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	<title>Crypto News &#8211; Aumkar Finance</title>
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	<title>Crypto News &#8211; Aumkar Finance</title>
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		<title>Top Shrimpy Alternatives in 2023</title>
		<link>https://www.aumkarfinance.com.au/top-shrimpy-alternatives-in-2023/</link>
		
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		<pubDate>Wed, 11 Jan 2023 15:57:14 +0000</pubDate>
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					<description><![CDATA[Trading bots can be connected to 20 cryptocurrency exchanges. To automate your trading strategy, you should use the following steps before starting the bot. Many functions that a well-executed bot can conduct for you are rebalancing, portfolio management, data collection, intelligent 3commas rebalancing order routing, etc. Furthermore, using Superalgos as a free bitcoin trading bot [&#8230;]]]></description>
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" width="309px" alt="3commas rebalancing"/></p>
<p><p>Trading bots can be connected to 20 cryptocurrency exchanges. To automate your trading strategy, you should use the following steps before starting the bot. Many functions that a well-executed bot can conduct for you are rebalancing, portfolio management, data collection, intelligent <a href="https://www.beaxy.com/blog/auto-rebalanced-crypto-portfolio-indexes/">3commas rebalancing</a> order routing, etc. Furthermore, using Superalgos as a free bitcoin trading bot also has additional perks. For example, by contributing to the project, you can earn free bitcoin. Stop loss, trailing stop loss, trailing take profit, and other risk management tools.</p>
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<p><p>MadHatter Bot &#8211; Working on a 5-minute time interval, the MadHatter Bot implements a scalping trading strategy. The bot utilizes a combination of Bollinger Bands, MACD, and RSI to determine entry points. A free starter subscription to test out Coinrule&#8217;s trading bot features. BTC &#038; ETH Moon &#8211; BTC &#038; ETH Moon bots are another type of Grid Trading Bot that allows for exceptionally wide price parameters.</p>
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<p><h2>FAQs on 3Commas.io crypto trading platform</h2>
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<p><p>This does depend on whether the bot has been programmed to follow a profitable strategy with an edge in the market. A grid trading bot could be set with price parameters of $27,000 and $33,000. As prices move up and down between the two price parameters, the grid bot will buy BTC if prices fall and will sell BTC if prices climb higher. The buying and selling take place at designated intervals as defined by the bot. There are several other cryptocurrency bots that use a variation of this standard grid trading system.</p>
</p>
<p><a href="https://www.beaxy.com/exchange/eth-usd/"><img src='data:image/jpeg;base64,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' alt='if i bought bitcoin calculator' class='aligncenter' style='display:block;margin-left:auto;margin-right:auto; width='408px'/></a></p>
<p><p>Live order books, advanced charting and cross-exchange price comparison are great ways to find trading opportunities. Instantly be notified when your target price is reached, when support levels are broken, orders are executed, and tokens <a href="https://www.beaxy.com/">https://www.beaxy.com/</a> are listed on Coinbase Pro. Your API keys and personal data are protected with industrial-grade encryption and proactive threat detection algorithms. Fat-finger protection alerts you when you are at risk of making an error in trades.</p>
</p>
<p><h2>HaasOnline – Best for Intermediate to Advanced Bot Traders</h2>
</p>
<p><p>The primary advantage of using SMARD is that the strategy automatically identifies and invests in crypto pairs with a probability of maximum returns. The 3Commas team have done a great job creating a high-quality platform with loads of features in a beautifully and simply designed platform. What was worse than the incident itself, was the poor way in which it was handled by the team as it was quite unprofessional and frankly, suspiciously surreptitious. It would have been nice to see the event handled with more transparency and less denying, gaslighting, and incorrectly blaming the user.</p>
</p>
<div style="display: flex;justify-content: center;">
<blockquote class="twitter-tweet">
