These are price lines and they indicate trade signals for an asset. To calculate https://thewallstreetfox.com Relative Strength Index, we need a specified time period. We take the average gains of a crypto’s price and divide that by its average loss. The Relative Strength Index predicts price movements of an asset within a specified period of time. It’s an excellent tool when you want to have a firmer grasp on what your asset will do and make decisions accordingly. The "ma_series" config value is used to set the moving averages that will be used by the indicator.
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"