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274 kez görüntülendi
Merhaba,

İndikatör listesinde 3 farklı Parabolik SAR bulunuyor.

Bunların hesaplamalarında kullanılan formüllerin farkını nasıl öğrenebilirim?
İndikatör Pozisyonları ve Değerleri kategorisinde (12 puan) tarafından | 274 kez görüntülendi

1 cevap

0 beğenilme 0 beğenilmeme
merhaba,

aşağıdaki dokümanda indikatörler ve açıklamaları mevcuttur,

inceleyebilirsiniz,

bilgilerinize

 

https://www.matriksdata.com/website/bireysel-urunler/matriks-veri-terminali/dokumanlar/matriks-veri-terminali-indikatorler-dokumani
(40,149 puan) tarafından
0 0

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Merhaba,

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PSAR / PSAR MTX

PSAR indikatörünün 2 ayrı versiyonu vardır. Aralarında hafif bir hesaplama farkı bulunmaktadır. Temel yapı aynıdır.

Bir tanesinde yüksek düşük  farklarında son 3 bara bakılırken, diğerinde son bara bakılıyor.

Geçmişte, gelen bir talep üzerine hazırlanmış bir varyasyondur.

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