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165 lines
13 KiB
Plaintext
165 lines
13 KiB
Plaintext
//+------------------------------------------------------------------+
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//| WPR_HeikenAshi.mq5 |
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//| Copyright 2025, xxxxxxxx (Based on MetaQuotes WPR) |
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//| |
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//+------------------------------------------------------------------+
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#property copyright "Copyright 2025, xxxxxxxx"
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#property link ""
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#property version "2.00" // Refactored to use HA_Tools.mqh
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#property description "Larry Williams' Percent Range based on Heiken Ashi candles"
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//--- Custom Toolkit Include ---
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#include <MyIncludes\HA_Tools.mqh>
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//--- Indicator Window and Level Properties ---
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#property indicator_separate_window
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#property indicator_level1 -20.0
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#property indicator_level2 -80.0
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#property indicator_levelstyle STYLE_DOT
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#property indicator_levelcolor clrSilver
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#property indicator_levelwidth 1
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#property indicator_maximum 0.0
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#property indicator_minimum -100.0
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//--- Buffers and Plots ---
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#property indicator_buffers 1 // Only one buffer is needed for the WPR line
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#property indicator_plots 1
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//--- Plot 1: WPR line
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#property indicator_type1 DRAW_LINE
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#property indicator_color1 clrDodgerBlue
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#property indicator_label1 "HA_WPR"
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//--- Input Parameters ---
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input int InpWPRPeriod=14; // Period for WPR calculation
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//--- Indicator Buffers ---
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double BufferHA_WPR[]; // The only buffer, for the final WPR values
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//--- Global Objects and Variables ---
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int ExtPeriodWPR;
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CHA_Calculator g_ha_calculator; // Global instance of our Heiken Ashi calculator
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//--- Forward declarations for helper functions ---
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double Highest(const double &array[], int period, int current_pos);
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double Lowest(const double &array[], int period, int current_pos);
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//+------------------------------------------------------------------+
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//| Custom indicator initialization function. |
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//| Called once when the indicator is first loaded. |
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//+------------------------------------------------------------------+
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void OnInit()
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{
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//--- Validate and store the WPR period
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ExtPeriodWPR = (InpWPRPeriod < 1) ? 1 : InpWPRPeriod;
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//--- Map the buffer to the indicator's internal memory
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SetIndexBuffer(0, BufferHA_WPR, INDICATOR_DATA);
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//--- Set indicator properties
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PlotIndexSetInteger(0, PLOT_DRAW_BEGIN, ExtPeriodWPR - 1);
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IndicatorSetString(INDICATOR_SHORTNAME, StringFormat("HA_WPR(%d)", ExtPeriodWPR));
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IndicatorSetInteger(INDICATOR_DIGITS, 2);
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}
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//+------------------------------------------------------------------+
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//| Williams’ Percent Range on Heiken Ashi. |
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//| Called on every new tick or new bar. |
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//+------------------------------------------------------------------+
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int OnCalculate(const int rates_total,
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const int prev_calculated,
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const datetime &time[],
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const double &open[],
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const double &high[],
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const double &low[],
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const double &close[],
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const long &tick_volume[],
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const long &volume[],
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const int &spread[])
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{
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//--- Check if there is enough historical data
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if(rates_total < ExtPeriodWPR)
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return(0);
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//--- STEP 1: Calculate Heiken Ashi bars using our toolkit
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if(!g_ha_calculator.Calculate(rates_total, prev_calculated, open, high, low, close))
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{
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Print("Heiken Ashi calculation failed.");
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return(0);
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}
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//--- STEP 2: Calculate WPR based on the results from the HA calculator
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int start_pos;
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if(prev_calculated > 0)
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start_pos = prev_calculated - 1; // Optimization for subsequent calls
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else
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start_pos = ExtPeriodWPR - 1; // Start from the first bar with enough data
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//--- Main calculation loop
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for(int i = start_pos; i < rates_total && !IsStopped(); i++)
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{
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// Find the highest HA_High and lowest HA_Low over the WPR period
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// using the calculator's public buffers
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double max_ha_high = Highest(g_ha_calculator.ha_high, ExtPeriodWPR, i);
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double min_ha_low = Lowest(g_ha_calculator.ha_low, ExtPeriodWPR, i);
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// Calculate WPR using the current HA_Close from the calculator
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if(max_ha_high != min_ha_low)
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BufferHA_WPR[i] = - (max_ha_high - g_ha_calculator.ha_close[i]) * 100.0 / (max_ha_high - min_ha_low);
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else
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// If max high equals min low, avoid division by zero
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BufferHA_WPR[i] = (i > 0) ? BufferHA_WPR[i-1] : -50.0;
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}
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//--- Return value of prev_calculated for the next call
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return(rates_total);
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}
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//+------------------------------------------------------------------+
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//| Finds the highest value in a given period of an array. |
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//| INPUT: array[] - The data array to search in. |
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//| period - The number of elements to look back. |
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//| current_pos - The starting position (index) to search from.|
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//| RETURN: The highest value found in the specified range. |
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//+------------------------------------------------------------------+
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double Highest(const double &array[], int period, int current_pos)
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{
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double res = array[current_pos];
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//--- Loop backwards from the current position for 'period' bars
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for(int i = 1; i < period; i++)
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{
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int index = current_pos - i;
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if(index < 0)
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break; // Stop if we go out of bounds
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if(res < array[index])
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res = array[index];
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}
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return(res);
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}
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//+------------------------------------------------------------------+
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//| Finds the lowest value in a given period of an array. |
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//| INPUT: array[] - The data array to search in. |
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//| period - The number of elements to look back. |
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//| current_pos - The starting position (index) to search from.|
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//| RETURN: The lowest value found in the specified range. |
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//+------------------------------------------------------------------+
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double Lowest(const double &array[], int period, int current_pos)
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{
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double res = array[current_pos];
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//--- Loop backwards from the current position for 'period' bars
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for(int i = 1; i < period; i++)
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{
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int index = current_pos - i;
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if(index < 0)
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break; // Stop if we go out of bounds
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if(res > array[index])
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res = array[index];
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}
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return(res);
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}
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//+------------------------------------------------------------------+
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//+------------------------------------------------------------------+
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