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50 kez görüntülendi

merhaba 

 

ben indikatör yazarken ortalamayı grafik üzerine çizmek istemiyorum. grafiğin en sağ tarafına bu resimdeki gibi çizgi olarak göstermek istiyorum. bunun formülü nedir.

 

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