Thema
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Datum
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Von Nutzer
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Rating
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Antwort
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04.10.2020 11:03:33 |
Julian |
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04.10.2020 12:29:14 |
Gast35017 |
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04.10.2020 12:38:40 |
Julian |
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![Blau](images/pfeil_blau.gif) Chart aktualisiert nicht nach dem ändern der Quelldaten per VBA |
04.10.2020 13:05:24 |
Gast74874 |
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04.10.2020 14:40:34 |
Julian |
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04.10.2020 14:58:42 |
Gast37263 |
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04.10.2020 15:28:41 |
Gast37263 |
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04.10.2020 15:04:28 |
Gast37263 |
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04.10.2020 15:07:57 |
Gast37263 |
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04.10.2020 15:10:56 |
Gast37263 |
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04.10.2020 15:34:41 |
Gast37263 |
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04.10.2020 15:51:35 |
Julian |
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04.10.2020 17:17:23 |
Gast37263 |
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04.10.2020 17:39:43 |
Gast21086 |
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04.10.2020 18:46:14 |
Julian |
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04.10.2020 19:45:00 |
Gast37263 |
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Von:
Gast74874 |
Datum:
04.10.2020 13:05:24 |
Views:
744 |
Rating:
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Antwort:
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Thema:
Chart aktualisiert nicht nach dem ändern der Quelldaten per VBA |
Nah. Es scheint so als ob das Chart nicht mitbekommt das sich Daten geändert haben.
Du könntest mal versuchen den Bereich (Tabelle[n]) als Tabelle zu formatieren.
![](data:image/png;base64,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)
Funktioniert auch das nicht, dann versuch mal dem SetSourceData alle Datenreihen zu löschen.
Do While objChart.SeriesCollection.Count > 0
Call objChart.SeriesCollection(1).Delete
Loop
Anschließend setzte mit SetSourceData neu.
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Antworten auf Ihren Beitrag zu benachrichtigen
Thema
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Datum
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Von Nutzer
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Rating
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Antwort
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04.10.2020 11:03:33 |
Julian |
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04.10.2020 12:29:14 |
Gast35017 |
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04.10.2020 12:38:40 |
Julian |
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![Blau](images/pfeil_blau.gif) Chart aktualisiert nicht nach dem ändern der Quelldaten per VBA |
04.10.2020 13:05:24 |
Gast74874 |
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04.10.2020 14:40:34 |
Julian |
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04.10.2020 14:58:42 |
Gast37263 |
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04.10.2020 15:28:41 |
Gast37263 |
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04.10.2020 15:04:28 |
Gast37263 |
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04.10.2020 15:07:57 |
Gast37263 |
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04.10.2020 15:10:56 |
Gast37263 |
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04.10.2020 15:34:41 |
Gast37263 |
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04.10.2020 15:51:35 |
Julian |
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04.10.2020 17:17:23 |
Gast37263 |
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04.10.2020 17:39:43 |
Gast21086 |
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04.10.2020 18:46:14 |
Julian |
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04.10.2020 19:45:00 |
Gast37263 |
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