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

Grafik kategorisinde (35 puan) tarafından | 157 kez görüntülendi

1 cevap

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Merhabalar,

Aşağıdaki gibi deneyebilirsiniz,

al

cross(c,MYTREND("10.10.23 13:00",125.36,"27.10.23 14:00",86.49)  )

sat

cross(MYTREND("27.10.23 12:00",91.87,"24.11.23 15:00",125.88)   ,c)

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