Bitcoin Trader

For example, we need to take into account the fees, especially if we deal with DEXs on different networks. Is more accurate than “money never sleeps” because stock markets close for the night and holidays. Contrary to that, crypto bots run day and night even during holidays — a toll order for persevering traders.

  • Currently, he resides in the epicenter of the cryptomarket – Puerto Rico.
  • Crypto arbitration still works like a charm, if you do it right!
  • Whether you are loading funds or creating another trading account, you can rest easy knowing that your credentials and sensitive information are safe.
  • Crypto trading is very popular with many traders and investors because of its highly volatile market.

We have classified them from outstanding robots to average robots, and finally robot scams. And if so, which ones are trustworthy, and which ones should you avoid at all costs? In this guide, we list the legit bots for 2021 and explain how to sign up, deposit and place your trade, as well as useful tips and strategies you can use to avoid falling victim to scams. We want you to have a positive experience online when entering the crypto trading landscape, and we want you to preserve your existing assets so that you don’t suffer a huge loss in the future. You can find the API management in the user section, and then you can develop a new API which you can then paste into your trading bot provider so that you can set up your automatic trades. There are a lot of trading bots out there that of course claim to have a high rate of success, and as a result, they will work really well.

Time-Weighted Average Price Bot – Purchases and sells huge quantities of cryptocurrency in tiny increments over a predetermined time period, resulting in an average asset price. Infinity Grid Bot – Has a more sophisticated profit distribution approach comparable https://bitqs.review/ to the grid bot that utilizes percentages and has no upper range restriction. Ideal for those who anticipate the market will continue to climb. In this regard, it should be noted that Coinrule does not directly enable backtesting on the platform.

As a user, you need to take preventive measures to protect your wallet. Backtesting is a strategy to test the effectiveness of current trading strategies. In this, the bot will use historical data to reconstruct trades that would have occurred in the past. These crypto bots also perform analysis on their own and do not require the trader to spend time in. It will need some technical coding skills to know how to set up a crypto trading bot. If you are a person far from these skills, you will need to spend a lot of time apart from your trading learning to know what goes beneath the bot.

Hodlbot is all about making investing in cryptocurrency automatic so that you don’t have to put too much time into the entire process. They say that their trading bot is completely customizable so that you can adjust it to https://writeablog.net/harinnddlo/conversely-i-find-it-super-easy-to-use-and-think-they-did-a-great-job-on-it your personal needs. Pionex is a great crypto trading bot if you don’t want to have to deal with annoying aspects of trading, like API keys. One of the things that we really like about this crypto trading bot is that it comes built into the system, so that you don’t have to do anything on your end. Like Bitcoin UP, Bitcoin Evolution is completely free to use and doesn’t charge commissions on your profits. The company offers daily profits up to 60% when the market is especially choppy.

The Future Of Saint Kitts & Nevis Cbi Programme & What

Exchange Valet lets you set both stop loss and take profit orders at the time time, which is extremely useful for active traders. Unlike the stock markets, the cryptocurrency market never closes bitqs.review and never sleeps, which can be a highly stressful scenario for traders and even casual investors in the industry. Yes, a trading bot is completely legal in cryptocurrency and the stock market .

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