{"id":87012,"date":"2024-07-16T11:25:53","date_gmt":"2024-07-16T11:25:53","guid":{"rendered":"https:\/\/brynq.com\/it\/resources\/metriche-chiave-per-le-risorse-umane-comprenderli-e-utilizzarli-per-un-ambiente-di-lavoro-migliore\/"},"modified":"2026-02-19T10:46:42","modified_gmt":"2026-02-19T10:46:42","slug":"metriche-chiave-per-le-risorse-umane-comprenderli-e-utilizzarli-per-un-ambiente-di-lavoro-migliore","status":"publish","type":"resources","link":"https:\/\/brynq.com\/it\/resources\/metriche-chiave-per-le-risorse-umane-comprenderli-e-utilizzarli-per-un-ambiente-di-lavoro-migliore","title":{"rendered":"Metriche chiave per le risorse umane: Comprenderli e utilizzarli per un ambiente di lavoro migliore"},"content":{"rendered":"\t\t<div data-elementor-type=\"wp-post\" data-elementor-id=\"87012\" class=\"elementor elementor-87012\" data-elementor-post-type=\"resources\">\n\t\t\t\t<div class=\"elementor-element elementor-element-df1946b e-flex e-con-boxed e-con e-parent\" data-id=\"df1946b\" 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-66e15ee elementor-widget elementor-widget-text-editor\" data-id=\"66e15ee\" 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>Nelle Risorse Umane le metriche sono uno strumento essenziale che aiuta le aziende a misurare l&#8217;efficienza e l&#8217;efficacia delle loro funzioni HR. Tracciando queste metriche, le organizzazioni possono ottenere informazioni sulle prestazioni dei dipendenti, sul successo delle assunzioni e sulla soddisfazione generale dell&#8217;ambiente di lavoro. Questa guida spiega cosa sono le metriche HR, perch\u00e9 sono importanti e come usarle in modo efficace. Verranno inoltre illustrate le metriche HR pi\u00f9 importanti e verranno forniti esempi di varie funzioni HR, tra cui il reclutamento, la retention e l&#8217;impatto sulle entrate.   <\/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-e58824b e-flex e-con-boxed e-con e-parent\" data-id=\"e58824b\" 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-dee37fc elementor-widget elementor-widget-heading\" data-id=\"dee37fc\" 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\">Cosa sono le metriche HR?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-c004a17 elementor-widget elementor-widget-spacer\" data-id=\"c004a17\" 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-b142d15 elementor-widget elementor-widget-text-editor\" data-id=\"b142d15\" 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>Le metriche HR sono dati che forniscono informazioni su vari aspetti della forza lavoro e delle pratiche HR di un&#8217;azienda. Queste metriche aiutano i professionisti delle risorse umane e i manager a prendere decisioni informate sulle assunzioni, sullo sviluppo dei dipendenti e sulla salute generale dell&#8217;organizzazione. <\/p><p>Pensa alle metriche HR come a un check-up della tua azienda. Proprio come un medico usa i segni vitali per valutare la tua salute, le metriche HR aiutano a valutare la salute della tua forza lavoro e delle pratiche HR. <\/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-4680397 e-flex e-con-boxed e-con e-parent\" data-id=\"4680397\" 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-54c9b08 elementor-widget elementor-widget-heading\" data-id=\"54c9b08\" 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\">Perch\u00e9 le metriche delle risorse umane?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a835f9b elementor-widget elementor-widget-spacer\" data-id=\"a835f9b\" 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-e7512af elementor-widget elementor-widget-text-editor\" data-id=\"e7512af\" 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>Le metriche HR sono fondamentali per diversi motivi. In primo luogo, forniscono un quadro chiaro delle prestazioni del tuo dipartimento HR. In secondo luogo, aiutano a identificare le aree che necessitano di miglioramenti. Infine, supportano il processo decisionale strategico fornendo approfondimenti basati sui dati.   <\/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-9d1426b elementor-widget elementor-widget-text-editor\" data-id=\"9d1426b\" 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>Immagina di guidare un&#8217;auto senza cruscotto. Non potresti conoscere la velocit\u00e0, il livello di carburante o lo stato di salute del motore. Allo stesso modo, senza le metriche delle risorse umane, gestire una forza lavoro in modo efficace diventa difficile.  <\/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-a56f4f9 e-flex e-con-boxed e-con e-parent\" data-id=\"a56f4f9\" 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-2cd2f50 elementor-widget elementor-widget-heading\" data-id=\"2cd2f50\" 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\">Come si usano le metriche HR?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-6879dac elementor-widget elementor-widget-spacer\" data-id=\"6879dac\" 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-32577a3 elementor-widget elementor-widget-text-editor\" data-id=\"32577a3\" 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>L&#8217;utilizzo delle metriche HR comporta diverse fasi:<\/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-7a5ca2d elementor-widget elementor-widget-text-editor\" data-id=\"7a5ca2d\" 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>Identificare le metriche chiave:<\/strong> Determina quali sono le metriche pi\u00f9 rilevanti per gli obiettivi della tua organizzazione.<\/li><li><strong>Raccogliere dati:<\/strong> Raccogli dati accurati da varie fonti come sondaggi tra i dipendenti, valutazioni delle prestazioni e sistemi HR.<\/li><li><strong>Analizzare i dati:<\/strong> Usa gli strumenti statistici per interpretare i dati e identificare tendenze o problemi.<\/li><li><strong>Agisci:<\/strong> Implementa le modifiche in base alle intuizioni ottenute dall&#8217;analisi.<\/li><li><strong>Monitorare e regolare:<\/strong> Tieni costantemente sotto controllo le metriche per misurare l&#8217;impatto delle modifiche e apportare ulteriori aggiustamenti se necessario.<\/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-9fe7a75 elementor-widget elementor-widget-spacer\" data-id=\"9fe7a75\" 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-5fef4d8 elementor-widget elementor-widget-text-editor\" data-id=\"5fef4d8\" 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>Questi passaggi assicurano che le metriche HR non siano solo numeri, ma anche informazioni utili per migliorare.<\/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-2009a70 e-flex e-con-boxed e-con e-parent\" data-id=\"2009a70\" 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-2f8d95e elementor-widget elementor-widget-heading\" data-id=\"2f8d95e\" 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\">Quali sono le metriche HR pi\u00f9 importanti?<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-25b04e2 elementor-widget elementor-widget-spacer\" data-id=\"25b04e2\" 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-ddb4b9c elementor-widget elementor-widget-text-editor\" data-id=\"ddb4b9c\" 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>Diverse metriche HR sono considerate fondamentali per la maggior parte delle organizzazioni:<\/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-4266310 elementor-widget elementor-widget-text-editor\" data-id=\"4266310\" 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>Tasso di turnover:<\/strong> Misura la percentuale di dipendenti che lasciano l&#8217;azienda in un determinato periodo.<\/li><li><strong>Tempo di assunzione:<\/strong> Tiene traccia del tempo medio necessario per occupare una posizione vacante.<\/li><li><strong>Coinvolgimento dei dipendenti:<\/strong> Valuta il livello di impegno e soddisfazione dei dipendenti.