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.

Will BNB coin go up?

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.

Software Platforms

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.

  • Regardless of who prefers different cryptos for different reasons, Dogecoin and Ethereum Classic are both developing patterns that could provide the opportunity for far more upside this holiday weekend.
  • Technical analysis is a tool, or method, used to predict the probable future price movement of a currency pair, cryptocurrency pair, or a stock.
  • On the other hand, high gas fees are strong evidence that there’s great demand for using these networks — even if the network can’t meet demand while keeping prices acceptable.
  • We provide a list of major market indices that you can select for comparison, or add your own symbols.

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.

The Market Has Three Movements

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.

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

Weergaven: 1

Opmerking

Je moet lid zijn van Beter HBO om reacties te kunnen toevoegen!

Wordt lid van Beter HBO

© 2022   Gemaakt door Beter HBO.   Verzorgd door

Banners  |  Een probleem rapporteren?  |  Algemene voorwaarden