Merhaba. Tradingview üzerindeki kullandığım PMAX indikatörüne ilişkin olarak; indikatör hangi zaman dilimini açarsam o zaman dilimindeki destek ve dirençleri göstermekte. Ben hangi zaman aralığında açarsam açayım 1 saat, 2 saat, 4 saat ve 1 günlük destek ve direçlerin camarilla gibi gözükmesini istiyorum. Camarilla'nın görünümü bu şekilde mesela.
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