Does Cryptohopper Bot Trading Bot Really Work For Traders?

Of course, even the best crypto bot is not going to perform well if you don’t have the right infrastructure for it. For a crypto bot to make decent profits, it needs to run 24/7 in a fast, stable, and high-bandwidth environment. That means you should forget about running the bot trading platform on your laptop and use a VPS instead. AI has made almost every aspect of our daily life simpler and more productive.

InsideBitcoins recommends that all beginner traders start with not more than the minimum investment required and only add capital once they are comfortable with their robo-trader. In this age of internet fraud and personal data theft, it is important to ensure that all online registrations are secure. InsideBitcoins analyzes every https://sourceforge.net/software/crypto-trading-bots/ robo-trader registration process to determine how seriously they take users online security. A secure robo-trader should have an SSL secured website, proper password policy and also a secured database. These robots should be avoided as they are high risk and you can end up losing your capital if you decide to trade with them.

Discover what features are available, what security measures are implemented, and more. HaasOnline has been in operation since 2014 and is officially called HaasOnline Trading Server . It has become a successful solution in trading automation for the cryptocurrency sector. Author who enjoys writing about social media, other marketing strategies, and getting an education. All well-regulated brokers require that their clients provide identification and proof of address before they can transact business. Accepting deposits, facilitating transactions, and orders execution as directed by the bot are all responsibilities of robot brokers.

That way, it can help you catch short periods of downtime that will have resulted in missed profits. Also, the bot experiences no downtime and serves updates without interrupting your trades or putting a halt to your account. Even if you are offline, your Cryptohopper account will still be up and running. At the other end of the spectrum, Bitcoin trading https://bitqs.review/ bots are also ideal for inexperienced newbies. Firstly, novice traders that wish to utilize an automated bot can purchase a pre-programmed strategy, meaning that no experience is required to put the bot into action. One of the biggest pain-points for seasoned traders is that cryptocurrency trading platforms are often limited in what they offer.

Tradewave

Coinrule regularly introduces new templates to its platform, from long-term http://andyayuw615.wpsuo.com/how-to-build-a-crypto-trading-bot-in-2022 holding strategies, stop-loss settings to accumulation. Cryptohopperis one of the best-automated trading bots that helps you to manage all crypto exchange accounts in one place. It allows you to trade for BTC, Litecoin, Ethereum, and more. 3Commas is a new contender in the automated trading bot space that uses Dollar Cost Averaging to inform trade decisions.This platform especially stands out for their trailing stop tool. This means that you can take advantage of a sudden price rally because the trailing stop will keep your position open for as long as the price increases.

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"