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38 kez görüntülendi

Merhaba, 

ilginize tşk. gönderdiğiniz formülü çalıştırdım ama istediğim sonuçlar gelmedi hata olabilir mi? buna göre 

Hisse senedi düşerken (son iki barda yapabiliriz)  50 günlük hareketli ortalamasına yaklaşanları taratmak istiyorum.

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

Grafik kategorisinde (46 puan) tarafından | 38 kez görüntülendi

1 cevap

1 beğenilme 0 beğenilmeme
En İyi Cevap
merhaba,

hisse fiyatı düşerken basit hareketli ortalamaya yüzde 2 yakın olanlar şeklinde derledik,

aşağıdaki gibi kullanabilirsiniz

bilgilerinize

 

c/mov(c,50,s)<1.02 AND c/mov(c,50,s)>1 AND c<ref(c,-1)

 

eğer isteğinizi karşılamıyorsa bizlere 0212 354 54 54 eğitim biriminden ulaşabilirsiniz

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