Klick in den Bereich, zB B3, und dann wie folgt:
- STRG+SHIFT+PLUSZEICHEN
- STRG+H
Suchen nach: <leer lassen>
Ersetzen durch: 0
Hinweis:
zu 1) Alternativ die Zellen B3 bis AQ161 markieren; das erspart Dir das löschen der überflüssigen Nullen der obigen Variante.
Entweder wie gewohnt per Hand ziehen oder wie folgt eintippen und mit Enter bestätigen:
![](data:image/png;base64,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)
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