<\/li><li><strong>Tasso di assenteismo:<\/strong> Monitora la frequenza e la durata delle assenze dei dipendenti.<\/li><li><strong>Efficacia della formazione:<\/strong> Valuta l&#8217;impatto dei programmi di formazione sulle prestazioni dei dipendenti.<\/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-e5c034e elementor-widget elementor-widget-spacer\" data-id=\"e5c034e\" 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-1898463 elementor-widget elementor-widget-text-editor\" data-id=\"1898463\" 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>Queste metriche aiutano le organizzazioni a comprendere e migliorare vari aspetti delle funzioni HR.<\/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-9408751 e-flex e-con-boxed e-con e-parent\" data-id=\"9408751\" 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-b71632c elementor-widget elementor-widget-heading\" data-id=\"b71632c\" 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\">Esempi di metriche HR per il reclutamento e la retention<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-110fb9e elementor-widget elementor-widget-spacer\" data-id=\"110fb9e\" 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-775fdf3 elementor-widget elementor-widget-heading\" data-id=\"775fdf3\" 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\">Metriche di reclutamento:<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-06681cc elementor-widget elementor-widget-text-editor\" data-id=\"06681cc\" 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>Costo per assunzione:<\/strong> Costi totali di reclutamento divisi per il numero di assunzioni. Questo aiuta a definire il budget e a ridurre le spese di assunzione. <\/li><li><strong>Time to Fill:<\/strong> misura il tempo che intercorre tra la pubblicazione del lavoro e l&#8217;assunzione. Un tempo pi\u00f9 breve indica un processo di assunzione pi\u00f9 efficiente. <\/li><li><strong>Qualit\u00e0 delle assunzioni:<\/strong> Valuta le prestazioni e il tasso di fidelizzazione dei nuovi assunti. In questo modo si garantisce che i processi di assunzione attraggano candidati di alta qualit\u00e0. <\/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-8e6d31f elementor-widget elementor-widget-spacer\" data-id=\"8e6d31f\" 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-859ee9f elementor-widget elementor-widget-spacer\" data-id=\"859ee9f\" 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-15f14fd elementor-widget elementor-widget-heading\" data-id=\"15f14fd\" 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\">Metriche di ritenzione:<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-54c5348 elementor-widget elementor-widget-spacer\" data-id=\"54c5348\" 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-01bd158 elementor-widget elementor-widget-text-editor\" data-id=\"01bd158\" 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>L&#8217;analisi predittiva utilizza i dati storici per prevedere i risultati futuri. Pu\u00f2 prevedere quali sono i dipendenti a rischio di abbandono, identificare i potenziali alti livelli di rendimento e anticipare le future esigenze di personale. <\/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-8bc48e5 elementor-widget elementor-widget-heading\" data-id=\"8bc48e5\" 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\">Esempi di metriche HR relative al fatturato<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-84595df elementor-widget elementor-widget-spacer\" data-id=\"84595df\" 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-5efb573 elementor-widget elementor-widget-text-editor\" data-id=\"5efb573\" 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>Fatturato per dipendente:<\/strong> Il fatturato totale diviso per il numero di dipendenti. Indica la produttivit\u00e0 complessiva della forza lavoro. <\/li><li><strong>ROI del capitale umano:<\/strong> Calcola il ritorno sull&#8217;investimento nei dipendenti confrontando il profitto generato con i costi totali del lavoro.<\/li><li><strong>Percentuale del costo del lavoro:<\/strong> Il costo totale della manodopera come percentuale del fatturato. Questo aiuta a gestire e ottimizzare le spese di manodopera. <\/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-dd914e0 elementor-widget elementor-widget-spacer\" data-id=\"dd914e0\" 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-3a64629 elementor-widget elementor-widget-text-editor\" data-id=\"3a64629\" 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>Queste metriche collegano le pratiche HR direttamente ai risultati finanziari, evidenziando l&#8217;importanza di una gestione efficace delle risorse umane.<\/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-dbc72ef elementor-widget elementor-widget-heading\" data-id=\"dbc72ef\" 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\">Altri esempi di metriche HR<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-0f8946d elementor-widget elementor-widget-spacer\" data-id=\"0f8946d\" 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-385537f elementor-widget elementor-widget-text-editor\" data-id=\"385537f\" 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>Formazione e sviluppo:<\/strong> Metriche come il costo della formazione per dipendente e i tassi di completamento della formazione valutano l&#8217;efficacia dei programmi di apprendimento.<\/li><li><strong>Diversit\u00e0 e inclusione:<\/strong> Misura la diversit\u00e0 della forza lavoro e l&#8217;efficacia delle iniziative di inclusione.<\/li><li><strong>Benessere dei dipendenti:<\/strong> Tiene traccia della partecipazione ai programmi di benessere e delle metriche sanitarie complessive, come l&#8217;assenteismo e le richieste di risarcimento.<\/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-d05ecec elementor-widget elementor-widget-spacer\" data-id=\"d05ecec\" 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-7cb625f elementor-widget elementor-widget-text-editor\" data-id=\"7cb625f\" 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>Queste metriche garantiscono un approccio completo alla gestione dei dipendenti, promuovendo un ambiente di lavoro sano e inclusivo.<\/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-3d3beee elementor-widget elementor-widget-heading\" data-id=\"3d3beee\" 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\">Altri esempi di metriche HR<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e48c31a elementor-widget elementor-widget-spacer\" data-id=\"e48c31a\" 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-cf8f1e8 elementor-widget elementor-widget-text-editor\" data-id=\"cf8f1e8\" 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>Formazione e sviluppo:<\/strong> Metriche come il costo della formazione per dipendente e i tassi di completamento della formazione valutano l&#8217;efficacia dei programmi di apprendimento.<\/li><li><strong>Diversit\u00e0 e inclusione:<\/strong> Misura la diversit\u00e0 della forza lavoro e l&#8217;efficacia delle iniziative di inclusione.<\/li><li><strong>Benessere dei dipendenti:<\/strong> Tiene traccia della partecipazione ai programmi di benessere e delle metriche sanitarie complessive, come l&#8217;assenteismo e le richieste di risarcimento.<\/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-1191ac3 elementor-widget elementor-widget-spacer\" data-id=\"1191ac3\" 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-ffe7287 elementor-widget elementor-widget-text-editor\" data-id=\"ffe7287\" 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>Queste metriche garantiscono un approccio completo alla gestione dei dipendenti, promuovendo un ambiente di lavoro sano e inclusivo.