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450 kez görüntülendi
Bolinger haftalikta alt bandda olup 60dklikta bolinger ust bandinin ustunde olan lar seklinde tek tarama yaptirmak istiyorum yardimlariniz icin slmdiden tesekkurler
Grafik kategorisinde (12 puan) tarafından | 450 kez görüntülendi

1 cevap

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MERHABA,

C<=BBandBot[HAF](c,20,s,2) AND C>=BBandTop(C,20,S,2)

formülünü 60 dk periyodda taratırsanız istediğiniz sonucu elde edersiniz,

ancak nadir sonuç verecektir,

bilgilerinize
(40,149 puan) tarafından
0 0

Cross(h,bbandtop(c,20,s,2)) haftalık tarama c=>BBandTop() and c>mov(c,3,s) 60 dklık tarama bunu tek bir taramada birleştirmek istiyorum  haftalık tarama çalıştırım sonuçlarla yeni tarama başaltıp periyodu 60 dklıga çektiğimde aşağıdaki sonuçları veriyor bunu tek taramada almak mümkünmüdür?

 

 

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

0 0
merhaba,

attığınız resim bizlere ulaşmadı isterseniz,

egitim@matriksdata.com mail seklinde biraz ayrıntılı yazın yardımcı olacaklardır arkadaşlar,

bilgilerinize
0 0
aslında resmin çok önemi yoktu sadece taramayı 2 ayrı şekilde çalıştırdıgımda sonuç aldığımı göstermek içindi

Cross(h,bbandtop(c,20,s,2)) haftalık tarama c=>BBandTop() and c>mov(c,3,s) 60 dklık tarama bunu tek bir taramada birleştirmek istiyorum asıl amaç bu. Bunun sonucundada çıkan hisseleri gösteriyordu resim
0 0
MERHABA,

60 DK periyodda

Cross(h,bbandtop[HAF](c,20,s,2))  AND  c=>BBandTop() and c>mov(c,3,s)

formülünü deneyebilirsiniz,

bilgilerinize
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