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ATRPivot generates support and resistance levels considering Average True Range (ATR) indicator.
Three pole Butterworth filter is used for smoothing in this moving average calculation algorithm.
Modified elliptic filter from John Ehlers' book "Cybernetic Analysis for Stocks and Futures: Cutting-Edge DSP Technology to Improve Your Trading"
The indicator consisting of two moving averages from John Ehlers' book "Cybernetic Analysis for Stocks and Futures: Cutting-Edge DSP Technology to Improve Your Trading".
The grid consisting of DiNapoli levels and built using a larger timeframe chart. DiNapoliTargets indicator data is considered in the process of grid creation.
Envelope construído pelas médias móveis e calculado da mesma maneira que os de Ichimoku Kinko Hyo.
This typical signal indicator is based on Stochastic oscillator and Fractals technical indicators.
The classic version of the RVI indicator (Relative Vigor Index) that can be arranged so that the time frame of the indicator is fixed at a value different from the chart time frame. The indicator is displayed as a cloud.
The OsHMA oscillator is the indicator of the difference between two HMA (between two Hull Moving Averages).
This indicator displays day price change in percentage for four selected financial institutes
The VoltyChannel_Stop indicator with the timeframe selection option available in input parameters.
The NonLagMA_v5 indicator with the timeframe selection option available in input parameters.
The CoppockHist indicator with the timeframe selection option available in the input parameters.
The ColorZeroLAG_MA indicator with additional trend strength indication using colored dots based on the standard deviation algorithm.
The MultiColorZerolagTriXOSMATrend_x10 indicator shows information on current trends using the ColorZerolagTriXOSMA indicator direction from ten different timeframes.
The ColorDM_361 indicator with the timeframe selection option available in the input parameters.
Bill Williams' fractals indicator based on the built-in Fractals indicator. The distinctive feature of this indicator is that it doesn't repaint.
The Schaff Trend Cycle indicator based on the difference between two Momentum oscillators with different periods.
The Schaff Trend Cycle indicator based on the difference between two WPR oscillators with different periods.
This indicator is an example of smoothing the Chaikin Oscillator indicator timeseries by filtering high-order harmonics.
The Impulse indicator with the timeframe selection option available in the input parameters.
The Schaff Trend Cycle indicator based on the difference between two JJRSX oscillators with different periods.
The Laguerre_PlusDi indicator with the timeframe selection option available in the input parameters.
The Laguerre_ROC indicator with the timeframe selection option available in the input parameters.