<p lang="en" dir="ltr">3Commas Trading Platform! 25% DISCOUNT: <a href="https://t.co/BvyaKC6x16">https://t.co/BvyaKC6x16</a> <a href="https://twitter.com/hashtag/Profit?src=hash&amp;ref_src=twsrc%5Etfw">#Profit</a> with professional <a href="https://twitter.com/hashtag/Trailing?src=hash&amp;ref_src=twsrc%5Etfw">#Trailing</a> <a href="https://twitter.com/hashtag/bots?src=hash&amp;ref_src=twsrc%5Etfw">#bots</a>, Trailing Take <a href="https://twitter.com/hashtag/Profit?src=hash&amp;ref_src=twsrc%5Etfw">#Profit</a> and much more! </p>
<p>scalping <a href="https://twitter.com/hashtag/bots?src=hash&amp;ref_src=twsrc%5Etfw">#bots</a> and <a href="https://twitter.com/hashtag/crypto?src=hash&amp;ref_src=twsrc%5Etfw">#crypto</a> <a href="https://twitter.com/hashtag/portfolio?src=hash&amp;ref_src=twsrc%5Etfw">#portfolio</a> rebalancing</p>
<p>Working with: <a href="https://twitter.com/hashtag/Bittrex?src=hash&amp;ref_src=twsrc%5Etfw">#Bittrex</a> <a href="https://twitter.com/hashtag/Binance?src=hash&amp;ref_src=twsrc%5Etfw">#Binance</a>&#8230;. <a href="https://t.co/h3LEb40BSJ">pic.twitter.com/h3LEb40BSJ</a></p>
<p>&mdash; MoonCat (@catmamsine) <a href="https://twitter.com/catmamsine/status/1224011214327623680?ref_src=twsrc%5Etfw">February 2, 2020</a></p></blockquote>
<p><script async src="https://platform.twitter.com/widgets.js" charset="utf-8"></script></div>
</p>
<p><p>All the best traders use Tradingview as their main cryptocurrency tool for charting. I recommend an inexperienced trader to look at Binance trading bots with pre-set strategies that are ready to trade and profitable, like SMARD. Zignaly and 3Commas both offer automated trading products. 3Commas features a more advanced interface for manual trading and has a significantly more robust bot creation and copy platform.</p>
</p>
<p><p>Customer support is lacking for anyone who prefers talking to a human. The Estonia-based company  offers customer assistance in several languages through a help page that provides answers to common questions. But beyond that, users can get help only via email, social media or a help center request. 3Commas enables bot-based automatic — or algorithmic — trading, which eliminates emotion and human error to deliver 24/7 precision transactions.</p>
</p>
<p><p>All KuCoin registered traders can access any of the bots and begin trading with them. The only fees involved are KuCoin’s trading fees which start from 0.1% for spot trades, and 0.06% for futures trades. Due to the exchange’s vast ecosystem, the bots can be deployed with all of the cryptocurrencies that are supported by the exchange which is over 100.</p>
</p>
<p><h2>ommas Review 2023: The BEST Place for Crypto Trading Bots</h2>
</p>
<p><p>Beginner traders, on the other hand, have a great opportunity to use these tips and strategies to make their own profits. HolderLab can help you take your Bitcoins or cryptocurrency portfolio to the next level. Holderlab analyzes portfolios ranging from 5,000 to over 50,000 in search of the optimal cryptocurrency portfolio.</p>
</p>
<ul>
<li>Users can further alter these using distinctive trading positions.</li>
<li>The bot then slices this selected range into multiple planes and places a buy or sell order on every level, which allows one to buy every drop and sell every rise.</li>
<li>The Ledger Nano S is not free, but if you have over $500 invested in crypto, then I recommend it.</li>
<li>Simply put, it’s easy to use, user-friendly, and very popular.</li>
</ul>
<p><p>TradeSanta bots can trade on both futures and spot markets. Furthermore, the platform also offers a third-party crypto signals Marketplace. The list of trading strategies that Coinrule allows is limitless, and the company regularly posts new ideas in the platform’s Knowledge Base.</p>
</p>
<p><p>Like 3commas, a limited number of Coinrule trading bots can be developed for free, which allows traders to test out the platform. The free Starter subscription tier allows for 2 live rules, 2 demo rules, 7 template strategies, 1 connected exchange, and up to $3K in trading volume. Lower liquidity means that traders utilizing Pionex should be aware that the risk of slippage could be high.</p>
</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width="305px" alt="3commas rebalancing"/></p>
<p><p>Investors can pick and choose cryptos they would like to include within a diversified portfolio. Each cryptocurrency is then assigned a portfolio weighting. Unfortunately, all of this advanced functionality comes at a price. One of the key downsides to HaasOnline is that there are no free trials or free subscription tiers. However, all payments are quoted and paid in BTC, which means ADA <a href="https://www.beaxy.com/blog/auto-rebalanced-crypto-portfolio-indexes/">3commas rebalancing</a> that the dollar value for subscriptions changes quite rapidly.</p></p>
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