Grundlage jeder individuellen Bildungsentscheidung ist die Kenntnis der vielen verschiedenen Bildungswege. Dabei bietet die Bildungslandschaft in NRW ganz verschiedene Wege an, die nach Abschluss der Klasse 9 (G8) bzw. 10 (G9) in den Beruf und/oder zum Studium führen.
Auf der zentralen Informationsveranstaltung "Bildungswege" informieren Expert*innen von Arbeitsagentur, Berufskolleg und Gymnasium über die grundsätzlichen weiterführenden Bildungsmöglichkeiten nach Stufe 9/10.
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)
Aus den vielen parallelen Möglichkeiten sollte man sich nach individueller Beratung durch die Studien- und Berufsorientierung oder die Klassenleitung den für die eigenen Fähigkeiten und Interessen passenden Berufsweg bewusst auswählen.