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78 kez görüntülendi
Merhaba,

Matriks IQ'da Toplu korunma emri veya toplu kâr al emri verebilirmiyiz.

Teşekkürler.
Genel Kullanım kategorisinde (16 puan) tarafından | 78 kez görüntülendi

1 cevap

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Merhaba, işaretli alandan toplu bir şekilde sentetik emir bağlayabilirsiniz.

 

 

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