{"id":86972,"date":"2024-07-16T11:25:53","date_gmt":"2024-07-16T11:25:53","guid":{"rendered":"https:\/\/brynq.com\/de\/resources\/wichtige-hr-kennzahlen-verstehen-und-nutzen-sie-sie-fuer-einen-besseren-arbeitsplatz\/"},"modified":"2026-02-10T15:44:41","modified_gmt":"2026-02-10T15:44:41","slug":"wichtige-hr-kennzahlen-verstehen-und-nutzen-sie-sie-fuer-einen-besseren-arbeitsplatz","status":"publish","type":"resources","link":"https:\/\/brynq.com\/de\/resources\/wichtige-hr-kennzahlen-verstehen-und-nutzen-sie-sie-fuer-einen-besseren-arbeitsplatz\/","title":{"rendered":"Wichtige HR-Kennzahlen: Verstehen und nutzen Sie sie f\u00fcr einen besseren Arbeitsplatz"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"86972\" class=\"elementor elementor-86972\" data-elementor-post-type=\"resources\">\n\t\t\t\t<div class=\"elementor-element elementor-element-91a79b8 e-flex e-con-boxed e-con e-parent\" data-id=\"91a79b8\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-f42d960 elementor-widget elementor-widget-text-editor\" data-id=\"f42d960\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Im Personalwesen sind Kennzahlen ein wichtiges Instrument, mit dem Unternehmen die Effizienz und Effektivit\u00e4t ihrer Personalfunktionen messen k\u00f6nnen. Durch die Verfolgung dieser Kennzahlen k\u00f6nnen Unternehmen Einblicke in die Leistung ihrer Mitarbeiter, den Rekrutierungserfolg und die allgemeine Zufriedenheit am Arbeitsplatz gewinnen. In diesem Leitfaden erfahren Sie, was HR-Kennzahlen sind, warum sie wichtig sind und wie Sie sie effektiv nutzen k\u00f6nnen. Au\u00dferdem werden wir die wichtigsten HR-Kennzahlen behandeln und Beispiele aus verschiedenen HR-Funktionen vorstellen, darunter Personalbeschaffung, Mitarbeiterbindung und Auswirkungen auf den Umsatz.   <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5731caa e-flex e-con-boxed e-con e-parent\" data-id=\"5731caa\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e996acc elementor-widget elementor-widget-heading\" data-id=\"e996acc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Was sind HR-Kennzahlen?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8a7cc7e elementor-widget elementor-widget-spacer\" data-id=\"8a7cc7e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6791959 elementor-widget elementor-widget-text-editor\" data-id=\"6791959\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>HR-Kennzahlen sind Datenpunkte, die Einblicke in verschiedene Aspekte der Belegschaft und der HR-Praktiken eines Unternehmens geben. Diese Kennzahlen helfen Personalfachleuten und Managern, fundierte Entscheidungen \u00fcber Einstellungen, Mitarbeiterentwicklung und die allgemeine Gesundheit des Unternehmens zu treffen. <\/p><p>Betrachten Sie HR-Kennzahlen als einen Gesundheitscheck f\u00fcr Ihr Unternehmen. So wie ein Arzt Ihre Gesundheit anhand von Vitalwerten beurteilt, helfen HR-Kennzahlen dabei, die Gesundheit Ihrer Mitarbeiter und HR-Praktiken zu beurteilen. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2991c74 e-flex e-con-boxed e-con e-parent\" data-id=\"2991c74\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a9ec15a elementor-widget elementor-widget-heading\" data-id=\"a9ec15a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Warum sind HR-Kennzahlen wichtig?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-94c1b05 elementor-widget elementor-widget-spacer\" data-id=\"94c1b05\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-66f734f elementor-widget elementor-widget-text-editor\" data-id=\"66f734f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>HR-Kennzahlen sind aus mehreren Gr\u00fcnden wichtig. Erstens vermitteln sie ein klares Bild davon, wie gut Ihre Personalabteilung arbeitet. Zweitens helfen sie, Bereiche zu identifizieren, die verbessert werden m\u00fcssen. Und schlie\u00dflich unterst\u00fctzen sie die strategische Entscheidungsfindung, indem sie datengest\u00fctzte Erkenntnisse liefern.   <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8318166 elementor-widget elementor-widget-text-editor\" data-id=\"8318166\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Stellen Sie sich vor, Sie w\u00fcrden ein Auto ohne Armaturenbrett fahren. Sie w\u00fcssten nicht, wie schnell Sie fahren, wie viel Benzin Sie tanken oder wie gut der Motor l\u00e4uft. In \u00e4hnlicher Weise wird es ohne HR-Kennzahlen schwierig, eine Belegschaft effektiv zu verwalten.  <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-5e16626 e-flex e-con-boxed e-con e-parent\" data-id=\"5e16626\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-af3605f elementor-widget elementor-widget-heading\" data-id=\"af3605f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Wie verwende ich HR-Metriken?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ffdc5f6 elementor-widget elementor-widget-spacer\" data-id=\"ffdc5f6\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1ea8f06 elementor-widget elementor-widget-text-editor\" data-id=\"1ea8f06\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Die Verwendung von HR-Kennzahlen umfasst mehrere Schritte:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-53ab2d2 elementor-widget elementor-widget-text-editor\" data-id=\"53ab2d2\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li><strong>Identifizieren Sie die wichtigsten Metriken:<\/strong> Bestimmen Sie, welche Metriken f\u00fcr die Ziele Ihres Unternehmens am wichtigsten sind.<\/li><li><strong>Daten sammeln:<\/strong> Sammeln Sie genaue Daten aus verschiedenen Quellen wie Mitarbeiterumfragen, Leistungsbewertungen und HR-Systemen.<\/li><li><strong>Analysieren Sie Daten:<\/strong> Verwenden Sie statistische Werkzeuge, um die Daten zu interpretieren und Trends oder Probleme zu erkennen.<\/li><li><strong>Handeln Sie:<\/strong> Implementieren Sie \u00c4nderungen auf der Grundlage der aus der Analyse gewonnenen Erkenntnisse.<\/li><li><strong>\u00dcberwachen und anpassen:<\/strong> Verfolgen Sie die Metriken kontinuierlich, um die Auswirkungen der \u00c4nderungen zu messen und bei Bedarf weitere Anpassungen vorzunehmen.