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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13.10.2020 11:14:31 |
Leo |
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13.10.2020 11:56:34 |
Mase |
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13.10.2020 13:26:56 |
Gast81728 |
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![Blau](images/pfeil_blau.gif) Grundsätzlich: |
13.10.2020 13:41:08 |
Mase |
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13.10.2020 13:45:48 |
Gast38240 |
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13.10.2020 13:52:12 |
Gast91560 |
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Von:
Mase |
Datum:
13.10.2020 13:41:08 |
Views:
668 |
Rating:
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Antwort:
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Thema:
Grundsätzlich: |
Habe mal ein Testfile erstellt um es einfach zu halten:
1)![](data:image/png;base64,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)
2)
![](data:image/png;base64,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)
3) der Code dazu:
Private Sub ComboBox1_Change()
'*** Schreibe in Textbox 1 was aus Combobox ausgewählt wurde; und zwar aus Spalte 1
TextBox1.Value = ComboBox1.List(ComboBox1.ListIndex, 0)
'*** Schreibe in Textbox 1 was aus Combobox ausgewählt wurde; und zwar aus Spalte 2
TextBox2.Value = ComboBox1.List(ComboBox1.ListIndex, 1)
End Sub
Hinweis:
Wenn Du nun noch irgendwas mit Val() operieren möchtest/musst, dann nur zu ;)
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- Bei Crossposting, entsprechende Links auf andere Forenbeiträge beifügen / nachtragen
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Antworten auf Ihren Beitrag zu benachrichtigen
Bitte geben Sie ein aussagekräftiges Thema an.
Bitte geben Sie eine gültige Email Adresse ein!
- Bitte beschreiben Sie Ihr Problem möglichst ausführlich. (Wichtige Info z.B.: Office Version, Betriebssystem, Wo genau kommen Sie nicht weiter)
- Bitte helfen Sie ebenfalls wenn Ihnen geholfen werden konnte und markieren Sie Ihre Anfrage als erledigt (Klick auf Häckchen)
- Bei Crossposting, entsprechende Links auf andere Forenbeiträge beifügen / nachtragen
- Codeschnipsel am besten über den Code-Button im Text-Editor einfügen
- Die Angabe der Emailadresse ist freiwillig und wird nur verwendet, um Sie bei
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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13.10.2020 11:14:31 |
Leo |
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13.10.2020 11:56:34 |
Mase |
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13.10.2020 13:26:56 |
Gast81728 |
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![Blau](images/pfeil_blau.gif) Grundsätzlich: |
13.10.2020 13:41:08 |
Mase |
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13.10.2020 13:45:48 |
Gast38240 |
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13.10.2020 13:52:12 |
Gast91560 |
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