MatriksIQ Destek
Matriks Destek
Matriks Web Destek
Matriks Mobile Destek
0 beğenilme 0 beğenilmeme
100 kez görüntülendi
Merhabalar,

Pmax ile hazırladığım bir strateji mevcut durumda. Ben bu stratejiyi, bitcoinin fiyatını çekerek tüm bakiyemi kullanılmasını sağlayacak şekilde hazırlamıştım.

Ancak yeni stratejimde, stratejiye birden fazla sembol ekledim ve şu anda eklediğim sembollerin fiyatına nasıl ulaşacağım hakkında bilgim yok. Tek sembol kullanırken, OnDataUpdate fonksiyonu içerisinde şu atamayı yaptığımda, close değişkenine btcusdt'nin fiyatını atıyordu ve bakiyemin tamamı ile işlem yapmasını sağlıyordum.

var barDataModel = GetBarData();
var Close = barData.BarData.Close;

Ancak şuanda 3 adet sembol ile çalıştığım için bu 3 sembolun ayrı ayrı son fiyatlarını nasıl alabilirim acaba?
Algoritmik Trading kategorisinde (47 puan) tarafından | 100 kez görüntülendi

1 cevap

0 beğenilme 0 beğenilmeme

Merhaba,

Oninit methodunda addsymbol fonksiyonu ile işlem yapacağınız sembolleri ekledikten sonra

AddSymbol(Symbol,SymbolPeriod.Min);
AddSymbol("BTC_USDT_BIN",SymbolPeriod.Min);

ondataupdate methodunda aşağıdaki gibi çekebilirsiniz.

// Bardata verileri 
var barDataModel = GetBarData();
var barDataModel1 = GetBarData("BTC_USDT_BIN",SymbolPeriod.Min);

// Son fiyat 
var sembol1 = barDataModel.Close[barDataModel.Close.Count-1];			
var sembol2 = barDataModel1.Close[barDataModel1.Close.Count-1];

 

(6,548 puan) tarafından
0 0

Hocam bu şekilde yaptığımda sürekli olarak aynı fiyatı döndürüyor. 

 

<img alt="" src="denied:data:image/png;base64,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

2,480 soru
2,372 cevap
2,028 yorum
1,712 kullanıcı