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-35d251f elementor-widget elementor-widget-spacer\" data-id=\"35d251f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-682dc6f elementor-widget elementor-widget-text-editor\" data-id=\"682dc6f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Diese Schritte stellen sicher, dass HR-Kennzahlen nicht nur Zahlen sind, sondern umsetzbare Erkenntnisse, die zu Verbesserungen f\u00fchren.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-94e786e e-flex e-con-boxed e-con e-parent\" data-id=\"94e786e\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-e1aff07 elementor-widget elementor-widget-heading\" data-id=\"e1aff07\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Was sind die wichtigsten HR-Kennzahlen?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3d7c34f elementor-widget elementor-widget-spacer\" data-id=\"3d7c34f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3cb86e8 elementor-widget elementor-widget-text-editor\" data-id=\"3cb86e8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Mehrere HR-Kennzahlen gelten f\u00fcr die meisten Unternehmen als entscheidend:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c1856b8 elementor-widget elementor-widget-text-editor\" data-id=\"c1856b8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li><strong>Fluktuationsrate:<\/strong> Misst den Prozentsatz der Mitarbeiter, die das Unternehmen innerhalb eines bestimmten Zeitraums verlassen.<\/li><li><strong>Zeit bis zur Einstellung:<\/strong> Verfolgt die durchschnittliche Zeit, die ben\u00f6tigt wird, um eine freie Stelle zu besetzen.<\/li><li><strong>Engagement der Mitarbeiter:<\/strong> Bewertet den Grad des Engagements und der Zufriedenheit der Mitarbeiter.<\/li><li><strong>Abwesenheitsrate:<\/strong> \u00dcberwacht die H\u00e4ufigkeit und Dauer der Abwesenheit von Mitarbeitern.<\/li><li><strong>Effektivit\u00e4t der Ausbildung:<\/strong> Bewertet die Auswirkungen von Schulungsprogrammen auf die Leistung der Mitarbeiter.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-db6ece5 elementor-widget elementor-widget-spacer\" data-id=\"db6ece5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-88b80ea elementor-widget elementor-widget-text-editor\" data-id=\"88b80ea\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Diese Metriken helfen Unternehmen, verschiedene Aspekte der HR-Funktionen zu verstehen und zu verbessern.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-d8d1e1a e-flex e-con-boxed e-con e-parent\" data-id=\"d8d1e1a\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-18badab elementor-widget elementor-widget-heading\" data-id=\"18badab\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Beispiele f\u00fcr HR-Metriken in der Personalbeschaffung und -bindung<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1e37c04 elementor-widget elementor-widget-spacer\" data-id=\"1e37c04\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-161dc1d elementor-widget elementor-widget-heading\" data-id=\"161dc1d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Metriken zur Rekrutierung:<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-76b156f elementor-widget elementor-widget-text-editor\" data-id=\"76b156f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li><strong>Kosten pro Anstellung:<\/strong> Die gesamten Rekrutierungskosten geteilt durch die Anzahl der Einstellungen. Dies hilft bei der Budgetierung und der Reduzierung der Einstellungskosten. <\/li><li><strong>Time to Fill:<\/strong> Misst die Zeit, die von der Stellenausschreibung bis zur Einstellung vergeht. Eine k\u00fcrzere Zeit deutet auf einen effizienteren Einstellungsprozess hin. <\/li><li><strong>Qualit\u00e4t der Neueinstellungen:<\/strong> Bewertet die Leistung und Beibehaltungsrate von Neueinstellungen. Dadurch wird sichergestellt, dass die Einstellungsprozesse hochwertige Kandidaten anziehen. <\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4b4a3e0 elementor-widget elementor-widget-spacer\" data-id=\"4b4a3e0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-eb7df62 elementor-widget elementor-widget-spacer\" data-id=\"eb7df62\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2e10509 elementor-widget elementor-widget-heading\" data-id=\"2e10509\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Metriken zur Beibehaltung:<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e12f5db elementor-widget elementor-widget-spacer\" data-id=\"e12f5db\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b4bae80 elementor-widget elementor-widget-text-editor\" data-id=\"b4bae80\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Predictive Analytics nutzt historische Daten, um zuk\u00fcnftige Ergebnisse vorherzusagen. Sie kann vorhersagen, welche Mitarbeiter Gefahr laufen, das Unternehmen zu verlassen, potenzielle Leistungstr\u00e4ger identifizieren und den k\u00fcnftigen Personalbedarf vorhersagen. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bdb7fdd elementor-widget elementor-widget-heading\" data-id=\"bdb7fdd\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Beispiele f\u00fcr HR-Metriken in Bezug auf den Umsatz<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4b18466 elementor-widget elementor-widget-spacer\" data-id=\"4b18466\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9d4a261 elementor-widget elementor-widget-text-editor\" data-id=\"9d4a261\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li><strong>Umsatz pro Mitarbeiter:<\/strong> Gesamtumsatz geteilt durch die Anzahl der Mitarbeiter. Dies zeigt die Gesamtproduktivit\u00e4t der Belegschaft an. <\/li><li><strong>Humankapital-ROI:<\/strong> Berechnet die Rendite der Investition in Mitarbeiter, indem der erzielte Gewinn mit den gesamten Besch\u00e4ftigungskosten verglichen wird.<\/li><li><strong>Prozentsatz der Arbeitskosten:<\/strong> Gesamtarbeitskosten als Prozentsatz des Umsatzes. Dies hilft bei der Verwaltung und Optimierung der Arbeitskosten. <\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-539b7a0 elementor-widget elementor-widget-spacer\" data-id=\"539b7a0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9e38d52 elementor-widget elementor-widget-text-editor\" data-id=\"9e38d52\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Diese Kennzahlen stellen eine direkte Verbindung zwischen den HR-Praktiken und der finanziellen Leistung her und verdeutlichen die Bedeutung eines effektiven HR-Managements.