end of 2021 and could trade up to $2,000 by 2025, according to some predictions.
Market sentiment is a powerful thing that drives the market, and when we have an extreme reading in the market sentiment, that’s the time we should look for a reversal. The crypto fear and greed index is using a bunch of information, they gather all that data together to come up with a score and a valuation that is plotted on a graph for you. This is just a tool that it’s nice to have, but it’s not the end-all-be-all as there are other tools that you can use at your discretion. The longer the volume bar is, the more buying or selling pressure is. A green volume bar will highlight an increased interest in the coin and buying pressure.
Decentralized exchanges are the platforms that can facilitate this new activity. When a new protocol launches, and in order to use it, you need a specific token that only exists on a DEX. If you already have some Ethereum on-chain, it’s just a couple of transactions to get the relevant tokens, and then go to the protocol, deposit, withdraw, click for more or engage with it. All those things are not only easier to do with a DEX — in many cases, it’s the only way to do it. Public sentiment has a big influence on crypto prices and rankings. If cryptocurrency is community-driven, has an active use, and adoption in various fields, it can get both price support and demand for the coin.
Avalanche is a fast and low-cost smart contracts-based blockchain platform focused on building decentralized apps and facilitating the creation of custom blockchains. Launched in March 2020, Solana is a newer cryptocurrency and it touts its speed at completing transactions and the overall robustness of its “web-scale” platform. The issuance of the currency, called SOL, is capped at 480 million coins.
Chart panning is used when you want to see older data than what is initially shown on the chart. To pan the chart, position your cursor on the main chart pane and drag and drop the data to the left or the right. To reset a chart that's been panned, look for the double arrows at the very bottom right portion of the chart. Clicking these arrows will return the chart to the initial setting. Links are provided at the top of the chart to allow you to quickly change the aggregation and time frame. The + to the right of the Quick Chart links allow you to further fine-tune the aggregation along with the period you wish to display.
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"
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