What is bezier Indicator?
Bezier is an MT5 chart indicator that applies Bezier-curve smoothing to price data. The resulting line reduces small visual fluctuations while keeping a flowing representation of recent movement.
The curve provides context for comparing slope, bends, and pauses with the underlying candles. It is a visual smoothing tool and does not establish a fixed direction.
How to Use It in Practice
Follow the Bezier line through a large candle expansion and the subsequent reversal. Its curve is intended to react more quickly than a conventional moving average to a large price change while keeping the line smoother than a raw candle-by-candle trace.
- Compare the Bezier curve with the candles after sharp rises or declines and note the speed of its bend.
- Use the existing period, price-source, and color Inputs to inspect a different line presentation.
- Read the blue and brown line sections with the underlying candles, rather than using a color change alone as a conclusion.
Bezier smoothing reduces chart noise, the flowing curve keeps structure visible, and display settings support clear comparison with candles.
MT5 Indicator Parameters
The screenshot above shows the default input parameters in the MT5 settings window.
| Parameter | Description |
|---|---|
| Smoothing period | Controls how many bars are used to build the Bezier curve. Higher values create a smoother line that reacts slower, while lower values make the curve follow price more closely. |
| Sensitivity ratio (from 0 to 1) | Adjusts how responsive the curve is to price changes. Values closer to 1 make the curve more sensitive, while lower values emphasize stability. |
| Applied price | Defines which price data is used for calculation, such as close price or weighted close. This affects how the curve reflects candle structure. |
| Horizontal shift of the indicator in bars | Moves the indicator forward or backward on the chart for visual alignment or analysis purposes. |
| Vertical shift of the indicator in points | Shifts the curve up or down by a fixed number of points without changing its shape. |