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5ee7bfa elementor-widget elementor-widget-heading\" data-id=\"5ee7bfa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Andere HR Metriken Beispiele<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6338df3 elementor-widget elementor-widget-spacer\" data-id=\"6338df3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-41f961f elementor-widget elementor-widget-text-editor\" data-id=\"41f961f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ul><li><strong>Schulung und Entwicklung:<\/strong> Anhand von Kennzahlen wie Ausbildungskosten pro Mitarbeiter und Abschlussquoten wird die Effektivit\u00e4t von Lernprogrammen bewertet.<\/li><li><strong>Vielfalt und Eingliederung:<\/strong> Misst die Vielfalt der Belegschaft und die Effektivit\u00e4t von Integrationsinitiativen.<\/li><li><strong>Mitarbeiter-Wellness:<\/strong> Verfolgt die Teilnahme an Wellness-Programmen und allgemeine Gesundheitskennzahlen wie Abwesenheitszeiten und Gesundheitsanspr\u00fcche.<\/li><\/ul>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0ed1ba9 elementor-widget elementor-widget-spacer\" data-id=\"0ed1ba9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25088f3 elementor-widget elementor-widget-text-editor\" data-id=\"25088f3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Diese Metriken sorgen f\u00fcr einen abgerundeten Ansatz bei der Mitarbeiterverwaltung und f\u00f6rdern einen gesunden und integrativen Arbeitsplatz.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a34ecef elementor-widget elementor-widget-heading\" data-id=\"a34ecef\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Andere HR Metriken Beispiele<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-69fc83a elementor-widget elementor-widget-spacer\" data-id=\"69fc83a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c59211f elementor-widget elementor-widget-text-editor\" data-id=\"c59211f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li><strong>Schulung und Entwicklung:<\/strong> Anhand von Kennzahlen wie Ausbildungskosten pro Mitarbeiter und Abschlussquoten wird die Effektivit\u00e4t von Lernprogrammen bewertet.<\/li><li><strong>Vielfalt und Eingliederung:<\/strong> Misst die Vielfalt der Belegschaft und die Effektivit\u00e4t von Integrationsinitiativen.<\/li><li><strong>Mitarbeiter-Wellness:<\/strong> Verfolgt die Teilnahme an Wellness-Programmen und allgemeine Gesundheitskennzahlen wie Abwesenheitszeiten und Gesundheitsanspr\u00fcche.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-aa80015 elementor-widget elementor-widget-spacer\" data-id=\"aa80015\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dd52804 elementor-widget elementor-widget-text-editor\" data-id=\"dd52804\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Diese Metriken sorgen f\u00fcr einen abgerundeten Ansatz bei der Mitarbeiterverwaltung und f\u00f6rdern einen gesunden und integrativen Arbeitsplatz.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-494b024 elementor-widget elementor-widget-heading\" data-id=\"494b024\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">Beispiele f\u00fcr weiche HR-Kennzahlen<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2216d56 elementor-widget elementor-widget-spacer\" data-id=\"2216d56\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4dadb88 elementor-widget elementor-widget-text-editor\" data-id=\"4dadb88\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Weiche HR-Kennzahlen konzentrieren sich auf qualitative Aspekte des Personalmanagements, wie z.B.:<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dd11db5 elementor-widget elementor-widget-text-editor\" data-id=\"dd11db5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<ol><li><strong>Engagement der Mitarbeiter:<\/strong> Umfragen und Feedback-Tools messen, wie engagiert und motiviert sich die Mitarbeiter f\u00fchlen.<\/li><li><strong>Kulturelle Ausrichtung:<\/strong> Bewertet, wie gut die Werte der Mitarbeiter mit der Kultur des Unternehmens \u00fcbereinstimmen.<\/li><li><strong>Effektivit\u00e4t der F\u00fchrung:<\/strong> Bewertet den Einfluss der F\u00fchrung auf die Moral und Leistung der Mitarbeiter.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7b33cca elementor-widget elementor-widget-spacer\" data-id=\"7b33cca\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-485ab69 elementor-widget elementor-widget-text-editor\" data-id=\"485ab69\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Diese Kennzahlen bieten Einblicke in die menschlichen Aspekte des Personalmanagements, die oft genauso wichtig sind wie quantitative Kennzahlen.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-0a32ac9 e-flex e-con-boxed e-con e-parent\" data-id=\"0a32ac9\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-294ada8 elementor-widget elementor-widget-heading\" data-id=\"294ada8\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">8 wesentliche HR-Metriken zur Verbesserung des Erfolgs am Arbeitsplatz<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-55e8486 elementor-widget elementor-widget-spacer\" data-id=\"55e8486\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5a371a5 elementor-widget elementor-widget-text-editor\" data-id=\"5a371a5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Durch die Identifizierung von Faktoren, die zur Fluktuation beitragen, hilft die HR-Analyse bei der Entwicklung gezielter Bindungsstrategien, wie z.B. einer verbesserten Einarbeitung, Karriereentwicklungsprogrammen und Initiativen zur Mitarbeiterbindung.<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4c9b958 e-flex e-con-boxed e-con e-parent\" data-id=\"4c9b958\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-048e66c elementor-widget elementor-widget-heading\" data-id=\"048e66c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">1. Fluktuationsrate der Mitarbeiter<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d918a9b elementor-widget elementor-widget-spacer\" data-id=\"d918a9b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b5c2abc elementor-widget elementor-widget-text-editor\" data-id=\"b5c2abc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p>\n<p>Die Fluktuationsrate misst den Prozentsatz der Mitarbeiter, die ein Unternehmen innerhalb eines bestimmten Zeitraums verlassen. Diese Kennzahl ist wichtig, denn eine hohe Fluktuation kann kostspielig und st\u00f6rend sein. Wenn Sie die Gr\u00fcnde f\u00fcr die Fluktuation verstehen, k\u00f6nnen Personalverantwortliche Strategien entwickeln, um wertvolle Mitarbeiter zu halten.  <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e8df1e1 elementor-widget elementor-widget-text-editor\" data-id=\"e8df1e1\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Berechnung<\/strong><\/p><p>Verwenden Sie zur Berechnung der Umschlagsh\u00e4ufigkeit die folgende Formel:<br><img decoding=\"async\" src=\"data:image\/png;base64,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\" alt=\"\" title=\"\"><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7902b77 elementor-widget elementor-widget-text-editor\" data-id=\"7902b77\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Strategien zur Senkung der Fluktuation<\/strong><\/p><ol><li><strong>F\u00fchren Sie Austrittsgespr\u00e4che:<\/strong> Verstehen Sie, warum Mitarbeiter gehen.<\/li><li><strong>Verbessern Sie das Engagement Ihrer Mitarbeiter:<\/strong> Schaffen Sie ein positives Arbeitsumfeld.<\/li><li><strong>Bieten Sie wettbewerbsf\u00e4hige Leistungen:<\/strong> Stellen Sie sicher, dass die Verg\u00fctung und die Sozialleistungen attraktiv sind.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-14ec756 e-flex e-con-boxed e-con e-parent\" data-id=\"14ec756\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c26d2ae elementor-widget elementor-widget-heading\" data-id=\"c26d2ae\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">2. Engagement der Mitarbeiter<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9f9b282 elementor-widget elementor-widget-spacer\" data-id=\"9f9b282\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3f3aa4b elementor-widget elementor-widget-text-editor\" data-id=\"3f3aa4b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Das Engagement der Mitarbeiter misst, wie engagiert und motiviert die Mitarbeiter gegen\u00fcber ihrer Arbeit und dem Unternehmen sind. Ein hohes Engagement f\u00fchrt zu h\u00f6herer Produktivit\u00e4t und geringerer Fluktuation. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4d5f43a elementor-widget elementor-widget-text-editor\" data-id=\"4d5f43a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Messmethoden<\/strong><\/p><ol><li><strong>Umfragen und Feedback:<\/strong> Befragen Sie Ihre Mitarbeiter regelm\u00e4\u00dfig nach ihrer Arbeitszufriedenheit und ihrem Engagement.<\/li><li><strong>Leistungsmetriken:<\/strong> Analysieren Sie die Produktivit\u00e4t und die Anwesenheitslisten.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-72901d3 elementor-widget elementor-widget-spacer\" data-id=\"72901d3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1a9875e elementor-widget elementor-widget-text-editor\" data-id=\"1a9875e\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Strategien zur Verbesserung des Engagements<\/strong><\/p><ol><li><strong>Errungenschaften anerkennen:<\/strong> Feiern Sie die Erfolge Ihrer Mitarbeiter.<\/li><li><strong>F\u00f6rdern Sie die Kommunikation:<\/strong> Pflegen Sie offene Kommunikationswege.<\/li><li><strong>Bieten Sie Entwicklungsm\u00f6glichkeiten:<\/strong> Bieten Sie Schulungen und Karrierem\u00f6glichkeiten an.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-e9ab315 e-flex e-con-boxed e-con e-parent\" data-id=\"e9ab315\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-747382c elementor-widget elementor-widget-heading\" data-id=\"747382c\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">3. Time-to-Hire<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dd7fd2a elementor-widget elementor-widget-spacer\" data-id=\"dd7fd2a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-dc324aa elementor-widget elementor-widget-text-editor\" data-id=\"dc324aa\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Die Zeit bis zur Einstellung ist die Zeit, die von der Ausschreibung einer Stelle bis zur Einstellung eines Bewerbers vergeht. Eine k\u00fcrzere Zeit bis zur Einstellung bedeutet, dass das Unternehmen Stellen schnell besetzen kann und die Produktivit\u00e4t aufrechterh\u00e4lt. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-98ba1c3 elementor-widget elementor-widget-text-editor\" data-id=\"98ba1c3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Kalkulation:<br><\/strong><img decoding=\"async\" class=\"alignleft\" 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\" alt=\"\" title=\"\"><strong><br><\/strong><\/p><p> <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-46259d4 elementor-widget elementor-widget-spacer\" data-id=\"46259d4\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9c0c402 elementor-widget elementor-widget-text-editor\" data-id=\"9c0c402\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Strategien zur Verk\u00fcrzung der Time-to-Hire<\/strong><\/p><ol><li><strong>Optimieren Sie Ihre Rekrutierungsprozesse:<\/strong> Nutzen Sie effiziente Bewerbungs- und Interviewprozesse.<\/li><li><strong>Nutzen Sie die Technologie:<\/strong> Setzen Sie HR-Software ein, um die Rekrutierung zu beschleunigen.<\/li><li><strong>Bauen Sie einen Talentpool auf:<\/strong> F\u00fchren Sie eine Liste potenzieller Kandidaten f\u00fcr zuk\u00fcnftige Stellen.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-2af3808 e-flex e-con-boxed e-con e-parent\" data-id=\"2af3808\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c5a0fe0 elementor-widget elementor-widget-heading\" data-id=\"c5a0fe0\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">4. Abwesenheitsrate<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a93eb82 elementor-widget elementor-widget-spacer\" data-id=\"a93eb82\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-589780f elementor-widget elementor-widget-text-editor\" data-id=\"589780f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Die Abwesenheitsquote misst die H\u00e4ufigkeit der Abwesenheit von Mitarbeitern. Eine hohe Abwesenheitsquote kann auf Probleme wie geringes Engagement oder Unzufriedenheit am Arbeitsplatz hinweisen. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-9537e79 elementor-widget elementor-widget-text-editor\" data-id=\"9537e79\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Kalkulation:<br><\/strong><img decoding=\"async\" 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\" alt=\"\" title=\"\"><strong><br><\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a6eeae9 elementor-widget elementor-widget-spacer\" data-id=\"a6eeae9\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2b78e62 elementor-widget elementor-widget-text-editor\" data-id=\"2b78e62\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Strategien zur Reduzierung von Fehlzeiten<\/strong><\/p><ol><li><strong>F\u00f6rdern Sie die Work-Life-Balance:<\/strong> Bieten Sie flexible Arbeitsregelungen an.<\/li><li><strong>Gesundheitsprobleme angehen:<\/strong> Bieten Sie Wellness-Programme und Gesundheitsleistungen an.<\/li><li><strong>Schaffen Sie ein positives Arbeitsumfeld:<\/strong> F\u00f6rdern Sie eine unterst\u00fctzende und engagierte Arbeitsplatzkultur.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-ce48a1d e-flex e-con-boxed e-con e-parent\" data-id=\"ce48a1d\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0f80892 elementor-widget elementor-widget-heading\" data-id=\"0f80892\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">5. Metriken f\u00fcr Ausbildung und Entwicklung<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-beffc4f elementor-widget elementor-widget-spacer\" data-id=\"beffc4f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3293d4f elementor-widget elementor-widget-spacer\" data-id=\"3293d4f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-ecd886f elementor-widget elementor-widget-text-editor\" data-id=\"ecd886f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Schulungs- und Entwicklungsmetriken bewerten die Effektivit\u00e4t von Schulungsprogrammen und ihre Auswirkungen auf die Leistung und das Wachstum der Mitarbeiter. Effektives Training f\u00fchrt zu einer besser ausgebildeten und produktiveren Belegschaft. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4209bae elementor-widget elementor-widget-text-editor\" data-id=\"4209bae\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Zu verfolgende Schl\u00fcsselmetriken<\/strong><\/p><ol><li><strong>Abschlussquote der Ausbildung:<\/strong> Prozentsatz der Mitarbeiter, die eine Schulung abschlie\u00dfen.<\/li><li><strong>Lernerfolgsquote:<\/strong> Messen Sie, wie viel die Mitarbeiter von der Schulung behalten.<\/li><li><strong>Leistungsverbesserung:<\/strong> Bewerten Sie die Auswirkungen des Trainings auf die Arbeitsleistung.<br><br><\/li><\/ol><p><strong>Strategien zur Steigerung der Effektivit\u00e4t von Schulungen<\/strong><\/p><ol><li><strong>Ma\u00dfgeschneiderte Trainingsprogramme:<\/strong> Passen Sie die Schulungen an die Bed\u00fcrfnisse Ihrer Mitarbeiter an.<\/li><li><strong>Nutzen Sie verschiedene Schulungsmethoden:<\/strong> Kombinieren Sie Online- und pers\u00f6nliches Training.<\/li><li><strong>Evaluieren und anpassen:<\/strong> Bewerten Sie Schulungsprogramme regelm\u00e4\u00dfig und nehmen Sie Verbesserungen vor.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-4a3a459 e-flex e-con-boxed e-con e-parent\" data-id=\"4a3a459\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-d08c88b elementor-widget elementor-widget-heading\" data-id=\"d08c88b\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">6. Metriken zu Vielfalt und Eingliederung<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-89f9aff elementor-widget elementor-widget-spacer\" data-id=\"89f9aff\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-655c068 elementor-widget elementor-widget-spacer\" data-id=\"655c068\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25b64a7 elementor-widget elementor-widget-text-editor\" data-id=\"25b64a7\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Kennzahlen zu Vielfalt und Integration verfolgen die Repr\u00e4sentation der verschiedenen Gruppen innerhalb des Unternehmens. Ein vielf\u00e4ltiger und integrativer Arbeitsplatz f\u00f6rdert die Innovation und spiegelt ein faires und gerechtes Umfeld wider. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6eff8f3 elementor-widget elementor-widget-text-editor\" data-id=\"6eff8f3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Zu verfolgende Schl\u00fcsselmetriken<\/strong><\/p><ol><li><strong>Diversity Quoten:<\/strong> Messen Sie die Repr\u00e4sentation verschiedener demografischer Gruppen.<\/li><li><strong>Eingliederungsindex:<\/strong> Messen Sie, wie sehr sich die Mitarbeiter im Unternehmen einbezogen f\u00fchlen.<\/li><li><strong>Teilnahme an der Employee Resource Group:<\/strong> Verfolgen Sie die Beteiligung an Diversity-Initiativen.<br><br><\/li><\/ol><p><strong>Strategien zur Verbesserung von Diversit\u00e4t und Inklusion<\/strong><\/p><ol><li><strong>Implementieren Sie integrative Politiken:<\/strong> Entwickeln Sie Richtlinien, die Vielfalt und Integration f\u00f6rdern.<\/li><li><strong>Bilden Sie aus und schulen Sie:<\/strong> Bieten Sie Ihren Mitarbeitern Schulungen zur Vielfalt an.<\/li><li><strong>Unterst\u00fctzen Sie Mitarbeiter-Ressourcengruppen:<\/strong> Ermutigen Sie die Bildung von und die Teilnahme an Gruppen, die verschiedene Mitarbeiter unterst\u00fctzen.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-8bd5545 e-flex e-con-boxed e-con e-parent\" data-id=\"8bd5545\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-0740e90 elementor-widget elementor-widget-heading\" data-id=\"0740e90\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">7. Produktivit\u00e4t der Mitarbeiter<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2ab788a elementor-widget elementor-widget-spacer\" data-id=\"2ab788a\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0ae3f53 elementor-widget elementor-widget-spacer\" data-id=\"0ae3f53\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-77d00a3 elementor-widget elementor-widget-text-editor\" data-id=\"77d00a3\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Die Mitarbeiterproduktivit\u00e4t misst den Output der Mitarbeiter im Verh\u00e4ltnis zu ihrem Input. Eine hohe Produktivit\u00e4t bedeutet eine effiziente Nutzung von Ressourcen und Zeit. