Wir optimieren Ihr Feedback!
Die Messung der Mitarbeiter- oder Kundenzufriedenheit kann sich auf manuellem Wege als äußerst umfangreich herausstellen. Besonders bei einer hohen Anzahl an Kunden oder Mitarbeitern ist es effizienter und ressourcenschonender, die einzelnen Meinungen automatisch abzubilden.
Der intelligente Zufriedenheitsbutton dient zur automatischen Erfassung der Zufriedenheit und bietet den Beteiligten eine einfache und effiziente Partizipationsmöglichkeit. Die Feedbackmessung erfolgt in Echtzeit durch einen simplen Knopfdruck. Alle Daten werden bedarfsgerecht gesammelt und können in diesem Zuge auch visualisiert werden, um einen automatischen Feedbackbericht zu generieren. Zusätzlich besteht die Möglichkeit einer Benachrichtigung, falls ein gewünschter Zufriedenheitswert über- bzw. unterschritten wurde.
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)
Ihre Vorteile
- Effiziente Erfassung der Zufriedenheit
- Einfache und schnelle Partizipationsmöglichkeiten schaffen
- Visualisierung des Feedbacks
Auf Wunsch beraten wir Sie auch weitergehend auf dem Weg zu einer energieeffizienten und smarten Optimierung. Von uns erhalten Sie maßgeschneiderte Lösungen aus einer Hand!
Unser Beitrag zu den Sustainable Development Goals
Industrie, Innovation und Infrastruktur
- Unsere Ziele sind es, unsere Versorgungs- und Kommunikationsnetze sowie weitere Infrastrukturen resilienter zu gestalten und die Industrie in Richtung Nachhaltigkeit und Klimaschutz zu unterstützen.