14.07.2015, 21:13
Hallo zusammen,
ich habe das Problem, dass ich mehrere Wenn Dann Abfragen machen muss.
Dabei habe ich 3 Bedingungen die allesamt erfüllt werden müssen:
[
Bild bitte so als Datei hochladen: Klick mich!
]
Diese Bedingungen müssen alle kleiner den 3 Restriktionen sein.
[
Bild bitte so als Datei hochladen: Klick mich!
]
Wenn dies der Fall ist, dann soll er den Rückgabewert zurückgeben und hinter die 3. Bedingung schreiben, sodass es so aussieht:
[img=882x160]data:image/png;base64,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[/img]
Hoffentlich kann mir jemand helfen und hoffentlich ist es verständlich erklärt.
Gruß Methos
ich habe das Problem, dass ich mehrere Wenn Dann Abfragen machen muss.
Dabei habe ich 3 Bedingungen die allesamt erfüllt werden müssen:
[
Bild bitte so als Datei hochladen: Klick mich!
]
Diese Bedingungen müssen alle kleiner den 3 Restriktionen sein.
[
Bild bitte so als Datei hochladen: Klick mich!
]
Wenn dies der Fall ist, dann soll er den Rückgabewert zurückgeben und hinter die 3. Bedingung schreiben, sodass es so aussieht:
[img=882x160]data:image/png;base64,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[/img]
Hoffentlich kann mir jemand helfen und hoffentlich ist es verständlich erklärt.
Gruß Methos