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-2d49947 elementor-widget elementor-widget-text-editor\" data-id=\"2d49947\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Kalkulation:<br><\/strong><img decoding=\"async\" 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\" alt=\"\" title=\"\"><strong><br><\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3b2042f elementor-widget elementor-widget-text-editor\" data-id=\"3b2042f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Strategien zur Produktivit\u00e4tssteigerung<\/strong><\/p><ol><li><strong>Setzen Sie klare Ziele:<\/strong> Geben Sie Ihren Mitarbeitern klare, erreichbare Ziele vor.<\/li><li><strong>Bieten Sie Tools und Ressourcen an:<\/strong> Stellen Sie sicher, dass Ihre Mitarbeiter alles haben, was sie f\u00fcr den Erfolg brauchen.<\/li><li><strong>Ermutigen Sie zu Pausen:<\/strong> F\u00f6rdern Sie regelm\u00e4\u00dfige Pausen, um Burnout zu vermeiden.<\/li><\/ol>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-fa50e02 e-flex e-con-boxed e-con e-parent\" data-id=\"fa50e02\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-a7f4c42 elementor-widget elementor-widget-heading\" data-id=\"a7f4c42\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h3 class=\"elementor-heading-title elementor-size-default\">8. Mitarbeiter-Zufriedenheit<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a2fd71d elementor-widget elementor-widget-spacer\" data-id=\"a2fd71d\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-d5f4edc elementor-widget elementor-widget-spacer\" data-id=\"d5f4edc\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bbb5172 elementor-widget elementor-widget-text-editor\" data-id=\"bbb5172\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Definition und Bedeutung<\/strong><\/p><p>Die Mitarbeiterzufriedenheit misst, wie gl\u00fccklich und zufrieden die Mitarbeiter mit ihrer Arbeit und ihrem Arbeitsplatz sind. Eine hohe Zufriedenheit f\u00fchrt zu einer besseren Mitarbeiterbindung und Leistung. <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8194e5f elementor-widget elementor-widget-text-editor\" data-id=\"8194e5f\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p><strong>Messmethoden<\/strong><\/p><ol><li><strong>Umfragen und Feedback:<\/strong> Holen Sie regelm\u00e4\u00dfig die Meinung Ihrer Mitarbeiter \u00fcber ihre Arbeitszufriedenheit ein.<\/li><li><strong>Fokusgruppen:<\/strong> F\u00fchren Sie Gruppendiskussionen durch, um die Gef\u00fchle der Mitarbeiter zu ergr\u00fcnden.<br><br><\/li><\/ol><p><strong>Strategien zur Verbesserung der Kundenzufriedenheit<\/strong><\/p><ol><li><strong>H\u00f6ren Sie den Mitarbeitern zu:<\/strong> Handeln Sie auf Feedback und Vorschl\u00e4ge.<\/li><li><strong>Verbessern Sie die Bedingungen am Arbeitsplatz:<\/strong> Schaffen Sie eine komfortable und sichere Arbeitsumgebung.<\/li><li><strong>Bieten Sie Wachstumsm\u00f6glichkeiten:<\/strong> Bieten Sie klare Karrierewege und Entwicklungsm\u00f6glichkeiten.<\/li><\/ol><p><strong> <\/strong><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-bd33032 e-flex e-con-boxed e-con e-parent\" data-id=\"bd33032\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-c8b2bab elementor-widget elementor-widget-heading\" data-id=\"c8b2bab\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">Fazit<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7437904 elementor-widget elementor-widget-spacer\" data-id=\"7437904\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-7c6fb49 elementor-widget elementor-widget-spacer\" data-id=\"7c6fb49\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"spacer.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-spacer\">\n\t\t\t<div class=\"elementor-spacer-inner\"><\/div>\n\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-51102f5 elementor-widget elementor-widget-text-editor\" data-id=\"51102f5\" data-element_type=\"widget\" data-e-type=\"widget\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>HR-Analysen sind ein leistungsf\u00e4higes Instrument, das die Art und Weise, wie Unternehmen ihre Mitarbeiter verwalten, ver\u00e4ndert. Wenn Unternehmen HR-Analysen verstehen und nutzen, k\u00f6nnen sie fundierte Entscheidungen treffen, die Erfahrungen ihrer Mitarbeiter verbessern und strategische Ziele erreichen. Ganz gleich, ob Sie gerade erst anfangen oder Ihre derzeitigen Praktiken verbessern m\u00f6chten, dieser Leitfaden bietet einen umfassenden \u00dcberblick, der Ihnen hilft, sich in der Welt der HR-Analytik zurechtzufinden.  <br><br><\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t<div class=\"elementor-element elementor-element-75842ee elementor-hidden-widescreen elementor-hidden-desktop elementor-hidden-laptop elementor-hidden-tablet_extra elementor-hidden-tablet elementor-hidden-mobile e-flex e-con-boxed e-con e-parent\" data-id=\"75842ee\" data-element_type=\"container\" data-e-type=\"container\">\n\t\t\t\t\t<div class=\"e-con-inner\">\n\t\t\t\t<div class=\"elementor-element elementor-element-18d8c5e animated-fast elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"18d8c5e\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInUp&quot;,&quot;_animation_delay&quot;:1}\" data-widget_type=\"heading.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t<h2 class=\"elementor-heading-title elementor-size-default\">H\u00e4ufig gestellte Fragen<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-bb0f693 acc_ordion animated-fast elementor-invisible elementor-widget elementor-widget-accordion\" data-id=\"bb0f693\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInUp&quot;,&quot;_animation_delay&quot;:500}\" data-widget_type=\"accordion.