Merhaba
Tradingview da macd indikatörünün ayarlar kısmında zaman aralığı değiştirilebiliyor.
örneğin haftalık grafiğe bakarken macd zaman aralığını günlük işaretlerseniz, macd günlük olarak grafikte görünüyor.
bu matriks de mümkün müdür?
teşekkürler
<img alt="" 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