<\/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-774204e elementor-widget elementor-widget-heading\" data-id=\"774204e\" 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\">Esempi di metriche HR soft<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-1412a6c elementor-widget elementor-widget-spacer\" data-id=\"1412a6c\" 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-9da59a0 elementor-widget elementor-widget-text-editor\" data-id=\"9da59a0\" 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>Le metriche soft HR si concentrano sugli aspetti qualitativi della gestione delle risorse umane, come ad esempio:<\/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-c6886f8 elementor-widget elementor-widget-text-editor\" data-id=\"c6886f8\" 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>Coinvolgimento dei dipendenti:<\/strong> I sondaggi e gli strumenti di feedback misurano l&#8217;impegno e la motivazione dei dipendenti.<\/li><li><strong>Allineamento culturale:<\/strong> Valuta il grado di allineamento dei valori dei dipendenti con la cultura aziendale.<\/li><li><strong>Efficacia della leadership:<\/strong> Valuta l&#8217;impatto della leadership sul morale e sulle prestazioni dei dipendenti.<\/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-3d5115b elementor-widget elementor-widget-spacer\" data-id=\"3d5115b\" 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-6bf6f00 elementor-widget elementor-widget-text-editor\" data-id=\"6bf6f00\" 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>Queste metriche forniscono indicazioni sugli aspetti umani della gestione delle risorse umane, che spesso sono importanti quanto le metriche quantitative.<\/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-e65ea32 e-flex e-con-boxed e-con e-parent\" data-id=\"e65ea32\" 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-bd979dd elementor-widget elementor-widget-heading\" data-id=\"bd979dd\" 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 metriche HR essenziali per migliorare il successo sul posto di lavoro<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4baac52 elementor-widget elementor-widget-spacer\" data-id=\"4baac52\" 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-80d228d elementor-widget elementor-widget-text-editor\" data-id=\"80d228d\" 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>Identificando i fattori che contribuiscono al turnover, l&#8217;analisi delle risorse umane aiuta a sviluppare strategie di retention mirate, come il miglioramento dell&#8217;onboarding, i programmi di sviluppo della carriera e le iniziative di coinvolgimento dei dipendenti.<\/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-2239350 e-flex e-con-boxed e-con e-parent\" data-id=\"2239350\" 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-cd60de7 elementor-widget elementor-widget-heading\" data-id=\"cd60de7\" 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. Tasso di turnover dei dipendenti<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-8c78d74 elementor-widget elementor-widget-spacer\" data-id=\"8c78d74\" 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-0f0cc55 elementor-widget elementor-widget-text-editor\" data-id=\"0f0cc55\" 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>Definizione e importanza<\/strong><\/p>\n<p>Il tasso di turnover dei dipendenti misura la percentuale di dipendenti che lasciano un&#8217;organizzazione in un determinato periodo. Questo parametro \u00e8 importante perch\u00e9 un elevato turnover pu\u00f2 essere costoso e dannoso. Capire le ragioni del turnover aiuta i professionisti delle risorse umane a implementare strategie per trattenere i dipendenti pi\u00f9 validi.  <\/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-1d01a69 elementor-widget elementor-widget-text-editor\" data-id=\"1d01a69\" 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>Calcolo<\/strong><\/p><p>Per calcolare il tasso di turnover, usa la seguente formula:<br><img decoding=\"async\" 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XlwsZZZGckERGeTUJ6E839kvsV4qValIdwF2473cbKLQS\/GGGfQpEnOWmkh\/sTFhlLTEU34vLjjPbTFLwfR9XvBPE9zdvbTG9xMtlpGaQVVFBZVURxWjxpqVnkdQzRLdmnu5yazFCCXNy4bReCd2QhBS399A0LgVeTTkrQHW45emMfJspKY5\/Qh310lBWSHptISl4pJcLmRSlRRGeUkFovyqZUn40w0FxDfkIiial55JaXUJ4VQ3JyGjHlPTRJBFRvC53l2ZQUl1Bc30JjQyXlSTGkR8eRU9dB82MVsUhhezCRN47x1RvfsuqIG2EiMdLs7C1jIN+RUIfr7Jq\/hY9+v5b9l32JFrGb1GR9adQX+OMSUkpEzuCkHu4KOgrvoHnNiBMXXQmISqesQtSRnBSyYgOJT88mp3mE7nvDmcSBDQXUZiWQnCFsVlFJVXEm2fFxpJdUUylu8fEzj0gEsct3gthSCOLvfeAyTJ+oo3nxiSSl5Yn6JOyaKewq6l1cZTetIugc7S2gONwGvTknOf2xMoauUYRkF5CZE0dGoC7XVh9m3TtXUDTwJSAtl8zsKuqeclaLngwT\/C6\/y4KtR1hjIsr34+eYlPHfnJ9AEItoWTiqof5uurvaaW9rFc5x8tJGW3sXnV09dHeLfzvaHt6nrZ22DnF83yCDI0\/7uEbGL4dhhvtEPjYLp1jfQIMQPU0tLbS0NNEi1jU1i79bxdLUQGN9PQ0NzTS399AlHKisGfpHMUZXti3eJ6YzZ\/UGPtHPILz+aXNDIogrCA4RjjC1Tvj4XsZagghR3MiGGbNYssccs5xhWiVeNSuFiuAQUpuaqRWuq78xllTnq5xcuJJ5M45xxjCVHFEeBhuSSPcU6zdsZ\/YrSsip5pAz2E1LuR+h6iu5tHkGW44e5YRwhjZuMcTER+JvZ4ru3uPoqGpxOyqKO6HxhIf7ESDEs8pRVa6pehJTPzg+hGOonMFkAw4d281zK89xWM8Tv9hskiP9iXa4hs4NTa5YJxNV0s\/o6CijA0Vk39HFRkMbY+9UYoVgyAyzx\/DCDfQswoivq6EgxRmHU1+z+4s3WbPtOJc0dNFXO8L2o4psVheivmqKbrOxYUYHhRiLdsZeUx8zhzAiCoooygrAx9QAPW1nfDPraB4eYLAlnlQvVS6t2MTCF7aybZsCmh5BuAqhX\/aocb9CENf6qrLq0\/W8+oUqWsGllHa0Uh7pjp\/6FcztvfBvhBZJOy4U1ehgP135AYTrbOTq1ulsObiPo8I25q4xRMVFCbFphf7+E9y8eh378HDuhCcQFhZAiJc1aieFSFd0J6Kii8HRVpoTLLG6uoI5i+bz2poz7FZzwCk0kcgwL3z1j6N09hQnDaMIyO+VCq4xEXQ0PyCIpd5gdJC2nDCirbUwsLzD7bhC8gpTSL6jj7WuAcZBRaQ1ddNTF0ni7SucENebPW0VK4\/fwj63g5Y+IfdjtDE4spiPlx7gKwUfnNPKaS2LIMHemBuq9tyOyCY3L5wUN3WUNW1QdReiu0v4taECSkNsMVI2wsAhhngh\/gsjjLDSu8l5C5GW8g7aChJIMjPgjlcE0S29NLeUkXdbDxc1dZwSy8gWiXusTxsrosDxCqffEYJynTJmeWPj47yr8miNdiE+0wdj1eOceOMNdu3TwrR4TASHYntlFNUxLvhn1ZLSNvkaVXQWunBT\/hq7d2igZ+JMUHQ8MUH2+OvvQ\/7GTS4HNZHbJjlihFERfJYGWOJkrI+Buyin+cUUJXnhZ6SKvqUnTtm91PQ96smNhKcVxCOMdWdSGGSDvpIxhk6xJBaKgDTMEHNdXS5YJglRXEdXSxxRZle5+M4i1r2xkQOXDNB09uG26y1u6Z\/h0BfrWfC3Xew7qYmmtQiCnBNIr2ibGFbxhNQGkG66gW8W7uCjIz54izr6dJ0Bv3Ak7YukXk\/8\/F4kWq6vh55uodd6+ukffopjRb6ODPTS1yM0QI8IiH\/kC5X\/CH68IBZR\/XB1HGl+xuhrqyB\/9QryCle4Iv6VLgoKKKhqoiYq4Y2bWqhfVxKN5qTt0n2UkVcywvh2FAlV3dI3RmX82pBUm2oqopxxPHMMuTXr2LR2Axu3b2P79o3s2LmHvccvcvbyOc4e+5Y961azbctxjl1zEA4tTzTOj++DkPFz0U5NwDUMv\/wrK1bs5UhA8w\/4etOEIA4WQjGhcqIB7aItzgz7PXP4\/LO9LFZJJrJugIGibKpCgklvkvQQjzDcU0Vdrivme\/ax5U\/fclYxnPiBUQZ7aqkvtMdGiKalf7jI0aMxpInGuqu9mHLfy1ifnc3s7UdYrBFGQHoVVbVVFEXZ4io3iyMndnLMMZnAzBoqK0spSnbF+uhS5I+fwCq9kzKJxxsqZSjFkP2nz\/P6HjO0ArIorm6krqqU6txAvA0UUDmmiKmHEEA1NTRk2qGqrcGWGz745rfR0t9NV0kE4Tf2o6qpgXZiLWlleaQYb0F+4R9YsuMkZ21CCfazwcL2DuouJeTe6wr9jpG+euqi1PAwOIGqqS9OCUKItbXR1lxKcagFDnqqHDELxSKtld6+cuqKnbDYe5rNz8lx5qwT3gWl5DT00v7IHuJc6vyusfqzVbzw4Rku3AojPD+DUFt99PYdQlPPmQChviZPrzfaUUZF4DUcL37O3G17ma8SgHtSBVU1VZQm3sHr\/BecPLqJw7di8EqrpaKijPIsH+xPreTqoQOYx9dTOigcYlUYGbePsGTjVv6wXoeLLknkltdSVVlESYoNdvKHObTiLNdN4skQZa5\/bJSO0P3jQyYsvbEsFDczLDbURODraMhRVSt0vdLIqRH2b2uQ9o4GW+qhetgG61sZFHdUUJEdiN2JFex47z22nbHGvmSI7oEuBtL08dI5yo7rLiiEFJOeE0ue024s1E+hcjuPGOF3enpraM5xxPyUPEqX3AjKryIz4Qa+2ltQ0vfkdkozbSLg72uKJEhPHcX9GtwODSXQ1xPL3RrcsksiW2rBIfoSPch0scAzs4rUvvHW8dH00hRvgu3G19iycRenApoo6B2jPy+TPA9vsivzSA9Xw2LLc3yzU6QhuI2S7hF6MyLJ8nQmubJe+gTmO8FaQ0e2A9pb5Ni5UA1DjxRSq2qoKomm1PM8Ry5dZY5mCj6lotAMltGY6oSath4n9L3xl9SZ1nba6kV9iLXB\/KIuqudFwJPZLIKmR\/GUgni4jYbIq3hobUVeBLROaS3Crp30NYbhp30N+T03sQ\/OobyvlsKYW5jN38zRdw+hbBmOT64ITPOSyIowQW3VCTa+IY+yvj9BGflk59ZQ39H\/dPMe92VQ63WOjV8sZdqC6+jEtVD32OjlV0RXPV0iqKpq76ZFFMDvT1Y3\/aWJZIZ44ObqgYtnOFE5DdQ8oWseai2mOMaXYI87OLkF4hubR4nw678mc\/54QTzUwXCGCbeU1vPF0jV8uV441TNnOHv+rHQ5c\/oAh7bOZuHsabz70UfMXbeLnafE+ontZ88d4tietSz5+CtWrLmEbngVxU8eksj4xSDJtErKwuy5dXQfRxd\/wZy\/\/ZFn\/ul\/8E\/\/87\/4w8xFLN51kmNnTnBs33q2Ll3E2tWiLBy+xIkryqhaOHMnsZzyjqnGTv50jA4LZ9XeQXenqPyjTxP9\/ndENFXDuWRYnuLAa2+zZq0K5pnDND11WP+dII6LF0Lz7vG9xTSEKnFyyXw+WCTqvG8RiclCoEUGk9PaSNnEbpJAKsdED51pR7ipHEqM0I3j0lE0qC6WXJipwdXj4WSKNdK2uT6YTKfDzJHT4hvLAsruesAaf7LMpnPk8lZ2OIlzTqi8kZY44lU\/5KbccrSjWsiU7D9ULASxEbsvaPP+lSj8JsYQjzNEfYAmDge+4qimPUa+gUSZfsua40d464obdmFJZKSlkhrmjL\/