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

önce Fiyat ve Derinlik Pencereleri kategorisinde (12 puan) tarafından | 30 kez görüntülendi

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Merhabalar,

Görseliniz bizlere iletilmedi.

konu hakkında aşağıdaki dokümanı inceleyebilirsiniz,

https://www.matriksdata.com/website/uploads/matriks_araci_kurum_dagilimi_ve_kurum_temelli_analizler.pdf

iyi çalışmalar

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