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1 Answer
Victor Maxwell
Answered 6 months ago
<p id="isPasted">The Rectangle reader indicator for MT4 extends the trend lines of a manually plotted supply and demand zone continuously a few candles to the right. Furthermore, it displays them on lower time frame charts. So, forex traders can always be aware of higher time frame supply and demand zones and identify profitable trading opportunities in the lower time frame.</p><p>The indicator works well for new and advanced forex traders. However, traders have to manually plot a supply and demand zone as a rectangle for the indicator to start working. Moreover, traders can plot the supply and demand rectangle only on H4, Daily and Weekly price charts.<img data-fr-image-pasted="true" 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" style="width: 300px;" class="fr-fic fr-dib fr-draggable"></p><p><br></p><p><br></p>
<p id="isPasted">The Rectangle reader indicator for MT4 extends the trend lines of a manually plotted supply and demand zone continuously a few candles to the right. Furthermore, it displays them on lower time frame charts. So, forex traders can always be aware of higher time frame supply and demand zones and identify profitable trading opportunities in the lower time frame.</p><p>The indicator works well for new and advanced forex traders. However, traders have to manually plot a supply and demand zone as a rectangle for the indicator to start working. Moreover, traders can plot the supply and demand rectangle only on …</p>
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