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<div class=\"elementor-accordion\">\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1961\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-1961\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"23\" viewBox=\"0 0 24 23\" fill=\"none\"><line x1=\"1\" y1=\"11\" x2=\"23\" y2=\"11\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><line x1=\"12\" y1=\"1\" x2=\"12\" y2=\"22\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"2\" viewBox=\"0 0 24 2\" fill=\"none\"><line x1=\"1\" y1=\"1\" x2=\"23\" y2=\"1\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Curabitur dapibus ipsum ornare, congue sapien vel, convallis mauris. Morbi enim neque, consequat ut odio vel, molestie faucibus purus. <\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1961\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-1961\"><p>Quisque at est est. Nulla laoreet id tellus a vulputate. Pellentesque et tristique ligula. Ut ac mi sollicitudin, dapibus nisl eu, bibendum ante. Sed viverra diam quis accumsan fringilla. Pellentesque habitant morbi tristique senectus et netus et malesuada fames ac turpis egestas. Cras et elit at risus lobortis vestibulum non eu augue. Quisque sodales risus quis nisl interdum consectetur. Nulla iaculis aliquam nisi vitae imperdiet. Curabitur ut iaculis neque. Vivamus iaculis bibendum lorem. Sed quis viverra lectus. Praesent sed suscipit quam. Aliquam pellentesque eu odio vel ultrices.             <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1962\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-1962\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"23\" viewBox=\"0 0 24 23\" fill=\"none\"><line x1=\"1\" y1=\"11\" x2=\"23\" y2=\"11\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><line x1=\"12\" y1=\"1\" x2=\"12\" y2=\"22\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"2\" viewBox=\"0 0 24 2\" fill=\"none\"><line x1=\"1\" y1=\"1\" x2=\"23\" y2=\"1\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Curabitur dapibus ipsum ornare, congue sapien vel, convallis mauris. Morbi enim neque, consequat ut odio vel, molestie faucibus purus. <\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1962\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-1962\"><p>Quisque at est est. Nulla laoreet id tellus a vulputate. Pellentesque et tristique ligula. Ut ac mi sollicitudin, dapibus nisl eu, bibendum ante. Sed viverra diam quis accumsan fringilla. Pellentesque habitant morbi tristique senectus et netus et malesuada fames ac turpis egestas. Cras et elit at risus lobortis vestibulum non eu augue. Quisque sodales risus quis nisl interdum consectetur. Nulla iaculis aliquam nisi vitae imperdiet. Curabitur ut iaculis neque. Vivamus iaculis bibendum lorem. Sed quis viverra lectus. Praesent sed suscipit quam. Aliquam pellentesque eu odio vel ultrices.             <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1963\" class=\"elementor-tab-title\" data-tab=\"3\" role=\"button\" aria-controls=\"elementor-tab-content-1963\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"23\" viewBox=\"0 0 24 23\" fill=\"none\"><line x1=\"1\" y1=\"11\" x2=\"23\" y2=\"11\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><line x1=\"12\" y1=\"1\" x2=\"12\" y2=\"22\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"2\" viewBox=\"0 0 24 2\" fill=\"none\"><line x1=\"1\" y1=\"1\" x2=\"23\" y2=\"1\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Curabitur dapibus ipsum ornare, congue sapien vel, convallis mauris. Morbi enim neque, consequat ut odio vel, molestie faucibus purus. <\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1963\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"3\" role=\"region\" aria-labelledby=\"elementor-tab-title-1963\"><p>Quisque at est est. Nulla laoreet id tellus a vulputate. Pellentesque et tristique ligula. Ut ac mi sollicitudin, dapibus nisl eu, bibendum ante. Sed viverra diam quis accumsan fringilla. Pellentesque habitant morbi tristique senectus et netus et malesuada fames ac turpis egestas. Cras et elit at risus lobortis vestibulum non eu augue. Quisque sodales risus quis nisl interdum consectetur. Nulla iaculis aliquam nisi vitae imperdiet. Curabitur ut iaculis neque. Vivamus iaculis bibendum lorem. Sed quis viverra lectus. Praesent sed suscipit quam. Aliquam pellentesque eu odio vel ultrices.             <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1964\" class=\"elementor-tab-title\" data-tab=\"4\" role=\"button\" aria-controls=\"elementor-tab-content-1964\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"23\" viewBox=\"0 0 24 23\" fill=\"none\"><line x1=\"1\" y1=\"11\" x2=\"23\" y2=\"11\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><line x1=\"12\" y1=\"1\" x2=\"12\" y2=\"22\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"2\" viewBox=\"0 0 24 2\" fill=\"none\"><line x1=\"1\" y1=\"1\" x2=\"23\" y2=\"1\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Curabitur dapibus ipsum ornare, congue sapien vel, convallis mauris. Morbi enim neque, consequat ut odio vel, molestie faucibus purus. <\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1964\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"4\" role=\"region\" aria-labelledby=\"elementor-tab-title-1964\"><p>Quisque at est est. Nulla laoreet id tellus a vulputate. Pellentesque et tristique ligula. Ut ac mi sollicitudin, dapibus nisl eu, bibendum ante. Sed viverra diam quis accumsan fringilla. Pellentesque habitant morbi tristique senectus et netus et malesuada fames ac turpis egestas. Cras et elit at risus lobortis vestibulum non eu augue. Quisque sodales risus quis nisl interdum consectetur. Nulla iaculis aliquam nisi vitae imperdiet. Curabitur ut iaculis neque. Vivamus iaculis bibendum lorem. Sed quis viverra lectus. Praesent sed suscipit quam. Aliquam pellentesque eu odio vel ultrices.             <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t<div class=\"elementor-accordion-item\">\n\t\t\t\t\t<div id=\"elementor-tab-title-1965\" class=\"elementor-tab-title\" data-tab=\"5\" role=\"button\" aria-controls=\"elementor-tab-content-1965\" aria-expanded=\"false\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon elementor-accordion-icon-right\" aria-hidden=\"true\">\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-closed\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"23\" viewBox=\"0 0 24 23\" fill=\"none\"><line x1=\"1\" y1=\"11\" x2=\"23\" y2=\"11\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><line x1=\"12\" y1=\"1\" x2=\"12\" y2=\"22\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t<span class=\"elementor-accordion-icon-opened\"><svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"24\" height=\"2\" viewBox=\"0 0 24 2\" fill=\"none\"><line x1=\"1\" y1=\"1\" x2=\"23\" y2=\"1\" stroke=\"#006AAD\" stroke-width=\"2\" stroke-linecap=\"round\"><\/line><\/svg><\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t\t\t<a