Short-term trading is about taking advantage of short term cryptocurrency price swings by creating and executing a trading strategy. System response and account access times may vary due to a variety of factors, anon-system-review.com including trading volumes, market conditions, system performance, and other factors. On 20 April 2021, Venmo added support http://andyayuw615.wpsuo.com/best-online-brokers-for-bitcoin-trading-for-2022 to its platform to enable customers to buy, hold and sell cryptocurrencies.
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"