Njaej
Om du gör en händelsehanterare (dvs du går in i VBA-editorn alt+[F11]), Dubbelklicka på ditt arbetsblad och väljer händelsen "selection change")
Så kan du klistra in en kod i stil med:
Private Sub Worksheet_SelectionChange(ByVal Target As Range)
Range("a20").Value = Target.Top & ", " & Target.Left
End Sub
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)
Vilket skriver in Y, X adressen i Cell A20 (byt plats på top/left om du vill ha X/Y, orkade inte ändrea bilden).
Problemet är att det bara funkar om du klickar på bladet någonstans. Om du klickar på en bild så "triggas" inte händelsen "selection change".
Så det är knepigt att starta ett makro när du klickar på en bild. Det enda (?) sättet jag kan tänka mig är om du lägger bilden i ett VBA-romulär/ bildhållare eller liknande. Då borde du kunna köra någoting i stil med:
Image1_MouseDown
För att starta makrot. Men då vette tusan vad dina X/y kordinater blir relaterade till.
Så, mer nej än ja. Men Binga/googla så kanske du hittar något som funkar.