class=\"elementor-accordion-title\" tabindex=\"0\">Curabitur dapibus ipsum ornare, congue sapien vel, convallis mauris. Morbi enim neque, consequat ut odio vel, molestie faucibus purus. <\/a>\n\t\t\t\t\t<\/div>\n\t\t\t\t\t<div id=\"elementor-tab-content-1965\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"5\" role=\"region\" aria-labelledby=\"elementor-tab-title-1965\"><p>Quisque at est est. Nulla laoreet id tellus a vulputate. Pellentesque et tristique ligula. Ut ac mi sollicitudin, dapibus nisl eu, bibendum ante. Sed viverra diam quis accumsan fringilla. Pellentesque habitant morbi tristique senectus et netus et malesuada fames ac turpis egestas. Cras et elit at risus lobortis vestibulum non eu augue. Quisque sodales risus quis nisl interdum consectetur. Nulla iaculis aliquam nisi vitae imperdiet. Curabitur ut iaculis neque. Vivamus iaculis bibendum lorem. Sed quis viverra lectus. Praesent sed suscipit quam. Aliquam pellentesque eu odio vel ultrices.             <\/p>\n<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-282e50c animated-fast elementor-invisible elementor-widget elementor-widget-text-editor\" data-id=\"282e50c\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInUp&quot;,&quot;_animation_delay&quot;:350}\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Kundenbetreuung<\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-233524d animated-fast elementor-invisible elementor-widget elementor-widget-text-editor\" data-id=\"233524d\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInUp&quot;,&quot;_animation_delay&quot;:500}\" data-widget_type=\"text-editor.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t\t\t<p>Consectetur adipiscing elit. Integer ut diam velit. 09.00h &#8211; 17.00h.  <\/p>\t\t\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-3579818 animated-fast elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-invisible elementor-widget elementor-widget-icon-list\" data-id=\"3579818\" data-element_type=\"widget\" data-e-type=\"widget\" data-settings=\"{&quot;_animation&quot;:&quot;fadeInUp&quot;,&quot;_animation_delay&quot;:650}\" data-widget_type=\"icon-list.default\">\n\t\t\t\t<div class=\"elementor-widget-container\">\n\t\t\t\t\t\t\t<ul class=\"elementor-icon-list-items\">\n\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"mailto:info@brynq.nl\">\n\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"16\" height=\"11\" viewBox=\"0 0 16 11\" fill=\"none\"><path fill-rule=\"evenodd\" clip-rule=\"evenodd\" d=\"M0.5 2C0.5 1.17157 1.17157 0.5 2 0.5H14C14.8284 0.5 15.5 1.17157 15.5 2V9C15.5 9.82843 14.8284 10.5 14 10.5H2C1.17157 10.5 0.5 9.82843 0.5 9V2Z\" stroke=\"#112D62\" stroke-width=\"0.75\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M10.457 4.1499L12.999 6.4999\" stroke=\"#112D62\" stroke-width=\"0.75\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M5.542 4.1499L3 6.4999\" stroke=\"#112D62\" stroke-width=\"0.75\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><path d=\"M15.2528 0.842773L8.91076 5.21611C8.36222 5.59483 7.63663 5.59483 7.08809 5.21611L0.746094 0.842773\" stroke=\"#112D62\" stroke-width=\"0.75\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">info@brynq.nl<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t\t\t<li class=\"elementor-icon-list-item\">\n\t\t\t\t\t\t\t\t\t\t\t<a href=\"tel:+31%20182%20543%20643\">\n\n\t\t\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-icon\">\n\t\t\t\t\t\t\t<svg xmlns=\"http:\/\/www.w3.org\/2000\/svg\" width=\"18\" height=\"17\" viewBox=\"0 0 18 17\" fill=\"none\"><path d=\"M11.1666 15.8794H11.1738C12.7317 16.8753 14.7663 16.6548 16.0681 15.3459L16.6159 14.7982C17.128 14.286 17.128 13.4537 16.6159 12.9415L14.2967 10.6225C13.7845 10.1104 12.9522 10.1104 12.44 10.6225C12.191 10.8715 11.8638 11.0067 11.5152 11.0067C11.1666 11.0067 10.8323 10.8715 10.5904 10.6225L6.87699 6.90927C6.3648 6.3971 6.3648 5.56482 6.87699 5.05265C7.12598 4.80367 7.26114 4.47645 7.26114 4.12789C7.26114 3.77933 7.12598 3.44499 6.87699 3.20313L4.55788 0.88413C4.04568 0.371957 3.21336 0.371957 2.70117 0.88413L2.1534 1.43187C0.851564 2.73364 0.623921 4.76811 1.61275 6.32596C4.15239 10.0961 7.3963 13.3399 11.1595 15.8794H11.1666Z\" stroke=\"#112D62\" stroke-width=\"0.75\" stroke-linecap=\"round\" stroke-linejoin=\"round\"><\/path><\/svg>\t\t\t\t\t\t<\/span>\n\t\t\t\t\t\t\t\t\t\t<span class=\"elementor-icon-list-text\">+31 182 543 643<\/span>\n\t\t\t\t\t\t\t\t\t\t\t<\/a>\n\t\t\t\t\t\t\t\t\t<\/li>\n\t\t\t\t\t\t<\/ul>\n\t\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t","protected":false},"excerpt":{"rendered":"<p>Im Personalwesen sind Kennzahlen ein wichtiges Instrument, mit dem Unternehmen die Effizienz und Effektivit\u00e4t ihrer Personalfunktionen messen k\u00f6nnen. Durch die Verfolgung dieser Kennzahlen k\u00f6nnen Unternehmen Einblicke in die Leistung ihrer Mitarbeiter, den Rekrutierungserfolg und die allgemeine Zufriedenheit am Arbeitsplatz gewinnen. In diesem Leitfaden erfahren Sie, was HR-Kennzahlen sind, warum sie wichtig sind und wie Sie [&hellip;]<\/p>\n","protected":false},"featured_media":86423,"template":"","resource-categories":[61],"resource":[51],"class_list":["post-86972","resources","type-resources","status-publish","has-post-thumbnail","hentry","resource-categories-integrationen","resource-blog"],"acf":[],"_links":{"self":[{"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/resources\/86972","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/resources"}],"about":[{"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/types\/resources"}],"version-history":[{"count":7,"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/resources\/86972\/revisions"}],"predecessor-version":[{"id":87848,"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/resources\/86972\/revisions\/87848"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/media\/86423"}],"wp:attachment":[{"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/media?parent=86972"}],"wp:term":[{"taxonomy":"resource-categories","embeddable":true,"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/resource-categories?post=86972"},{"taxonomy":"resource","embeddable":true,"href":"https:\/\/brynq.com\/de\/wp-json\/wp\/v2\/resource?post=86972"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}