uppersymbol Grid Trading Bot

As you know, the bullish season of 2021 attracted many crypto newbies, who think they are late to the game and jump to any means promising faster wealth generation. If you experience any difficulties using the trading bot, please contact our support team via the OKX Telegram group or our dedicated Support Center. You can use the trading bot in the Spot, Perpetual, Futures, Margin and Options markets.

  • They modify trades for you so you’ll get longer to specialize in alternative things in life.
  • On top of all of that, you can create and manage your bots on the fly with TradeSanta apps for iOS and Android.
  • So, you can either use Bitcode AI robot to do your trading bidding or enjoy reading more about the nitty-gritty of some of the products https://bitqs.review/ below.
  • The $BCUBE token is an Ethereum-based token using the ERC-20 token standard.

Companies like Binance allow people to buy, sell, and binary options at any time to trade thousands of cryptocurrencies on its platform. Furthermore, the hedge setting is not static but responds to market conditions. When the algorithm views the market as overheated, it increases the USDT position to prepare for a possible sell-off. Similarly, after the prices go down, Stoic’s algorithm reduces the USDT share, using stablecoins to buy more cryptocurrency assets. While building a portfolio shouldn’t be too complicated, it’s easy to get distracted by emotions.

Disadvantages of using a crypto trading bot

They have a simple yet effective algorithm that makes the entire process streamlined, and they are a cloud-based option so that you don’t have to download anything. A bot can take some of the emotion out of your investment decisions. Many investors panic when the value of an investment plummets. Bots may stop you from panic-selling or buying a coin simply because everybody else is. Whether you're looking for a special sign-up offer, outstanding customer support, $0 commissions, intuitive mobile apps, or more, you'll find a stock broker to fit your trading needs.

Let’s take a look at a couple of tips when it comes to trading cryptocurrency. If you’re going to trust a bot with your portfolio, you need to make sure that the team behind the software is credible and is as qualified as possible. This is why it is better to create a bot that is based on your trading style and helping you with the convenience side of things. They are a great option if you are someone who isn’t not technically-minded at all, and needs someone to come and take over the bot trading side of things for you.

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"