Die Konsequenzen einer positiven oder negativen Bewertung
Entweder fällt die Bewertung positiv aus oder sie ist negativ.
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)
- Fällt die 1. Bewertung positiv aus, beziehen Sie weiterhin Arbeitslosenunterstützung.
- Sie werden jährlich einer weiteren Bewertung Ihrer Verfügbarkeit auf dem Arbeitsmarkt unterzogen.
- Fällt die 1. Bewertung negativ aus, wird ein 2. Bewertungsgespräch nach 5 Monaten stattfinden.
- Wenn diese 2. Bewertung Ihrer Suchbemühungen positiv ausfällt, wird ein weiteres Bewertungsgespräch nach 12 Monaten stattfinden, wenn Sie bis dahin noch keine Arbeit gefunden haben.
- Fällt die 2. Bewertung ebenfalls negativ aus, müssen Sie mit einer Sanktion rechnen. Gemäss Ihrem Statut führt dies zu einer zeitlichen Reduzierung oder zu einer zeitlichen Sperre Ihres Anrechtes auf Arbeitslosenzulage. Eine weitere Kontrolle findet erneut nach 5 Monaten statt.
Mehrere negative Bewertungen können zum endgültigen Ausschluss der Arbeitslosenunterstützung führen.
Was geschieht, wenn Sie nicht zum Bewertungsgespräch erscheinen?
Wenn Sie einem Bewertungsgespräch unentschuldigt fernbleiben werden Sie ein zweites Mal, diesmal per Einschreibebrief, vorgeladen.
Falls Sie auch dieser Vorladung nicht folgen, wird Ihre Abwesenheit einer negativen Bewertung gleichgestellt, es sei denn, Sie rechtfertigen Ihr Fernbleiben innerhalb der nächsten 7 Kalendertage aus gutem Grund. Wird Ihr Motiv vom Kontrolldienst des Arbeitsamtes der DG anerkannt, erhalten Sie eine neue Vorladung.
Können Sie Ihr Fernbleiben nicht innerhalb der vorgeschriebenen Frist entschuldigen, oder wird Ihr Motiv nicht vom Kontrolldienst des Arbeitsamtes der DG anerkannt, werden Sie schriftlich darüber informiert, dass dies eine negative Bewertung zur Folge hat.
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