Best Crypto Signals Services For 2021

You can also sign up for free and get up to 3 crypto signals per week. Signals are sent through a secure Telegram group and are very easy to follow. Every signal is accompanied by an annotated chart so you can see the rationale behind the trade. This also makes Cryptosignals.org great for learning about different setups. You also get a risk rating with each trade, so you can pick and choose setups based on your risk tolerance.

Alternatively, some providers like Cryptosignals.org make it easy to get free signals. All you have to do is sign up with one of the platform’s partner cryptocurrency brokers, and you automatically get lifetime access to VIP signals at no cost. There are a number of factors to consider when choosing the best crypto signals provider for your needs.

A good crypto signal service will undoubtedly attract a good community around it. This is a group of investors and traders that have used the service and actually found trading success out of it. A good community will also ensure that ideas and knowledge will continually to be shared among members. As discussed above, crypto signals should offer you the opportunity to earn and learn. Nothing is a substitute for thorough research; your money is on the line anyway.

  • Crypto Wolfs is another good option for crypto day traders who want a lot of highly accurate signals to trade.
  • Little research and help from all available sources like crypto trading signals You need to get.
  • Just like forex signals, crypto signals are usually based on technical patterns.
  • As we all know that crypto market is volatile in nature, cryptocurrencies are the largest trending assets.

Combining candlesticks with trendlines and technical indicators is the key to profitable technical analysis. Learn2Trade is one of the best crypto trading signals platforms for day traders who want a lot of trades. The platform issues 3-5 crypto signals per day for popular tokens like Bitcoin, Ethereum, and Litecoin. Cryptocurrencyis a highly volatile marketplace, so many traders seek help from signal providers. These services let users know what crypto to buy and sell when based on market data, in an effort to maximize profits. Many require a subscription fee, though would traders be better off investing that extra money based on their own judgment?

As the indicator reacts to price changes it moves quicker than the signal line and this generates a crossover. The signal line for the stochastic oscillator is a three-period simple moving average of the stochastic (called %K in this case). For the example, the signal line for the MACD is a nine-period exponential moving average of the MACD value. Pips are the units used to measure movement in the price of a cryptocurrency, and refer to a one-digit movement in the price at a specific level.

Developed in the 1970s, the MACD is a momentum-based technical indicator used by a large portion of the trading population. By showing the relation between two moving averages of an asset’s price, it reflects the momentum of trends. Signal lines are often moving averages of a technical indicator, such as the moving http://thewallstreetfox.com/ average convergence-divergence or stochastic oscillator. The signal line is applied to the indicator to generate more trade signals than would be available without the signal line. Traders should set time aside to familiarize themselves with the upcoming rules and regulations taxing profits earned from crypto.

However, some lower-value cryptocurrencies are traded at different scales, where a pip can be a cent or even a fraction of a cent. While leverage will magnify your profits, it also brings the risk of amplified losses – including losses that can exceed your margin on an individual trade. Leveraged trading therefore makes it extremely important to learn how to manage your risk.

Types Of Crypto Signals

The smaller the time frame, the closer the price action can be looked at. For instance, if you’re viewing the 1D chart similar to the one above. https://thewallstreetfox.com When you change the timeframe to a 1H chart, the candlesticks present will be multiplied by 24.

Each 1D candlestick from the 1D timeframe will be combined in groups of seven, to form a single 1W candlestick. We constantly optimize our signals, remove ones that no longer work, and develop new signals based on market conditions so you’ll always have an edge in a bear or bull market. CoinFi systems monitor on-chain and proprietary off-chain data in real time to deliver market intelligence not possible before. BuyWhen whales buy more, it likely indicates that the founders, insiders, and large investors are bullish on the coin. Our beta users are trading with this signal.SellWhen there is an increase of short positions being taken against BTC or ETH, it likely indicates that BTC or ETH may dump. Conversely, if the RSI shows a downtrend when the price chart is displaying a rise, it’s a bullish divergence.

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