mco5ePM63rlUkdQpRl6yF58m3OH5dB4OMftq62+hqa6e8cWiK8akj9DfEE3VpHtd2rULJv5rkyUKiNZjk21eYs1WPjfoF1EofpKcTdU2f428Zom+aL327\/rEM5knHEK+ZtYoXP5LjkmM0kUU5JPg44aVwBQsbL3wbkT7WH+3pprelmd5hUSta4yj2OM6is6p8YZRF9t1ut6ZYCm3eQ+7yarbYFZN0d\/BmTxYpWl+gf+IrNIMrSZSasw4KrZFT0ubt8yE4FUoHNkzQQrnbNXQWfsb2Y3po54\/SJAKh\/siJMcRCEFuXihLaXSXWneGSwkHeUYvCNney3GmkMtgc3Y+3cmW3Ff4ivyXm64jWxO3sAg7oOHCzeEwIYtGm5PqSF+5BYGW\/1Ga9eU74HHiNY1uWcNImHvc4yfCUBOLCbNHfJoKaPZcwCAjH5vpmVNe8yRE1awxCMkhNTSUlLYDbV09xddkm1O1uY+7ihcHms6ge0+Cmiy9e4YkkJSVTXJBPfmsftSLfv08UDFQEEK8+m01bN7LwZjzh1TVU5KUT4JJMYWUbPdUuRGrP4dNN+\/joRhIRdbUUJycR4hRJaV3r+BCLe1TTkebAjblyHPjSDJfcHpql6+sh3wY5RTWmnQuW9p6PNnqRaPUt8y\/osMaxmrp7JxI1cDiFwOMnufz+YfQcc8gUq6ZOxxMIYslLn51N9HaKQLc+lRCVhSiumsYBdTuMQyV2TRF29cPu4hEuLtzONatEUsRhPe1JhG6UQ322Ko4J7RPjp8XJO0Jw3qfF4fcssQ+qpVW6\/gcwVk1ngh6X5s7isxnbOOtYQvrkpuBXwSgjQ330iDa1ubqIspwEUiNCcNczxtrgFj459ZSLKv3oMjjMUH0alXGOBLrac\/u2M7cdnHBwuI39LVfc\/ZLIrGp7ZEflaE8DTanBxN2xw+m2OM7RETtnR3EOZ5wcIohJqJTONf9r8LU\/XhAPNDOUoIqRwmZm7b\/BcesY0spqqK2tlS41ecFE6X3Mlvf\/B3\/+2+ssvOSCY3YtlRPba6vTyA0yQHPtHLbMX4e8ax6JsikBf6UMMigEQGt1JdUlwfieX8OW\/\/Of\/McfV\/LFZW\/8CsT62hqqq8qpKC2hrKyA\/HAbnOSXsmr+HD7eqI6Kbxml44P3fgaEw+1opCgskYzYHKoHhUiZ2PLbRHi4liACr+\/mo5cX89U+0XgKDfO4zp2peUAQ38s\/IUQ6kohSX8G+5bOZfcoGZcMQckJCyG5vmfTyUCU5RrroCUGsoxJG7D1BnEuhswXnHxTE1f6kOx9hjrIRS10qqZ3QSCNVvmSavs2F6\/s4KdRRQdf4+uHGWOKufczNM6u4Gd1K1oQgHkwVgvjiDT6QjyCg4v5GpztBAw\/5GSyRv852TT1s5N5i5dpPeH7DGQ5eVEJNVRnly3LIH93EljOqHLxTSkbnEF3xGniemo6ycEYOQvHfnWFj6okHeukuucPt5TM5Nmsp131ryZrcG9MbTYrlVT55+yILjkaROSK5RyGIVXQ59pY+esa5wnLfw70xxOt4fe51dGMbqBrop7e+lK4YD+ISkgkRakIy5VR3cQFFkTGUNbUzIARxvucJlijfZL59KYUTthxriCbf6n2uXtvCEc960u8qka4MkjW\/RP\/kArRCKkmSiIrRWhHTWHJKSYt3LgTjUnD\/w+yuxJvcOfEa3xyRY2fAgAiGhxiOOSwVxIcsfbglCshwaw51t79m19H5vHojEtvCyW61g9qQG5jNfIuTKy4i4gOJ5BPlw50kmz0svGzEds9qyts6qI+LJdE3hqIuSY3vpilaF4NZL7P6tXdYdfgqJ5VUUbmmhPyVsxzZvoHzCpcw9HREe\/sq9j\/\/nMj7feyWV0NJRUks8pzcv42j+\/Zz\/U4c\/nFJBKrt48RXs\/jo3fl8vX4\/e6\/fwjK8mNL2YQafQAmMtWeK2z7A7k3beHerKZYR\/kTlpXE7qJHiOnGC3hQq3OVYtegA720ywCYxFP\/UbNx9qqiXDmSeTCUd6U5ozVPmyNdO+Jf2jg8jGBWVO9dKBCjqzLgYhkO+yOd8HdyVpvPO6Sus8GiiYXKDOJpK5JEVXHn1My7qxhAiFNHUSfl+QTzWLwRbZjiVOV5EZrqi\/+0C9vz1OZavO8ieyXbdu5lDew5y3TmDNBFYd7ckELzxNGqzr3E77m6bIQpjaxCOezU59J4FtwKrJwT\/D6GTvmJnbFd8yJrXvmSrTiz+\/6hZVn4wkncrqilNjiTG2xpHnZNc3baI2X+by8fzFdEMqZrU+fAgY4wOFJPrdBYjuS2cM3DndmoLDW3NtNWKwMzgMhp7j6BsIdpIYZeHYwWxb5oL9if3c+WUBkZh5WQ0SIbJ5lMYao3e3tOcP2KKY0Yb1T+XW\/8J+dGCeLS7jibfk1hq7OPorXTcyx\/oXx8uptppFnvf\/yf+8MJrrNGOJ+7B+ttVTI7xXkxObUTNO5eIHxzuyfjl0ES12VEu\/fFFnnvzGGtsyye9HT2JvnzqAi5wYeFbPP\/MbN761gLthAbpI56fnn46a7MJU7HDTS+IjJ4BSdP622VMeL9ia26fWMOrz+9mkZyI8kWLNy5Gn4aJl+pC7griyV3MffTmm+B6cSlfvbeGpV9cxtgoiIjGDkn\/oUDSSpaSqa+NrqSH+D5BnEWegznn3lZH4USEVBBL15d7k+JwiC+vm7DcvfreJ1wHy31IM34HeY1DnA\/pvCfiBuqjiVaZhfaZtejGtJI9WRBf0uR9+TAhGu4vCb2pavhovMYieXnWXFHA8MizLN61gJlX7DF28Scw0B8\/Xx8C\/ALxic4iuryD1sEB6sOv4Xp8OuqGJtwRavV+CfggXXQW2GL2+Vvsf2spGt7V5NxnujiSTRT55LlTzP02kIQhSQ9rGhFKNzk6TRcdwyypo3tsh\/6kl+qmfXUD0\/Seid400U731NPe3ioE8pjIpX6qU1KIdQghr6yZoeYoctyPseS6Ll87V1A40T00XBtJjsWHKKt9i5x\/ExkTbfVIexoJGvPQO7kY7dAqUiR5MixqfLYZJxTVmXkhEOfcyQMzRPKy9AlUfpFFxw+y2aOP0rYBRmKO3BPEdsJ+g01plJu9z+b9H\/KKTgQ2RZMbhk5qg69jNfMZji06zI1kqJAUp4EMKsO12LNSiV1HnIgsTCUsPo8A\/zpa+yQlqJmqwOuovf4ym6Yv47ShD7YBAfgH+OPrG4CPyNuojBiyslyxWDWf3X+Ywb5T+uh4B+Ln7yeWALz9fAiMjiG1vIvmjg5a8oMIslRH9cxJ5I7uY\/u2rRw8dx37mArKnyTCHK5jINOQa1u\/5ctpe1AWeewQn45D7giVkjhorJbuNHOuLtzI0jfWonJTF+PoPFwzB2npfVBpSASxM1pfqXFs4R2Cy7rH27mhalGlLKSC+J3LETgVtNOXoYLd+WeZfuosK72bqZukeMZGUok5Mo+rL7\/BKfUwfFp+uCAe7emnJcSDgjhLAjOtUVsj7PrHmRw4Y4yez8N2TStrpXV0gJ6GKHzWnUT1M2XsohtFSyGhXbiXAG7vUeegEMQ2\/pXC2\/Qz0iX8RncPjSKLh59YfA2JMiby7sBnbHj7fT647IFR3kOPcn7h9NFVV0B2mCjDnp542lzD+Og8PhD2\/eOb57jiJcrgxJ4P0VdNR5Y5aqe\/ZcW3l1ELyCP\/XlPYRmOUEc5nt7N0rwH7HEopum96mBGGK0QbaHmE5dtP8K16ALH1YxMdKgOiuCUQd30\/J3buY41JHC5lv\/yezh8tiIc7ailxOI2H6UVRedspeLAsici30PYzdn\/4Tzz78pus0wwnUjSi9zXiY8MMp+uT6nIW\/ZACAp5+UkEZvziKyb+5l7N\/fIG\/zjjMCstcCqac5FGIMhHt+51dxBf\/54\/8f5\/ZytLrsSR1jY73Bv6ktNFRGMatjTroHPUivvM3LohHOhlIFGJvx2e8\/upxNqokCQn6KKf3OEbo7WskWjjo9PSp5uyqoSpAG\/U5HzL7d8tYst0Du\/zOiXGrkjJRTPpNLW68IhkyEUnixFrIIN\/eiOMztLgsF0e+dJ2gJpAs12PM07BgpWf9vVkKRsX6bPN3UdA+wsXwXu62v8MtCcSrzUb\/wgaMk3qQdjKOlDAkBPGOM0IcXAjBT6o6vqMt8jqup97jW2U9Llla4q72OUtOnmSOZTkFD3STjI4M0d05zMjoKPVR13E\/NR1NEwvchSke2PUB+ukRIv7Opvc4NX8Jij61pE9uP7vDSbG8wEefyrPwXCL5YxIln0msqgEn3zLCwLTg+4dMCNs2B2uwdtYmpn2tjVlGj0ROTEE5qdHh2NqkkFUmbqIjnlKfkyzVMOQb12rK7gqcpjgKbT5CVWsnZ4PayL37HLUnmxTtrzA+sxSD6Ibxnu7RcUF8\/Iqw8dkgXO9GKFJGaY2+gcPeaWw6fpmL8cM0iOSNJRzDXet9jt0KxEGSuM4Cmu6sZP+xxbyqGo5NwWTP0UpNkDYGb3\/CyTVKWBWC8MeCFroL\/LFfe5ALn29B1diYG6FF+GWLQEdq304aYg2xXPAqh9cdkQrp8eDsLuJGRN1orY\/B4+A8zn32Gedss4h5MDPHOugfbKe6rZfq+hEG+0Rb1ltJdXoAntc2o3BoLccs43Arf5KhWcLALeF4n9nGt899xIbFZ1BwTSdY+MrxetLDSH0wXgcXs\/+5V9i45gwX3XMIEZn53Tzfd6mjL9cd3QWanFzkTlh1\/\/h0ZWMN0iET51Rv8K5CLHdKexirMCNA\/WPeP36V5c71NEzUJSmjyYQeWs\/51xZy1TiBKBGPTZ0Oke5qD2w3fcyWGZ9zUdgqZfJ5JPS1UmDvQZynGwklvtifXsC5z+dw8XYB8fd1kIkrjHTTMyDaFIlYbYsnYP0ZND+\/jlOCsLV0H4kg9ufWDnX2v2PL7aB6ukWQM1SRSFZlLaniPvumcjVTMiaEdDwJyl+z6fO3+cshS+Rj2x4fZD4WyYXHX0B84lu4jx9y1KAwbzVVublk5ddSXhhDntMRtn82l5feu8RV70cL4pHqQDLMN0hn2Xj\/ahxhdx+33aU3jVJPRdYsOsicPfZ4V\/V\/16aNNlLrdAq1XV8x85wd52If+JjTSBdjaRroXd7CK5sNOOVaRqdI3g+zy9+HHy2Ih9qbKLTTIdjWkIjG7gcaFpH4tgwK7hPEYUSISPN+sSOKX4ULBcE30fTPx63ol200Gd+HJPeKyNPeyxmJIJ5+iBUWOeT3TdWcipazK5LQKytZ+D9\/x\/\/6p3l8vt8D77rh8amUvo+nKihF1IRYo\/CpCnJbfYlpH\/puXsvfIkONNAXs4trGl3h11hl2muYK+fQDGOuipbmIQJ8kYiJLGBwcn4P1O4TTaYgjQ38Ha6atZfrsWxjGN02MSZPsWUqm3g1uvnEI7cljiAdiSDW+zrbXlTlyIoL0sTGGJR8NKPMi2f4AXygbstRVCJCJTBws8ybVcAYXr+9HLrCN\/AmxNlAXRZTSJ2idXs3N6BayJI+FhyVjiA3ZdfIaM0\/54V50V9kJxurId1LGaONaLusE4JORRZ63AgdOKPKNUgwxDZNbr3oqq8pJTmulpb2b+nBlnI+9gYquIY5lY7Q\/VgmNMtSaQ4beKrRPruG8az7hQtGN206STjcirc4w\/7Q5B5yqaR8TCR1LIEThBodev4m2fialYufHOu+BbKp9lFnx0Vpem6uOQVIrDRIbik338miwkdESZ2472SBnm0ucZMBhUzgFdw6zQFmb+Q6l5E+o6OGaCKFx30fh2lZO+NSTNvGseqQtVQQdX6JzfKF0yESyJE9GhHwRgvjkeRVmiAD0VqZkLgsJ4vpj5WTbKaH29VJOXLyNU90oHUOjdIfuw+HaTPabe2Ep8QP9DQyla6J57TSzLnpjltj83fRiYwXkuxuh8sUZrsp5EtkpGQwhYZTRjnyyDbcj\/\/UMFi47w0n7HOLFxrtTqfWWBRJ97UvOyR1EzrvpuzHSkjtsyaajuoCkkhKCTQ5geOJrDpmG4zLePTlOj\/B0NdEU1sbjFJWGnZ1o36RGEmkb6KQ90YwImyucsEvENHvkCXosxQ6jFeRb7OHCrBeZ9vlRtllkS59mjOev2N4n2lTTtZye\/azYfpr9tnnkSfSjdPtkKmhPc0RjngqHv3YmoKRrvK4NVTGWacYpBVWmnw\/hdm4no6LtzbtzmtVyWqwzzqKo427d7WC0JQTXI5eQm3sdi4BSSh5V0MbaGShxwmzte6x\/cxZnzFOI65bk8d2lnvbSMOyvWGOhE0NmdT5ZbvvRO\/4NB8xicJ+s1rorGa4QgXlFM0WjA3TURuKz5jgqnypiG9VAiXQnkVmtoTjtuc7R94yx9a+gqa+UthQfonKKiRKJfajT\/DGM9eaQa7KUg9+8xnNrbnDau2aibfohSIzUS29fH21C\/Q0+GBg8grERUSa7JDM09Elt9nSIgGt4UBqQ9YlAYqg9kzqv4+ya\/eX3COJB2pMMcTo4nZnrDzDLqoTMhxJeTVOULpe++JJlX57kZmQbZdLmT\/yvL4nI00s4NOMDFsn7YD65fkgRDW2NI\/aXtvPK9AOsUYogTbQLD\/aZ\/pL40YJ4oKWNdCM7\/E0dSGzvemgszxMJ4jFRaqp9yAs1Rck9G8fcB6Z4GRMRrmTKtu5eBu8Oxrtvh2FGejrp7uyle1DiNCdW30NUysEuuiQT0EsL6Agjvd20N4sCOKXDkjRq3fRKpoK7l3vDDHbUUVtZRU1Dz1NkqqgcjSUUpKeSnJpPXlUPvY91ko\/gqSuJYKyN7qoMslLjScoupqh19DE9VsKJ9HeJSilsJMmckSFGe9to6Rqg57Eedyok9\/oUgrg7itBLy\/n6\/\/kd\/+N\/LWbO6UBCm0ck1ekRiGOai6nJTSAlOYmUAskcr1M5hsl001l8G7cLO1n4l+Os2xZMRMeTjiEWZataNJqJKSSmlFLcIBqfiS2\/agaqKHNex7l1z\/HSCgUOuZSNj8F8UiT1tqOMkiR7LG+IBnjFLnZ\/q4r5nTiSqoQoEMXgXqkVZXGg4g4G+y+yfakhNvdNpt9GhYc5t9d\/i6KCBeaphWTlZ5CbYoPl6d0s+v0SFs5TRicgnrjUCBKdTqN+8BP+uuxb3rzihV1SMQX56WQ7n8dk9+\/5ZvUXzFfxxTxarC\/KIcdbHb3Vz7Ji9pusUHZCP6GOqpo8+hJ0uHBdmVlnHNFzjicnQ9TP7BTSgs2xvi6PwiVLXCJqaZB8NKAmER8TDc7IqaBo7od3TBpp2UkkRvngH5ZAaHoVBdkxhKiv4dTsf2PFph0cu5WAd0YjdR33tXb3MTYkGTZhT9itS6hqmGLkEkVMZiaZ6eGE2Gqjq3mDK54pBFV00F+fQnqYOueWreWTf93M5h162CXkkCnKoyjK9zEy2ElTYTrpflpYnvmGN\/74Nv\/x6m4O6HnhGhFNZEQUkeERBPs742BwFvUds1mz9wxbbYUoT8uhzOciRsc+5YUlm3jpnCsmMaI+F4jAwEMF6wN\/ZOnKD\/lS\/g56YWJ9US4FwfqYbHqRNZ++xFJhN80YUSfrKhnMsOCivBwvb9PkrEUIyVn55GQnEuupg8HZU8gdMeaWfwnl3Y1UZgTge+kj9i38PR\/uvMgBxzwyakRb255LeoA1qte0uGbmiW9sFumZoi4GWGCncQPlqwE4hdRIy9O9NmCkme4MZfTPr2H2Gi0U3YqlU5ndLY9jkhklMgxx0D+B3FVdtJ2FvZPTyE6PIjbAm9DoLFJruigvCCTe5SyKV69y2cATz7g00jMSSQkPIjLEn+SKcO542qKwUwUdTQ8hyMooLC8mL+AWfhbGaAcW4C\/E\/pN9n6WfjtCLWB19jw93qbHvTh2iGfyO4Ta6Qo+jdXQWb2zT45RHzQNPuMTOPaK85rripn2Ylc8v5bNXLqFgmUh8YQElYn24+X6+XryS\/5inwHHDSDIqi6kqDOGWmQ6XVU2w8EkgKj2bzAR\/wu20uXHJnBuGWSRXCX84cZV7jA7TX1dAeYIzfiaH2T7998z4\/YssP2aEnm8CEWEhhHjbYWdwjAuHV\/DRV+f5ViWdnBbJFHkBxDidQV5eEXkjb7wkds1MIDlcXDcghPjcfPJrEwi3V+DUtE9Z8Owy9qvdwSathoK2PgZ780QAdhmlb77lsr4zVoGRBDu6EZVVSqFwcg9Uh8cj2sEq9zVcXPI8L78v2kGh7L7\/ycujED5utJny5EjCXANJKmp5zOwcEwxU0pEfiptfIn7JjfT82HdoerKo9zzKjllzvkcQN4l0X+b67Of528L9zHOtIPehR6aNtMYZcPOLt1j29iqO2pWRIN1HRJc1Lthu+IClf3mXNYqB3BFGu\/\/ORTTX6I\/rpfW88dynzD5ghVuNOPJHJu\/n5McL4vYecp0jiHWLorC776FH0E8miEVFbkqiIs2PW9GlhJcLgTvYI0RIESUJQUT73uG2bTC+EWVU9098Aai\/m47KAkqzYokJ88DbwRaf4EQyGsboluquQcZ6GqgtzyMlMoAgdwfsgqLwyq6kpKiYsvgQwr188AzNEY1aD52SyKqzjtaSJNLjA\/B2voWXpy8JBbWUNnRQXSaEUEYMiWHeBPmHEZJQSE5tl3Ry8ynzd7SDzkYhFrJSSIkLFcf44O4ZQHCYEKeZpeTXdNM6WY2NiEreXktFsWiIE+OJj4kjPiGRJOGkc8taaJOqaHGx3npqizNIjo8mOiaGaOEQswqbaOuZNL3JiOTaRRQnRxDl74qnpyMu3uL6QfGisSunok0EApL9JHZvr6JFkuYEkWYXOzw9\/IjPLqeorJis+GACvb3wjUwjs1YIShFsPBmS\/SYJ4hlHWWVTROnkxv0ebQzmmmO68xOm\/9eb\/HHOVY65FFE+xbXGhnroaxHCPiuGqGAfQnwc8RFlw100oP7hiSTmVlLZPvRAkDPE8EAX7TUpxFoe5Pic13n+X1Yya709tmnCtg0VlJYLu7cM0PWgyh3uo7uuiLKMCGJCvfF09sDV0RufwGgiMisoaOp7RED1a2BMBDy5ZOuu5ODcV3lh4w1O+9d+z5jXB5A8wm9MJ81bDYVDy1gx6ysWLTyC3A13vPOaEVVxUt2Q\/Gik0MuPIEN3EsrqJwli0YYXR5HuoIK5tSWmfrGERYuAJdgeE+XznJi\/nl1rL6Jk6i7y2h4vs2NcOrCc+Rv2slTxNjcDU0iICybG\/Aw3D81l\/dYNrFO0RssnmYSkSOLtlNDe+TVrlyxk9fmbXPMrIa+4jN48VzyCb3PBNgBLmyAiAqOICvHCz\/w6xqbWmMfWUHyvx0TUmVx3Qq2uIa9mibajP75CEHnc9iI0Noei9gZKM0UdU9rBqRWfC7G6j2N6nliGVVAiGdT4WDpozBBl2OAG5mZ2OAYHEhhgh7mBBboWUSSWdwvribJfEkLwrasc3byFZZ\/vZNcBFQw8Igkv7R\/\/QMQkhvuaqUwIJtj0IqrHV7Jo7jLmLz\/NaXULTOyccLB35LadHVbGKigcWcHGLz5gzYHrqAVXkCHEePqt46gcFsesFwHkZRvU\/JKITQgn3voyhsfmsWnLatZcNkPVPYmYpGgSndUw2LeQDYu\/ZtVpNeQ9C8guKac3zZIrKid4YYs8e9Uc8Q2PJSLEHecbV9BU1cMoooJCidLqKaM4xBSrU8vZveJLFu05zzHLGIJLBscdaEMKRb76mJlZieAlBL9Ab9yN9DDTv4Vreh3FD6Rf+uJVnScBItDaZxgv9plioMhIIxXhtjipX+SaoTUWomyGBIl784rBL7GR9gHJhYdEIB1BmNFVtNS1hHD2FdcW\/kbysZWIQso7SqhIdsX+vAI3rlliL5n7Oi4cP2t7nMy9iCxofuip6eMYzXci2eU8Co5hWGcN3f9CnuSlylxbgp2VOWIfi332gxJV+If2QkqjLTFQOMiG+RtYsfgqV7SCCEqIJzVOBBC6R9m0YQtzVl3gpKo7QXlN1A+00ZbtRsgtHbQtPbD3CyHwjhCymjpYuorAqXFM+qj7IUaG6ClJINPzJmbXDrJjyecsnr+EPWduoGXpib2tFVa6l7m87xuWLZrDjC2qHHUuoUw6dG5YOnwtxEAeLQ1t6ewc\/sL2Xj5huIkgq6K2hJZikcc6Zzi4cDHLvt7MAUVTdESAkVA\/St9IFy3Rpnir7UHFwAQl6whcXeMorJSMJn5KhlpoDt6C8tJneOUvx9h2LVM6lv8HN+0jrRSHuuCmcQ3r20GES8dDT24L7yLWDArfniPaEEc9FI0CsApvoOOJ\/ewj6Myg1uP7BLHkGkUUWh7n7Msv8sdPDzLPuZSchwRxvRDEumjNfYOPX\/uahTop+EonyRYiTvhtjdUzmP7SB3ytGIDQ0w+kUTjUhiDuyC\/mtZf+yrRtaphkjvJLnmH1x79UNzxCd0M77Y0d9I6ISHhi\/V2ebMiEMONQJ\/1dLdS399HWP8xgWx7ZTlro7v2KlV98yluvHWOHXDRx7eOfCB1pLaTIUxez81vYuPBjPn5nOmtPamKXMybiHgltDJULJ2MjIsz1C1j26UfM\/PYQC286c0PfBe8bZ1E\/tYZvVp1jr3YycXVdtJYGE2tyhDNbvmLW22+yaM06VGxcMXGJxsLKHz+\/QOICTbHTOs2OLec4qORDcMXgwyJCVIiRItFoGmlwRd4CM6944dQqKMpLIMdPOAEtFQ5p+2KX0vTdsICBejry\/HE3v8rxLStY8uksZs35hsUHhcNyyCBVoi4ke1cG4iuE5rbFHzNr\/kLmblLkgr5wSNU9E7bvYTDfHU8TJY5c0EXVLoL4vGyyEj1wun6My8eOo+wUR4wkbB3uZaTAk0jTo5zZsYjZH7zNN0tXcOWmAYae3uhqK3Jt61ds3nqEvRapxErmD3oixivbd4L4CCut8imaShc0xJFuuJFtc6fz4lzRqBolEFPfP2UP7FBtPBk2QtQe3ccKBUdsojOoqM8nJ94VF7UDnD97gcuOGcTd\/SyalGY6a9OI9rLH6MwSts76T579D1GevrzMeUNLLJ1ucetOMF7pIqq\/73FRN13FYfhrXkH10nVuuMcSkpVPXqwT3vpyHD6uzDH9KGLqRCAzccSvCxF0dsQQe3QBm56fxl83GXMhqvl7xrw+iKiJA6Lu1xWSly7KeFQMcXEZZBXVUNc5MKVjGu5op7u+ia7+gfvmCx0b7KS3pZSaShE4ldcIh1hHbUMlpUW5ZMSliCAxn8LSWmrrK6mtyCFPBJrJaSJ4LKqmpKGN1pZGWiryKM1JJi0jg7TCSorrxfq2JlqrhEjIFOdIFsFpXjGF9SK4E8H7SE8jrR0NlDU0U13VSH1ljQighcApyqOkqo6aXsmnIiYx2CzuvZCCoiIh9iooq6iiqryOljbJFH6D9HbWU1eYSW6qCDAzssgR91vR2Ev3E3xjeLSvi7aKYqpKhMiqKqesspyC4mrKqrvol9abEUa6G2msEEIzPZ2UpEwyswspq22iqWfkoc8Yj40M0Nsq9i\/LozBHpDs5lZR0UX6LJeeupqpS3HtlJeWlIihMjyMhKpKUrFIqRJTe1dkk4uRsCrMlNs4kVdiySNi4pVXYsjKfMmHj9PQ00gpE4FwnmRO4mdaaYsqzU0lLTiYlp4h80Z52tlcynGGOnJIibx53QC+0gPqmZuqrhCgSbVJBaRXVItCX2nikh55Gcf2cVDLEOZIzRb2ubKGxZ2zcV4z2MtpaTnVlKfllVZSWVVCRX0xFRR1NQjU+VAdHJT1YgWSKQN88rpWUhimjcUY6G2gqyaaoUJSv8nLKq2uETdtpmPAzUkQg3iXKUFmB5J5LpZ+7LqsWZaaln\/6RfoZFvtfnF1JSKLaJcltRVU1FcRU1VaLt6XvKjxN0V9JZk0FOTQulwrHcJzBGxZk6SmmqziWluoOKhwYPS\/xoNz3NIsgvyBJ5kUZqqiivxaIctArh1VJBZWkOGWnp0qeVuYW1NHQNj9fDgSY664oplvgpUa7Li0spLyijprnz0e9ZjI0y3N1KR20xZYVZZIhyn5KSRnZ+CSXltVRWCHsW55CTKtqZ2BjCM0rIbez7bnzvoKiHVQVSu+aXllFWJa5b20KtsOvAYK84dx11JblkpYjykJJOVmG5qOvCT4uGRdItJvmgSEtFBvmiHGQXNlBT10HfwFP1DY8zJAKCsAOor3iWV57ZwKoLEcSI4vNQjPWkjIlAoUnYMsIRe5XrGBi5E1I18PBMGIONDOXfweOWEQpCDLvGVFHRPMDQ9zcXj+eJBLG4yGgW2Ub72f\/iC\/z7J4eY51Q6RQ9xPW3xemjPf5PXXpzDq0oR0pddJb3LZBhxbuWb\/OfLH\/CFEMRu300bNIGolUIQuyks4pWXnuG5tYpcjx+g8RfsMH+0IP4+nkwQP4ioaF1llIQ44Hx1Ndu\/eJ1\/\/\/+s5YNlviI6GZQeO9pVSXWMK146hznwzSv83\/\/zT7y8+DDaSSMTE2t3MVyfQoK\/BTeOLGLtm\/\/Cf\/xlJs+s0ua0bgCht6+if2QW02esYs5xHwJqemirSybLUw39E0uZ98w\/85c\/vsyHB9Q5aRHNHV\/R0GfkU1kURpSdHLtnfsLsj49w3ruc7PueAbTRmR1I4JUTyG07wwkRnbtniEZbbBkVFaA73wdPQzn2HdrH7pt3cCrool1Sh4da6alIIMrHkpvifpe9+q\/8r39+g2cWq3DVTzgYaQeHkCv1icQZbODAspeYvmgrXx2zwsQti9ymftFECOdZFUuo0jGOrt7Fhit3ME+sp3lwiIGWXDKtj6C4aR6fb7\/JGc9qqvtE5auKId3zOvqnlzH3r\/\/Kn\/7zRd7ffZULXhE42qqhs\/I15nwixPLVSHxKn7SJkNijmDydg5z\/w7O8+PwiPj5hiJGbF77+fvh6iejZzgDdG8qoKpzm2qVjwmlqoOQYRXRF\/yMed43RnWeL254\/8\/of\/8a\/LDRHJ0UEHuK\/gYYUMm4d5vzGr5i\/Th4V51zpm93jZaxdNE4FpMdE4W34LZfX\/oHX\/zSH9765gaaruJegAAKjUogt7qDh7otD4pz9lT7EmO9l79Zv2XzOBsf0BioHhhluTSPX+zKnV4poeeVpFPwKJ40\/fBxjQqQ0UZcZTpSjtbCtNVZ2t7AVy62nWmyxtbHAxtEVh6g80moHkEwb+\/QMMdwWQvi2uaz6j7f5yy4brqZ0fk+9\/Hsx+p0Y+Xsz9fxoUyL0wM\/Ek7yE9WugDvLMOHpVkzcvRuJV89OVrtGHDNROR0kGMdYhRAYUUdbaTV1qCDkRISTUD1L3hE3X99v9cV9skzDGyFMp4Ecz9XX+PiXjyWvBT4VoHyf++rszLIR0ggJ6W9\/m1edXsuSMP2FtUm\/7oxjtqSDb25pbqpoYWPgTJET7vadig+W05njhbWeImpkPttGN1D4y8nhKnkgQCy\/bFUu01mbmv\/Qc\/+9nh5kvBPF3M0zcpZ52IYhvzp\/GC89\/wZ+vhmApEb4j1QzEKHFo4fP8sxDEs5UCcZ9SEAcKQbxECOLn+PNqBZRiehHV8RfLL1QQC4S3kQwUH6rwJEJrK5+9vJePV3rjc7dHTrp9iKGWGGIMt\/Hh63\/g1SVH0U0eZPzLs6J6SSYDHxqkKcWI27v\/xkf\/NZ03FlhhkNBMU0s86U4KXJRTR94qnqyuURGZSfavpzvTGtOV7\/Hu\/53GXzcboRjVQNeQ2DYiGsPRbjoKbmP31Tss+ds8FmhF4119t5ESjqw9hCT9o2x\/eyMbdt3iTtkwzfc+Ry25p2G6chwIUJnL0i17Wa6ZRHzdkDTiHRPXHxb325tjg+fFeXz45nI+3O7MHSES72nu0V7aI\/UJMjnNdc8UPIoHGZDcm9g+1ptKqcdFjsxaxcIFmhgltHHfhB11PkTe2Mns9zcx75AjfvWS4SXDIs11dKabYbB0Bm\/94R2eP3ALnVwR+VfHkWIih8IFVS47F5B238tEj0Nys0IQ6x7hwn\/9iZf\/633eWH2Yw1dEhbh+DaUrJzm7fykLP\/4r02a8zzdHTDCNbqJe1NG7yXyYUemcrf4X5rDivYV8ud0Nl4K+if1FhrcE4ndxDUtf\/Yg1x2\/hUiHCA+lGYdcxYZ\/hYZFGRW4feZZ3n1nN3O1hhLYM0CfK0PCwsLsQQuPDtEVejtRSaLcX5Q1v8NlhTc6HNtMx6cbGuuKJVpjLwa\/f5aur7phnT+pNeiSi7AyXkudlgOmxbzm651u279vDnv1PuYhjdu\/czK5jpzlsEsyd7G4GfpADFuluDyPy23ms+fO7\/OWoI8pZD40SlCHjhzNUQV+GFWdVtZkjL\/nEdAuiCf2ZaKIl3gX9JWdR2G+DW3oVUVEZZMdnff8YThm\/bSRPE3L0MT\/wNa+\/uEEqiCPapa+E\/UgkGqWKgsDb3JK\/hpFNMOG1bdKv8rUVeRPmqIeCURC3ohrp\/Cl7Ip5IEIsIsSEAH6VlvPTiX\/in2Uf5Wgji+yaCkfKdIP7bC3P4q2IYNpL5UweLaPc9wt45\/8G\/vvwhnysHfa8gfnaNIiqxfTTIBPEPEMR36Y4i12IfC6Yd5JNVPvg++Ih6JIdcu4N8PuNZXlt6FL17gvg7hort8DnxOp+9O4f3DvrhWTEoZFIPvQ3FFOWXUFjdSte9Y0RBqXbj9qaP+eaFj1h42R+XysknHGGw0gOfRe+w4K+zeONqMDbjr10KumlLvIzZnpnMmLaTtUpCdE+l8NpiKLJczXJRYF9bootxfMvEMI8JhtMoczzK1ve+4PPF1zBN7aHhniPppMTdiUAdcwILm+8b\/N9XZIG\/wkfMfnsps3d7E\/iQJyil3PUcu9+YxoKFcphkjTI+SZao+uWO2Kx5nzkvzmaOUjiukg1jXfTWFFBUIGxUJxlnPVVipkKyXxF5Nw9w7g9\/5YWX1jDnihPOMYmkSL70lBhDfIQ3Xnp7Obn8Yz7+eA87r8cS3yGVto9gjOGuCupSRWPlE05wfOOkrypJyCZFcytbn3uBuRs1uJE+TMsDhWyk4Dp3TvyF955Zx1e744idssUTLUJtAHeOfsby6a\/yjeTLZA9NoNxKk\/Nyrm78C6\/s0OFsQMsTzFYhbDIqGsLybHKjQ4kODyU0IpzwH7CEhQUTFh1LVE41pa0imHrSbLmPCUG8QwjiZ4QgPuaESvaP7RORIWOCsWZ6SkU99TRHUVuP89ftsDSPIDmr8WcSqMOiXY7G+4wC1\/dcQve2N3cSqyl5sBGQIeNBJII41xiLw4uEIN70EwpiCWMMtJZQHOaCvYYBZrr6ePrbYehgj7pZIB4J9VS2\/aAG\/NE8kSAWqWvwxU9pMa+9+OwTC+LnJgniVp\/D7Pnid\/ybTBA\/OT9aEDcGkGa4k\/lvHOCT1VMI4q5kks13M+utZ3h92bEpBXFHuhkuR17n46+X8aFSFME1jyvqbfQX2mOy6l3WzfiSM9YZE29V3qWP3mIXPBe+x5fPz+EFhRAsyiYuOFZJgek6Tn72Z\/765Tl22hVP\/TGKzjQqnPey8b1X+NNbWzlgnyedjuQ7mmhPNEZr6Vt8+ckytljmEin1IqLi9qTgbemGrlYE6dWdkx7rdFLvcxG9r\/\/AG6\/P573DtlhGp5CZlUVGesb4khlOqOUVri76jMN7r2KRNkKVVGi30p9rjdGymXzz+pds0k2UfpXmhzMhiLX3cOaPL\/KXt4+z+lbppC+TTdCbSZbNYXa\/PZN33j3EAbMCEloGHjFkYjIjjDTlkx8bQICv5OWmCKKj7bE+uZh1L77AF5vVuJYwdG9+2rv0ZinjePQvvPvMGubtiCSiY+Thaw3XMJCogcrKV3nj2WksOmqCWVge6RniXjMm7JgcT9ytvSie+IZ5R425HljzdC+j\/SJ4QBD\/gB7i+vp6HB0d0dHRwcDAAENDQ9kiW8QiyoLaWa4e3siSlSv4eulS1i5axtLP1rLp2zOc0zfg5pTH\/ZhFHx2NC8htWcGqWR\/y9cIlbDipyCVdMwyNjDCa8hjZ8t9p0dPTk7ZFgYGB9PY+RVsm7SE2wPzgAiGIRZn9SQXxBGNNFLvexGTHYvZt2cZqRTc0o3t+nhfMnkgQCxXVGU60xlq++ttf+X8+O8JXTzVkopLeCHn2L3iW\/yME8RMPmYiWDZn40YI49acSxAuW85FKDCE1jxtQ1kZfgT3GK99lw8x5XHHIJfW+jrNxQewhBPFcIYj\/phiKZdlE9+1oFglXV7DtpRd5ZoEShzwrHx5IL6Ejg3KnXWz+6N\/499e\/YLlOPKH3CdAxBhsiiLo6hzVffshrR13QTxtgTBTCsaJbWDl7oORdR7Hk1dV7VFBsfhz55\/7IS8\/M4q0dSlw1tsLO3g5bKxvpYmNtjaWRAcbaN7C+E05UpUit1FYt9E0I4oVvzGWLfhJB0jdJfyh3BfH3vVTXR3uOOTabpvHx795h2jeW6CU0iRx4FJJhBy20FkcR66CF7uVDHD50jEPnVbimdZFz6z\/h6+df4PPtmqglDdP8QCF7IkHcW0pr4BlOLHqW3z\/zMp9svIi8gQvW1rbY2QgbSuxoZY2NqR76Bmbo2kURlf8kPcS\/NH68IE5PT2flypW89NJLTJs2jRkzZjzB8jZvz5zJu++IIGjm21Nsly3ji7CTCBRnvvMO70gX8bew19tvT7GfsOd3+4lF8vuh\/f4ei8hPyT2L678z8y2mT3udV159lVfF8vqrr\/DK314Rf7\/Bm9NnMH3K43\/kMv0tpr3xGq+9\/DdefvllXn1T\/Jbc01T7PnK5a893H21Lkca3Z06y9\/csU+fb33F5ezxN4\/cjyR\/xe6r9fuXLa6+9Jm2LTp48SUvLUzyH+HsIYuG3mpIssDm1kU3zdrBT3p07pb381J3DUp5IEAvHP5ROhsEedv7tBf7l00PSWSbyHimI3+TlF77gBUkPsfSlukbG0vU5veINfvfyB3yu+ChBLHmpbrEQxH\/hL2sUuRbXL+sh\/vkF8Z7HC+JUU1yOvsFHazcxyyiTuMYHdriP7wTxRiGI5R3ySL2vZtwviF8SgtjqniBOJU5hGVtFpXzma0UOeVTcN7XUPdqFIHbcweaP\/1\/+Y9rHrNZLJOwBATo2WEmH3ynOrvqCP826yhHHWsrr8qnzV+K2uysm+SMPvChSRqH1ES6+9gwvvLKcWecdcYxNJWtyD3F6Fpk5BRSWV1Hd0kW7SNf4nM0t9ORYo7\/0bVa9\/TUnbXOI+1Fdng8I4umPnod4oNaHkDMz+Op3f+CZ1y5x3q3i4Z5kKcMM1MeT7nAZlZP72XNKDQ1zJ+5Ie4gjiYoWgcKJxax58UXmbNFALWX0oUezDwriSCGIJSVhqF8I85Z+eiT27CujLfACh755hn97cZr0owhWEblC\/E3qIc7IFHYsJr+4juq6drp6Bx8z1ON+RoeHGR4YYFAsA4ODDP6gRXLskFjGGJZc+Ac1qv+IHmIjDI3NMDW3FAGaOdbmJhgZTbXfb30RdjIyxdTMAgtLSyytrLCyssDSQtjOxHhSb6cRRsYmwp6S\/awm9rPEysIcCzNjjI3Fee4778+5SO7ZBGNTcW1xz1a2Nljb2mJrbSUCSMl9icVa3Ke5SNfP0mMrsYUpZsIOViJwldjBwkzYRpSvJ7\/W+DlMLYStrcU5xGItsaWpEcZ3y6mRsKtIo5mFsLckneI6kn+nXESaLSX3YW6Gmcmkc\/w9F3G\/Ribi+qLOScuGyANzYRcTse2\/W6\/5L7aHuK+C1mxnnG+boaFvzy1TO27fNMLe3ovIii7p\/Ng\/KU8kiMd9tGTaNbkX\/8YfPj7IPJcycoUp7qeBtgQ9tOcJ\/fTaXL66GY+3tPNOGKjQFo117\/LW3z5ggRDEblKhPBmh1BqDuaOwiFdf\/hNvbL2OYeYILU\/qLP8B\/AoEsT+pBjuEID7Ip2v88Kvvu79XryeVNKu9fDb92UcL4hQTXI6JDN25i88dSkmf+P7+1DzQQ3w7d\/y7\/PeYShBPXHCsiByTdRz64HmeeeccO8yLph4y0ZEuBPFO1r\/zDH98ay2HHQrJeLAgjvVAlSO2h1bx0V+Xsf6qO7ci4vDVVcffM5CkDulo10m0UB8kz83lL\/PS69v48lISSY9tE8akL2PdFcTd2dboLZnBpvcXcc29lKwfFcU9uSDuqwog5NK7LP3zP\/Pcq5s4bJlNprj2Q3sOlFHkp4z88vf4aPYG1mhEElQ5uRTlkKqzk\/2vvMz8TeqoxnRS09hId3cnQvdKy1tfliIOR\/7MO3+WCOIYorqHxJ3201xeRJJfAQVFfUKwNtGfZYjy8ld59fmZLFcLJejRXdbixMOMieXhlE3B2Aj90qmwiikvKaa4tJTSH7SIY8sqKa7toqlr9GkmRpiERBCHErl9Hqv\/9B5\/Oe6MSs7fYwyxsJRwQJWdwzQ\/1D0v4ztGGO5tpam2joaGVpolX1Wc0l6jDHc00SrKemNTM82NDdQ3d9Hy98jKqRjppq2phSYRKHb3jjxZvfil0d1KS3kJ1dXV1HYOThqWNsFgOz3NtTQ0ttDS0UNHV6dIcwONdbXUify6t9SJdc3CDo97IPl3oY++zhZxP620Nnc\/NEXfb55R4WtzTTA7JBlDvIHFcn6Eizb\/JxHEveXUpjpzx1oDRWNfHBJaaO9uoC7SGU9NdSzsAwkpqqdZtOE\/qBmfiicSxBKaqHK7jOqHz\/HCnN3McSgh66GOsFpaom+iOnsGX81YzRH7QpKkwkOIiwYPbn\/7MUtenMniK97cfugiouDX++N0YTWvPfc+nx+ywr1OOvDzF8vPLojpzKbYfjZ7P5II4mmsvxFJtAgunpgJQTz39f18vNpXCOKB+8V0RyxJRpv55M0\/8vqKkxikjYhsvp\/udDPcTrzJxzuEILYvI+Ox1+9ksNgR01XvsfGd+cg7FZB+nzgcFNrsDt6L3mfe81\/yknI4NpV3i3I7DSFyqK16k1ef2c3ay\/FkTlXKm6PINVvPihmzeeVzDW5ENVLzUCMlUjmcSrzmbg6+\/DJLNu3gW207lBXciAwtkk6Ufv8hIwwWOuB3aS6zXlzOh2tcRMQ29PCQAMma5nJaamspFQV7fML1dvrzb2Gw9G02CkGs5F5G1hNHLI+ilEKd\/ZybPGRiCpHdVxUkBPE7LHvmn\/jTS++xXidG2hiNm02SwlFGRoXgrPbHT2U9H736ITPXamGYNnB\/7\/toGgkam9n58ivM3a6DaoC4frQfhXkZpAuPJqmEQznKOB75CzP\/vJa5OyQv1Ums00RJQgg2V\/wIDqgWAUI\/Y50heB2ey5oX3mLeMUdMCqZurAZ7OqkqrheCpWsKO0\/BaD9dNUUUp4gyGx9LTHw88Qk\/YImLJjYxhZi8OkqEqvzB065N7iE+4oBy5tP1EP8g+jMoTXDknHkEBpGSafNkTMmocGLpofjcvo2DpMfT0h0XnyxyWkS+TewiYbSrmvIob4Idrbl9y5Zbdg5YeyUQIDzbg1+v+\/lppqMyjjBXZ2zVnfFwTSe3Z4o5gn\/J9JZREOrNnZvXMdG9xk3PaHzLJJLyLgP0FYST5meDi4M9t2zshd1FHt12wsnRGedJi6PIDwdbWzwiMklvkfaX\/QMQoqQlk6xoD2xNbmOj40dYUvVTfSzkvz0iQB\/K1Mdw39e89pP1EAuP0d9Ia4YoJ1aaXDQIxDmuQfpUVrJtrK+Wymh33NSuY27lSUjVIE3ikKn8zFPTk02j93F2fSb0yftXUPSrnrpjTrQkbQn62O95jXeXbGGWXhbxzQ84k9FC6v2UOfHJHOZ9LodGWMvEJ7zF\/wYSiL64mANvz2DOSXv0siSTFUxG1JqSW1gc28xrrxxkvWIkqaIS\/N2bpafg5xfEYxU0uM3h8KdCEL\/yFhsMUkl6GrHVHEKa0W5mv7KVGUtEI1t9\/xylY8XOeMm9z4zn\/5nX1l\/GVIiXhyL6IjsCzkzjs\/Xb+cy8lLSHdpiMyNJaT+zWfcjW9xag6FFN\/sSWezT4EbLsQxa8OJ9XNBNwvtfjPMpQgxeBKmtY+vxsFm23wEm0PA9ebqToFkFyb\/PNl+v46mIs4ZVTfcRAUrTaqQ9Sx2TFn5gz84+8seoUB7XTSSx+hHDpyaPM+xwn3nubT9\/ZjZxn5cMitKdF3L4LCQGhxItKP37ronBXumIlgoB1M7\/htFPp1LNjPBUi+jQ5ysU\/\/k0I4lOsuV3NQ09UBIO1oUQrv8mqF\/6Jf33uFWYpBOAqnStO5HJPOs3VmcSVC+GZfgenk3P5yx9nMH2nNV7NDzQewu5eJz\/j82ef573dFtzwy6fYw5Dk2CCCRNQr6eQdK9TF4+Q7TP\/TZmZ\/G0+CtBw2UBjvy82zHnh5lglLSM7aQNXtk6h8PZ03Zp9hi1npxDf0J1NCTUEM9l65RArx8UTCbmyIgY5mkaZyqirKKauooOKHLOVllFdWU9bQQUvPyA\/sIR5huDOSqFNfs17Uy79sM+FSdPNP95jwEYyVWuOttoF35l5mpVIK+aJy\/CA9\/98a4TIG6qkrzSIpxAMX7YPIrZnLhrWiPjkmS2djGUeIza5G6jJjibfXwFLrMgpGzhgEFJIo6kxn\/9\/TsuJao210NiSQJurd9ZWKnN\/mgm9h60Qb88unuzyBfF99IWZdMDfSwezKGvYq30DOr4Wyu4\/jhvroKU8XQbQrvpbKyK9bwr41u5DX98QhIJ7I8DAipEso\/rd1MZf\/lgua+mjGdVH0j+gaG+ljtL1EBFfO3FJQ5shcDVRvJEg7av7hHde\/FIbb6YyVQ3PjG7zy1y2svBBJbM+PDGC6iqlPd+K2lQ6qJp44xzdSdd+Hn0TWdFZRFuqEu\/YNzC08CC5svH+a1B9MGX2hZ9g\/5yte+VAFtfD2R76XM1QbSKaJ0CvffMv7+4PwrXpArnbFUGB3gMXztvDJTns8SvsnPZluoNHlFBobP+fN7YYcF\/Xkfq3TzUDUeTQPLOC1FQacca4a98PjG3+R\/MSCWCR1sJ2uhlJys4Vwi48i3s8Ia7mXmPf8P\/H\/+90feG\/7ddQ8I4lITCExOYe84joae4YfXfi6syjxkOfbzxfzwdwzKHmmk1RWRUVZBWXF+RQF6WB6YCbv\/9f\/5Pl3l7FLLxqXlEpK69robquisjidIMuTXFz0nzz\/5nu8uF0HTa9YYnMryK3v4d53w8ckX8croybPnxi7Mxx5\/xk++tMbrDh1C4PIYnLLm2hpqhBOKp4Yl6sovP1XXvvn1\/jdJtFgOieTWVRHQ48QxAgHFWuN+YHVHN11CiX7BAIziyioqKa8rJji7CQib13h5sEFHFDQRie+jabHqJChah+i1Wfz1fO\/5y\/v7OesVxX5j9y\/j4GqEIKurufU8gVsu2CEjm8ayflllJRXUlFUSGZ0BP7GNvj5R5DVPUhLayk1+b7E2p3kyHt\/Zvrv32T2PiM0PeNIzyugvKWPricKYCR27KG7voLy1ETSY22wOjiPJf\/vv\/G\/\/+sb3jtuiUV4CvGZFRTVdtMzPlaDkfZMihxXc\/qL\/81\/\/def+ONabS6Ht1LfVEdLgjExHlZYJDeTlZdCjMFOVn44nXcXneKCUx6xReVCIJaKspBDaawdlnKLWPzeS8xce4adKs7Ya98kIDySeNG4SStxQyCJ+jtZPn0Zny2\/iXFMJrm5kYT5uWFglURU2nevQI5W+BJmuJ91i3eyeJehEBlpJOYUCzuWUVGaQ2GyGwG+buj6FBNZ8Gt0LWOM9CSRqLaY7R+9xnPrtDgdUCMZGfYz0k9ryk1Mvn2fD\/5jPgu23MarZvQX\/QjtH81wVy05rpfQ3fIKa754n9m7bqLk33j\/155G+ulNFUGuqx5GoYUE1P4je2FqGcx3wnCxEgdn2eGe3vxIZ\/zLYbztqvC2we3wScxdEggtzCfXTw0TeztuRDVT9Z0KEPYWDeKQ8BXhWqh8+hKr31uGgms5qaLyDA8OMjQ0zKjIk+7ycNKcjqN8Qx25O1Wk1v+jQj+RvoFEUo212P\/aNc6cjCJDrPpRgu+\/E0NNNAZuRHHp73n5uT1sFoF6hsjiH\/b0ShwoBHZzjh8Bt25wzcSf29HNj\/ahI42UBjnirqmFlVM0kRUiqBy9v9Pv+xG6o7uR5pIMCtJEcBxsgdPVJcx56VV+95f1bLzijHN0HIkZWSSXNlLZPvRdJ8pgJT0pVmjsOsSS5Spc9cwgsU4E093t9LQKXx6ij9Wl7SzYd4M9t\/Io7J1sFXGSUi+CjQ+xePMJNqh6EFTRQmNHL\/3ttTTmB+OntZFDhzexxjgcl8Kfu7vlx\/MTC2JhrLZ0CgKNkT9\/lC3rFrB+wZt8+Prv+MO\/\/2\/++V\/+jf\/866vMFJHL4s172bzzCoo6PoSW9Ty6F2G0UwRbXjhfWsOuFd+w4Yw6isb2WJtYYa5nwh1XU2x0j7Pr7ZeY9i\/\/l+dnrmPWYTtMfZIpTnHEXu8oy+e\/zWvP\/pu4\/r\/zh5dnMGvlVlZetUbBv5zS9omiN9xFa5IZrsqL2PrVK7zyh3\/m\/\/6f3\/PMS\/P5ZKse8lYRxIbfwsfkELuXf8iMP\/2Of\/1fv+dfn\/uMmQuOcuqmD0HlfUJQjDHa10hrtgeBuqdRPnqQU4o3ULW8jYWpDtoXTnD+5DmuGt7BK7NGiOHv+SrVYDb1gUocmbeNr5YYYJUpBPTEpimRfAK1KoYUu4uoHlrO6j0H+FbZBD1TWyy11LmhpoOBWxJxkjF+fR20JhrjpvINuxe\/xJt\/\/mf+\/X\/\/mf96\/gtmfSUEvaI6FjG1FEx2Bo9EUlHKKfSzxnLvNo6ueJ85b\/+BZ\/\/5X\/jf\/\/xHnpn2MZ+tOcBauVtoexZR2j1RsUY6GCh1xvPCPBa+9iy\/f38nq24G4x0XQ6iJOo43TfEobKO6t4e2bEfuXFjLurlLmbPuCnJaplhZGWBjYYiJawC37I2xvLCYDcvm8dZXR9h43AqH6FIkX22VXm2okaYUa4z3LmTj4mVsOqvGFXl1jExuczulkcLuSa3WSBfdNcJOt9VQ2r2LbeuOceyiDnoWplga3UD9uik6trGElXfScu9bpL8uxvryyTFdxeEFr\/DCWg2OeYnyOLHtp0ci0crJiDZBbeNctv3fZ9mwWA7NmE7KZV1Vj2Sop5uCYHdizA9ifGUZ8+dvZckRZzyKByYFLxLHFE11nCee+U0k\/kMjjAaGS9wwXHaNg5\/a45He8jMHWT8FknpfQaa+JcYfX8POKoPC4WH6u+pobG6ipmNoio\/fNNCaoIva7JdY8+FKrvk3kPeg6BluoK\/BD09vD7TtRF0re+yjyZ+ZTHJsDTnx5nUuHo+Q9hDLBPEEA7XUeK\/l0pI\/8fK0k+zRy6H0BzfpovL1ZJAQ5oOJRQiBibU03\/cl2wcZY6izmqrUcHxM3fHxTaa0f+gpn9QN0lkURrT+cdQPrWDt8tm8N+2v\/Ne\/\/zv\/8m9\/47lX5jJ\/4Rq2HD\/HLpMQ7NKFz71XnkWh7amiwFkF9aPbWHPeEHmXRJIy48gKN8Pk8hH27brCJaskIuoHH36qIMR\/U5YDDhfWc+DgYU5Yh+Idn0dRnJPQSifYu+8gW5Vu45jfStOvoMD9xIJYSLvuMqrT\/LG3MUFL7Qrqiqe5cEmei1evoaSgwJXzcly6chlFyWMkHXscvZLIbBDR9MQZpmJssJaGVBdCHHWxuCVErlsgfl6BBIolMSuVjOxo\/AxucuPEMeSEyLlgEkFAcjF1xVFEeJugek2Rc5cVuXzxIiry51HW0EbldigOQgTV90wU1pE+uooCiXVSRlvlHBflr3DxylUunhNR001v7IOzycsKI9nfBH0NZS4rKnBJXgHFi8ooqphi4ZlMeuPgpHR00ZEbRNRtI+zsnXDw8sfLQ0RqVmbYOQcRlN9NyxOFge0M12URcjsGJ8d8CtoGnqghG21MJd1TByMjHW7YuOHq4Yu3ixNu3kFElHUifVF0uJe+Qn\/inZXQVz+HvKIo+PIqXD6vjLKiKiaOdwjKa6XmidpxSWIaqU0JJVj\/BibK51BSvsglZUUUrl5ESf4yCmpGXLcMwyOhlvrJj3OHW2hIdsddR5ELF1VRMBYC1d8PD0fJuN4USjomhpQM1dGW5oO3qQEammaYOYgGxE8EHgEB+KVXkVVeSV2aG77WN1HWtMPANZu0qt77Ao7RnnLKI6zxtNTGwNwBK2sPQiLTyesceeAlxQla0snytsFS0xBDc2ecvLxFPnrifCeekJQmWn\/YVzF+GQzUUem2jovL\/8JLn1xln3nZlMNafhJGmqEjhLAYf9RFvdJe+Czfrl\/KWtsCIiWD535ShhkaGpXKnB\/MmGQ2j2Ge7Fs0d79yeJce+npEe9IjSt5DdXxE3NsU0\/09gp62TnLDYkVw70N2nCj3uxfw1Tc7WWeRQ3DT3ZOLi1ek0JweRnB5K2k90jU\/EeNnmvJ8U66sp7\/IA8MV6hz90hm\/PBFYSlaLW73fRlMhdhoe\/IFj4p+A0UFGhoan6PmTXLCUDG1HDN8wx92q6AkCQyGIEw1Q\/\/J11n+2DrWgJgqk9y1aquFqmlpEEN8xIspgPZlpqTg7ZlFa9vgx+lOa52lsIQw8tYklJ8kix96UMzPUuXoq8hGCWNh+aOinF8qD4rwPG\/1+JF8MFfXikUVkbEAUDeEHRFKexiRPwlh\/OSWOqzm14iVe\/OYax5wqfkTHgMj\/\/jIKC4qISW2hdfxzqd\/PUAcViZnkpxbTIMro0z3hGaa3NpNcHzPuGCtzXVUBuQtCvwgNo3BVaK8zQqdcVUXLzBpd\/wzh\/3sQzeP9NMSTE2qBseUt9B198Qn2JcDHHmtLeywd40kp7X70EJu+SlpibfG\/pY+hvQcuvqKd93Xkjr0JurYBOMU1PPRNgF8qP9MYYomDmLRMrB3ngW1ieWLGhhjr7aavq4ee3iFGpf3+krfsRUXp6xXrhFgcHmNEel7pARPXkPx9F\/FDuu7B9RKm3v+7dVNvl6yQrJ+SUVHJ+3sZ6Oqgu7uLHtHgSMrGI\/Z+JKK9EI25+OOpDhQ7D\/Yx3C2u3dVJd\/+AtFDff4rHp+mpLifh7nEPHTtp\/SNOOjbYTVtVLgWpUSSlCkFf1katcO4PtaUjAyJ+6aRHkiaR5wMiz++r35If4qBHXUfC2JCIdru76RfR+EONw0OMiGzso7dXBDldQuj0jopyNrHp18xIB+1RB9Bc\/zde\/stRNilkkC1s8b3m+AGMdZQymG5DSHwKt0KiCdX7ht07vua1k35YZPTcf80RIUY762mpyqekKId8EehUtfbSK8mo4W66G0VQk59HQWEFlc09dEsbW5GPfSKwqq6lqraBuoYGassrqK5vpnlA8kn0fgZbK6gpTiM9N5ecskpqqsV5sgrITy+nuknkr6inve31VFZWU17TQHNzI41VlVRW1VHTPYBE336HcPJ97dTX1FJRUU1VTRVV1RU0iHtrqCkiMzaT9KQymrslM5CI6\/e30VhbI\/abuLcKkaa6Rhr6Rx4runtaWsgJDiUvN4emjnyKPI5xZtMXvLXhOue8S6i9Ww4rE2lMDSagtIVUobtGR4Ww6WqivjiHvDSRryVN1PZK2kYhPLqbaSzJp1AItaLSGprEeol9BlqrqCzNJ6WwjKyKRpoam+lsaaS1RtixvIzqZmHLnn46hEjvaGykvrqKilJhu\/oWOiVTAEpvpIGBYneMVimw7xNjbEKLKOzsormhTuRNNRXVLdS2DNM3uf4MtNLbXEVdVa2wTT2N9dVUltXS2NzL4IgIbPpbaanIpTA9jZy8MsqFvetKC8jJKSGzpJVmcbJHllnRVox2iLIkbF9bV09TU73IH3GtuiZaBide+Bvror8jiXB5XVTfuIaheihxjW3UdYo24pH1XJwzQX9cEM9ay3X\/RvJFORwbKGGg3JWoxFQCCsbEvfUK25WTGFdCY00z\/W2iLFUUkFpQSmZFgygvEhs30SbuqbpM2LixaZKNm2iU2LhE2LhW7DcgKUli6WumtbaIvEzJdJCllJQJm4m8aRN2qy0vFcK7jqrmQb574CWxTibZdibICUEsf58gFvbpradZHFtTK87T1CDKdLW4nqSzaGS8I0ISHHaKslpeQElenrheDfXt\/fSIyGVsSAQ89eVU5ORTkC+ZzrOPHkkbP9BBX4O4n6p6aurqaKyroKKygZpGkad3y7toU0da6miqrqFS1IvGBnG8+LuitotO6YxEw+LSHXQI+zQ1CnHZJtLdKOqwKI+lDT2I4vGTMNqTRabWEvbOn86Lu824FCHK48S2XxX3\/KtYJlZJmbxebHhkczMq2shmUb\/ykohPTiM2q4rSJtEuPPKA+xnraqSlOJ3s1Hji0kT9LBdl+Ff29PRnEsQyZPxQhhjpbaerSzS0wsE80h\/J+PGM9TKSo43FgTm8\/tetLDkVTHSXxEX+9AxUFlLlakZ4bCoJzcJRxqtwYdN6nv9Mh6uelff1yIz1CKGQYIuvxkaO7VrIopPyXHQXwk44eTozSbWTF8duYud+ZW54C1HQMigccCElcS6YGLtwK1AyT3QSyc43sLazxyalnuqaMuojjTBU3M6KI0fZrGmEno0pxnsOobLpCkbeQmCUZgjxacoFI1dU\/Qsoq8yhLMAAW8ObaPjlEFs3qTR2Z1OZ4ISe4W10bwURHOyGu7ECJiY3MfYIxVL9FndMPIiv66BzWAj3JDcsTJyw9kkXgjyV1Ds62FmbY5ZQS8EDL9tMpqelWdxTEFkZOQiJwUhbqPSl3Q0ffcKyExZY5YtbkdxWXZJUEAeWtkpnxRkeFGI4zR1n+e3IbV7NIS0PXCpG6Rbr2zO8cb28nwsbFnFJy0aI6GE6myupDjVA+9pxlpxXZZuWI453\/EmITyQhyJEAi4sYu9hiGJZDkH8caVExRAZ74qGnjI2lHV4FQvhJA5MmhkvdMFt3jE1vHOeMuhNOCWkkJIaREGiJpfltdOyySajsmxCxIhDJcCHKyQAjlyiCsnLITvDCWdMQB4d40hu6qSsOJkJ\/N1e+XcLBY1fQMrTA2lCdXQeus+mSD37F7Q+9uHyX4bpsyvwscHLwwCk2n5yidNJ8rXG1tME5Xdhe+OsRIWLLY6ww3vgtO\/+6ht2br6LgGMrt2GohCB7VXzohiOe+wbqPVqPkXkFG+xhdJQHkeV7E6o4nt7Khtn+Mgf4BukRQMNRUQGW4uRDcJ1h+VplNGrexdfYlPk7YOMSNIMvLmDqZox+eRUBAAmmR0USH+uJpoIKtqTUeOW3UiKCtpyyAYONLHF+zn\/XLrnJe5RYOYbFExQQR7qSGgdYNlK1SCCubPGf\/\/YI4S6yRZldbDtXxVjg4ukqfgmYViHoWcgsPe2usYsrIlDw2G6gTxcsZhyvbObFuGTuPXkfbv5QcIYqHWpNIMb\/IxeXb2LFVG32\/AvJ6mmnK8SXOUp9bd6IIzs4mO9Edu5u2mJnHk9M2PlPKYG0KBY56ONncwTk+l+zcMALtbNHX9Ccks1m0\/1V0FXkTEBjGnbg6yupqaM24TaibPjf8cvEve4y4e2JGGGqLJGr\/XDa\/9gFvnnLjRpYIEia2\/vYQwWV\/J+0dXbSJgEhaRp6GwW56u9po6+qn91fovGWCWIaM3yzCXTb64auwkS\/+NptFey3xqHlwfusfi8Rl9dNUnEeUhSfx8aX0SLrveyJxOraDpW9s5rReNMk93\/VMj\/W10JLlQZT2Mnavms7\/Wi5EmnkmpZ2ihe0tJs5CgdNL13LomCa2EWXktjdQE2mLj\/pVlA0DcM2SzP9aRk2sHmZX1bggH0FkYh4NaeZYyS\/n9Y+W8vxGFeTtbmF74TQ3d13B2K+QnOwg4mxPs\/6CGUfvVNHYVU9X1i0clS9xbI8dVl6V0ncdRkQKWuNv4qexjeMK5mh4CvGd4E+E3g5On9rDomseXNP1I94vluy2akoSnAnUlOeanje30+poaKkSAsMQWyUl5C6E4JvSJh1WMJVzvyuIMxJTJt6z6KVVpMt5x4d89dlOVqtkkFQ7wlhLDi1pwQSXtpAmIpqRoTaa80PxubqYk9\/8gYWntLieNkrrYBtdBZF4K2zi5Ge\/Y8eRs5hmjtDQWk9DohlmSt\/yyewtfLpaHR3nCOKz84RAvUO82R4OyJ1h4VVvTD3iyU3PJEOS5hs7uXD5DDvcyghtlORgM2Nl7piuPcHWt85w1VAI1qx8cvNSyUvyxFH3PPIXL6AXkEJ+ay\/9jVlEW9xATUEX4+ACciRzGBeHEa19HgU1S5Qia0jJTSDVeDUXlv2O95etZ7OKNbdsjDl76gY7L3gRVNz2cBA3Ksp2exGZIQ7c1LqJunUAgdnVVNSWUBxrj5uBJqrXfHGOqKGuv4qqdDfsdu\/i4PNL2bvtGqo+iXinN1AtxNvUSASxARrzprFq5kLkTKPxz6kny18ft2truWZiiXmuEMST9XR\/DQ3JNtiq7eLzOZv4YKkKareCickSYjDZhyTr\/Zw8e4IFl93RdYkjOy2DzBRhC729KFw6wXZnIQKre+irCSXeWo4d05bywR8PckjBAbekLNKykkgLMcb86m4O7z2JilMsSW0TwldI4HFBrIH86RhyRd0fG66mPMwJGw01tMw98UyupEzyNCDFCz9LDTTUzbkdmk9pWwtVOYH4Ka7g8PwXeX3VMbbYF5Pb2c9IlwiMTM+wa84uduwQwlqI+bKKcO446SKnZIRpUL4IZIVALo3ET10O1asiAE+uo0IEqAVRViirqHPVUqSnspWm1iLSHTXRP3seTY9UglJCyXA+ibGdK+bp0DEi2o1GX1JCjFB1SMMt7cFpvn4IkhfR3XFb8S7rnv+ExapROFf\/+LPK+HUiE8QyZPxmEQJmKId08wPse+sFlm+UxzBzVPoS4k+HRCRVUpwThqmOHx6e+bR3tNHRHk+wwkpOvPsGW8\/bYl00xr2na5JHeyO9DJe54m1+jo\/26rPXJp9WyRCpsS4KEuPxtAkiNauSgeEB+jviCbxwCIVVB9BwTiSstoH6hjLqK7ywP63K6a9MsA2ooGuogKpQTdYuO8s7O1xxLqqloV6sy8iipKGL1ro0SoSwNrsdxK3wGhrbG2lrjCNUXZ2L0y6hqSIErri9fiGG8sw3YrjrfZTsIgiRTGY\/2AwJQpAr7eO1C95oRLcyPDTISF8KoYrHUV6xG1XbKIKqJfdWSX2NH66Xr3P6Sx3MXPIoE0mbqldKKoiDJII4UTpPqTRrenNp8FXk5LyFfDpXnqte5ZSKgKM1K4SwihZSpIN2JTYcEuL5Ov4qr3FYSwvVBGgbkawfpjHZHPfjb6ByVQ5zkaia4VFGh4uoDTdFftYxdi82wyW\/S5SFEUb6i+hP0GX\/gUtM3+WMdVYT\/ZL1PZX0hV3iovppZugnYlMo6RISdiiTjCFW4NBsc+4I8dMk2VeyDA\/SGKmIm9LH7Nc2xyAsk8IwAxRPKLDuqKMQOGXS4SQNpQmUul\/mhLIKC0xypR\/gGcrVwV\/tVRadkWP3nTJKJR++yC8hI7WS5q6Bh4XRQDPDyboY3DzHnGt+GCY0MTQi0ih5g3+4grKwW+h8I4fK0TtEdgzQNVJFlrYG2m8e5IZyMJE9w2Kd2PehE9+lntZEQzTnT2PFjHkc0\/XHOamAWG8jPDS2omVxCxshiOslSn1U8vGeQXF9kY7hchoTrbk29xg75+pjl9pCjcQ2g5UMpxsjd+wCb26zRz++lh7J+oFGhqMVua51jLduRqGTKUTgaBPDVR6YrLvCnncNsAuroG54hGFx\/pGhVsr95DHfM5Nt59RRihuiSTqjTzY59kIQv62J\/NkkCoZbGGm6g4OaMuv32WMeWkGnpAxI7dNDTdxtnA6uQ0XJGPuSEeqHhxgqdCDcaAeLjmqz07qC2n6h9kdzyE3xw8gmlbDUbgba8ugKk+eIvBwzFb2xjC8X5V3kaXk6GTa70bx+jAO28QR4WuBqdISPLphzwDmT6nqxT0MdpQFqOKtvYL+xFwrWLoToiHpmrIVWgMjrslqqG\/IoqsggPL6GvKJ+6RCAH0czXakWaH39PktnLEPudsHEhydk\/BaRCWIZMn7TNFMZqIDWV8+zZPUBTvg3UdwzseknQYikngQyQ4w4dfYm5xVs8HBzx9PTDIPDs9n80TO8+e11joW0Csc9cchdxoopDjLi7MrzXJAPIq21j\/7eIgqy0vCObadSOtSgjdHCW+itXcw3r8xj0zFFrhgboWdwQyxCVK3bz65F1zHwq6R9sJq2JFO2HtLkswsRRN19HD46xLDwrBIhMNBRS21BBmnR4UT4O+PhqM61TTvY\/OwezsuHkSh276eRPJOV6O14CxXXBKKlSrZPaI5raKkfYJq8P3rSL9uIdVXOWGxbzuKX5rBu\/2UuGUnuTRt9I3lObznAzvnyaDtmkjM09fCgyYK4UYiV8X3EfTenEK6ymi3ffMXHx5wwdQmjWgQdETXtpExy6AM5+sToTeOUnhDE8RJBPL6+u9CJ4Itvo6l8BoscqJamoYauJEc0Z13l1HIhRhpHkRaFsUrINGf\/6WtMP+qDa+lEARluhHhFLt2Q41XtWMyl0yw0CUHsieFyVY7MccA3t2P8HHfJNydS9xu+OaXJZg0b3PU3s3X9Cl7\/5iQnrt0Q4scAfW0ldK\/sZNW+8yy6nkxAlYjbKiyINZrOXi1VLkYP0Sa51JgQbwPCcFOo1rGuEupdN3Dy9CJeuR6Cce5k63bTnGCB+QefcWrxVWxKh0QtaKfURBej6ccx0IglRez1eK010UM89w3WfLiMK065xDS201AZT1WMPl5B4bgLQdwoGYzaUEFrXgal7V100kpPrjuG8xQ4\/pU9fmUDjI+YaRC2sUXuogpvHHDHKvvu3Bxia8p11HWO87JmGBppkjIrIp62EOy2a3D0E2HDxGZx3u8YzrEiUPFT5u86xXKrCnKkg+zzyBWC+IwQxAoX0skXwUx7hjKKJ\/fyzr47GCfcPzleZ9ZtfA6\/w\/GjJ1CI6aVCYr7RXGqCb3J8qRoHj8eT0dzFSGcCZWkheGb1UCzZpy2GEpOvWLfuY\/608QJ7FHUwMdIXeXod7VMr2HPmFCtueGKmfQDdo2\/zyro9fH5CCwMDPQwN9NG7tINzR9exSMkZBccg0m8fRe\/I1yxauIx1u+Q4pGaHRWAWGZW99Ezx5dOnpr+AWt9r7PpoGR+Kcq8X00jtT3BaGb9OZIJYhozfNIN0ZdvidfR9Fq7eykLDTOIaf8Iu4pFhBvN8SHFWQ8nImutWd\/Dy8sbHyxVn3f2c2zqLP887y1fqGWR1jz0gQjppT3HFa\/s6LpzUQzu2hvL0AIqSQvAoGaVU+uZLOQOJeih8vYyP\/rqCzcdVUDE1wVA4YQNDXbS1jTGzCSIyv42ezgLqhVhZf16Xz9XjSGh8YHKjnmqayuKJiQzEyzeQwABxbYcbqG\/fwa6XdnFJMYIEsdsIvbSHXOHOlYWc1jLjZkgsiXGhRFvLc01dlaOu2YRWS9RBPWOZJqivWMnHzwiHfkARJXFvBkbC+RtJ7s0IYwtfQjPrkQxP\/r4e4sYRyawFd+mnL9sAG\/nFfDZ3HTt2XcTV0xeP0k6yJg2o7Uq9QeiNaRzXucF1SQ\/xxAnasm7hf24G6spnpYK4RprlpTTF2KH8mRqn1noT2Tw4\/nLRQAlDKcbsl9fkvSuheEs+cSmhr4aBqKtc1jrDdL0ErAskJ58QxCuuc\/hzBzwzHpiHuMyNWMt9fHxIizknlDFVnMeyLYt4Ye05TqnpYGxqhJGBDgb6emiZuGMdVEF+2xgdQthH6LyFnJ7IDxGVtEweijAFY+3ZFJjNYveBmbykFYjRfXOi9dAYq8etD\/\/Ksfn7uZnWTwUtFBmKIOqtI+iohhMnzv9A6XiA716q2\/DZOtSDxfHS9UKs9uVTWV1LTp2wvzjPUHYKZT4uJFVWCtnbSHO6K9rz1Ti+yI2Qip7xIUpD1ZBlgZyyOm+fD8AhZ0IQDzUzGn8N9ZsnmHYzkpsZkoQLi9b7YblZCNOPrHGOEfcyvvc45V7EmK3i410n+Ugrk6Q2STd1vlQQnxWCWPFSJrntJdSGHefk4Q28dNIV3aT7Jz5tz7LC9+wr7Du6gxPejeRLFXcbnZlemC\/byvltatzKFGlMiaYwxJeUhvEvhw5X+BB77VWWr3qVF3Ze4ZCqIaYmIk\/1dTHWuYmOnQ+GgVF46S5D4dvf8+rGnSw4ry\/qgyHGRgYYiXKqa2SFplc6kSUiQCsRddfwBKc2LGT16nWsXLuH3ef0UA8rJKVtaMo68zSMNQrRbbGRL7\/YxvStHqJd6f2efJfx3xmZIJYh4zfOWF002abrWLNqE+8e8ZE+Kv\/RTyLvMjJAfZA3CQ52hJdWUdDdQ0\/PxFIfRpLlab56dxez1jvgUTEhwO4xxkhtEoWW27mgeJ4NN8O5Y+lCXlwEyT1jNEpvso5+Ie40l2xh9QdyqHsWkNXVTXdXF13i366ODro7O+kelDzizxWCT591wqF+rh5PouQlvXv00RVngq\/qNg5cNUbJr5LK3h76egtJNbqB5hsH0LjgQ5Q4j+RRen+2SJO5HBdV5DkjHL2hmREaqqYY344muWmI8alHmxgudEB\/7XZWzzyGsmMmaQ\/em2TpH5S+yT2Vzfvb2ykIDSMndXwM8X2hykgVxcEqqK+axrp3ZrPruBVGQtgUTVIJXSmahGi9zjEhNNSSoGNiW1uWLb6nhSBWOo9VntBX0ouX0xp3m2uz1TktBHF06\/D4y2pDZYymmXJAXov35cPxLZ\/o8+2vYyhGEXntc8wwSMZWemHJkAkhiJdd4\/BndnhktN4\/D7GwR6TRVr44rcsqZQPu6G5i3b7jfHpRBCDFzXR1S2wjlu5u2ju66ezsR5icnkw9qSA+rS8EsUjHXWH\/KMY68ii79Q2HjnzKy2oBGOVOHgvcRVOsAZYfiEDhm1MY5w5SK6xbbHQTg7eOoacWKf2K5eM1dxPtyYZozr0riJvvs7uEu\/nZEBNNnPVtEkoq6ZD0RWffQecrdU4sdiO0qm98WrrhWsix4oyKBjPPB+GYN\/Gm5bDI9cTraOqeYppuDLrSJw\/ColJBfH1cEMc2TIwvH2esyJlwncV8fuAcX5mVkN0lKTUFFDiYcW7mDZQvZZHfU0FT\/AUuHN3Gm4ec0Uu4T1LTkWmD9\/FpHDx6gPOBzRRODMMZakwlUX0h6nLLOWYbhLZVNLF+iTRJZn0Se4xUB5Gq+z7L9y1hulY07vkd9EzkaXd3Jx3dvbQ2V1DuvAnF4zN4+awpcsH10nyX1AvJbEhdPV20inzv6uhjqKOV3pYa6sqySA13wfPGYc4c2cP8K85oRjWMl88fzBh9mQb4XHqDT9fvYP5NUT9bf8LOABm\/OmSCWIaM3zoDJXRGKnJq2QY+\/EIT7aAayQPcn4gW0n2jCHFKoKHvQWfTTleaOSqfzmXlpyfRiu58+Jv7g9XCaWmho3yAOZuU2HfJAb+EYpqF2hh\/kaqPwYYI3I6s5\/SyXagFN1IoXT\/BYKfQzEVUd\/XS2VeM5OuHmy4aMkcrmdS7H+WRSpdSsjW2o\/nJdPZccMCidHyLZBhBsY0Baq\/uR\/OkPv715SRWDpEdGE2qkxDQ0aGE5+eSX1xEVl49tS2T09jPSGscvme2ILdoMyreFdIxyPcYEcKyNp\/atmaqxK1Mlmx3GentpzwqlqKs7Psei99luDmKHIN1HJwxizmzhDgOqBEp+Y7OJDWC1F\/iqK4QkqnS\/kvBGK3pprjsmoby+cvYFUtySUI1XckuqH2uxdn1fsR1jY2LwlGRK1kWHFbU4QOFKAKqJ\/rQhpogXgUFvUvMMM3AoVyyUkizMg8MFl3m4Mfm3Mlov08Q9yTo4iM\/n61KIt\/9YsnwvsaZzedZtc+P6Ps1GQMdbdQV19IjVE9\/gQmxBjM4Y6SDVtoTvPjZX0NXxBmUr2znrYu+GKRMHrjRQH2kOTc+2orcZgt8RDnoFXdZZqyPyfSTGGnGIUx1T9BOjRB6GabcnPcGmz5bj2ZY2xSfd5dQQbK3D0baIn35rSKgaRNp8UR\/gRanl3pKP3YwLuqELQtucV5Nm5mXQnG9+53nMZHrKRpoG57hLaNEDPMlK8W6BiGINykKQWyKY2zTfYK4K8EA9+OfsvGkKqdCuiem5iui1NWai+\/ooCIEcZk4YqjOGuOzcixYZ4tJZMOkAGCY1mQ7HDd\/zfmT1zHO7p+YQUTczmAdnVHnMb74GbO37WbpRXecI1ukU7BJt7dn0uB9kN3HjvLe1QQCpRPe32WEoZFuynPKafBVwlIEn28fvc3F0Im03qOH2uo2soKzKQmLobajc9xGox30VngT6KDJvoOW3LDNo\/XxmfQ9tFLjJYfJsj+zdNd5ToZ0UfPQ25kyfkvIBLEMGb95hGSp8sVuzxo2fLiOU7apxP4oxzDKWG8jreURJIYacvHsdY6cd8c3pZ6We106g0LwlFLocw2N9\/\/I3Gdn8rXcHYzCiimt66Br5O7c0r1Ce0TjpXKQjV9uYK2CF46FvfcNGx0ZqqbESx77i9u5rOmMVXg+BdU10qnWShOiSQ8NJ7WklKrSYMKtTvHZ6sO8ttsK2+g8qtq66ZK8xCfkTKbGTiGI3+fYRXussiVz4tZSVRmOr+plzr2\/Arlv96LtH4ptah+JAVGk3lLFztkK8ztuuLt74Onpi5dfJOFJhZS19o8LjLFGyv2v4XRpC5fV7DALziO\/avzeypOiSQsKIbG0hhKho78TJCLlw+101OaR4ueO+TkFNFT1cUjMJquhe2Le5bu0MFzsgfWuvez++iw3\/ErIu6vzBX15FsSbfMkx1eucc68mr7aehrpiUlwvcGPJn9i+YSNn3HKJKpV8Dj+UCEt5dr6ym1Wz9LGMKaeksZ6mymCync+yZNN+nttsxk3\/fKobGsX6GPLsd7B930r+dFiILe9yqptL6S12QW\/PVXZ8pYuFezK51cKWkjlyS5IIs77MjfP70XKKJLG+k46yKPyvXOPSNjVuuMQRWVBBVW011WXZxEWnEBpRQHlJCWV+J7E49idWHD3CnluFxBc0094zOFFGpmBUEmyEEeSoy\/4rxqg5xpBZIpkHupKKPH9CLfVR2m2NkXkmRf21NJSF4HpkPwf+sIRD+02xya0lv3mA7ge7iUeGGGippqE4hGjr4+x54\/d89toXHDGKwTe7hKKiIooKCynITSctzpVQu7McvXCNDddiCc+sp78xjmRnZfa9uYvl72pjHFhEQUMDTTVRFHpeYr0oY8+sM0DFLZvKemHj2hRKXPZx6OAy\/nDAhMMuxVQ0V9Nb7YPtjovsmn4VDasoEupqqamrpCo\/ggCTs6gc3ImKWQDB1WP09zTSWO6G89VTrPrzfrauc8RPlLnWvmySHKzQOKSDjoXI+\/wKKmorqSyMIcpeH92DqpiYR5HSMTkAEcFQYzieqjtZPOsbVl9xwUUEQvfm6B5uZbQsALub6uw4pouGcywphVVUiXurKIknPjmVoKgK6jJiRDBkzMlTahzX8sA\/u4ySGpE\/lenk5cUTGFeOr5U7waqnsHFxwLWknoqmVlrrRbASdhs9ZR9c3Uu5F9M+NZIKl0akvhDvH3zBjvN23KmclA4Zv0lkgliGjN88wgsMVZBtuh3VTR+yVc0Nyzypy\/hhjAmhUpdItvsVrh\/+hk8+msdbKxU5YZ9NimSgoZR2WvJDCFQ7yJnZL\/DOCy\/z0peH2XTBEZfIIsr6746XFcp3rIo0i+vo7zwshFSSdK7k+\/3WMMM9GRT5G2J05hKK18yw8A8iMMgFD98A3KMKhDPOoirKkJvn1vHOp0t5fcEpzuk64p8rhKA4meQTBB1xpngp7eDo+ZtcsQ0iODoMfx8vrFWvonVwFaf37eK8sR8OWR1U5UUSb7iHjUs+5dU332LmzPd4993ZfCxE+7oTNzAMFqJIep8iHT05lIeaCmF7CQVFY8x9AgkQ9+bp7YlTeAF59X0PDJkQire3gMIIc\/SObGHNzFl8+MlKNiiYYBlXTaXQet\/tK\/4abKbI2Qw3DU2cksrJFoff3T7amkBlqCqqGrqc0Q\/ANzKa2IgA7tw8jsqml1m28ktWXDFBz+3\/3959\/8Z5HGgc\/z\/uBwfBHYJccIcAOSc4AylIojjFaY6d890ll8MlTuAY54tsWZIly+oSJVuMikVRFHtXIUWRFMvukksuy7Itd1m07Fy2ZTEp9t72e7OU5EiUHTuR5ETZ5wMQJJfEW2bm3feZd+edt5CcrAiObf0Pnv7M03z5yV3sOmXDVltBXelpog\/9J1\/92vf4h2\/s4JWwXGxVNbgqo0k78gzPbPkin3r6Vf7tSAE2dz2DvhwSExPYuj2WmHfTKLLaKS0rwJ5+jFPhx3grrpSS9imWTLkHVmeYq79G\/plDbNtziqOx5mebBWtmOtdtLsrabuJrsFB++ll2Pvcpnvrx83znjVQiMzy0+afv6kRsZkpgbYGp9hLKko7x+1PnOZluI8+aR\/aFcCJMB+N8jpf692aYHauiPiuMXT\/cwtef+Fe+\/ZNX2ZFcwmXPOAObLssHFmeYaLLivHiQt7f+iG999u\/4l3\/+Kj\/bfpYTMZdJTU4lJSmJhMi3CdsWvOnxc\/zjT1\/h++c91HhbGauJIWL3z\/nWZ7bw1Oe3sS2sgIIqJ66KSJKO\/4ItW77Lp7\/2Ki\/uzyK\/ohZXdRIZ7zzLc99+kie2vMz338rmuqeBoe4c0n+7i5\/\/\/cu8siOCeEcpRY5cCqPfImzvm7x2zuxrywwLa0sEhqupzjrE9p\/9kKeeeIZvfuOwCaqNNE3NMztST0vmWSKOR\/J2zHVyi\/PISwgn6tgpTqV5KOvc3DaDldaDOy2Wd54\/QERiFW7T3u7tzM0w6sog+8xudux7lyMJweUWcC39MlevlVPnn2dmcZElfy31aYcJ23eIHacySCu0kJeTSeYlC6U3Rml2FVF6+tccPryPvaml5JdXUVsYS1ZyJOeymijtWP7z36PWTcrvTOLCnpf4wvcOsjW5gW7zhvOH\/ZRQpEAsIsYyc82nyT30LM\/+9CTbo3sITsd5b\/D8mAKrBKZ8+N3mBJ0eyZkz5whPtnClboie9wOGORkPtdJalENhahRRkec4eeEKKdkmBLSPMLYSjJJ3LDHRXEdnoY22ntGN6cfu3641kwu78FpM8Morpqy+noZGE9pau2jyz7IwOcJMVyWl+ZeIjknhQmIu+aV1NA+Oc\/PO8ma78bcUY7HZySt1U3+jFY+7jfqqCjzOqxRb8kwQbKa1v5V6s91JYcfZs3cfO3e\/yV7zfd\/eoxw8tJ+jYQd4IzyL6MJe\/LPBJZt9meyhzVaIPdeGo861sW31JiC5B+aYvO8unuDVq2FG2soouRRP7IkznDgZS2yOg8quCcaX7j9xrwx3MdbupntsmuA9ke\/\/fW2SxZEWE6zqsDrcuBq9tHpv0FBWSOnVSFJNsEkpcOBwm9fcFVizL5IYlUhcnIUCu6mfnk56OhyU2y6TGJdEVEI+ObZmvN0+erud1NpTSYuPIjI+mzSreb1vgMmpblr6OiipMct01tPR2ESbqb9mZx7FJuTZOxa5efcnEKt+RtsrKMi3k2934Q4+Wa+2ljbfiCm\/VSaHWugqSyXftKWY1Esk5VWb+u1neGLxrpsMP8TSGItdJoRVOih0Nmw8AbO2yE6Fw8WN8cVbM2DMdNPntnI9JZ6YyBgSLuZwvaoNV\/8cZhX3CKwsMj\/gpau2AOu1FBKiIoiNTSEz39RVeR3VVSZ8Op2m01FA\/qUoYs4e5520PC41jzJy07RBn5PSvEvEn08gNqbAhH6vKcsu02GrwGnPIDkhifPx17la2EhzZw+9PtOGHRe5mGDKOO4qyQUNNPZ3MGE6Hcm\/2s8v\/+kARyNMubabjpW3lqbiLAptZRS2zzG8kVJNWp324TP7l30pmZhzySQkFmGv8zOw8WnNNGsjbtzllVhLPLjcbjylJvA7akxwXWbsvgMt2LJGaDXHRGaYheqK\/o2hPPf923wP414bVksx10pd1Hg81Dk93LjRx01TaRvH9vo06\/0VuIIdNIsTh8usv9aDx9WFf3KJmZkBBuqvU1JkpaDCi6exmTaXg3qXKZOBKQYf4FOs9bk2\/Kn\/xb7f\/ISv7CkiyjP7RzpXEioUiEXkloVG2q6Gs+07v+HF11O4NmrCyObk9ZeykSs\/5sYEgpesTFh6f9jFnyh4hXt5mQVzhjSL2GQCbtpI\/X08u98ooty3Oc32MOGJY+\/uc7xyxIlneHOiMmlgeYG14Jyvt1\/6ZATMqldYXFgx5XL7FVNMn8hGrJmCDO6zWddH1WDAdIRWFx\/FpTqz\/+srLCyssvqRKfqv3SQM5RP\/78d46ckkMmrGb40vXzcJ8e7O0J\/K1M+qKZ\/A7fZxx\/riTab63PT2ddM\/OcfyjJeOpkoT2rtp9909NvuDmHa+Fmx3qxv1\/+FWWAo+Rn\/lQ7Y+OOXgwgLLpvIevMmaznj3NZL\/7+u8+Iv\/5k1LL5577vyUUKVALCK3LTHbbsWy\/wfs2Pkqe4qGuDP7k9xhAvG4heTwOHbtLKbivkA8yEL7FcKOJvL6iVq8I+8PmhZ5SMYJ9F8n1gTi334pkYyqsdtzGT8aCwMluM6\/wJmT+zhp7cBbXUy3q5iCtjm6px96z+XRm3bjyz3Cr194mee2p5A\/NM\/8Y7gb8vApEIvIHyz0M+k6wIU3\/5eXt2aT55m898EKIW+OwHwnjWU2MmOvkJWRRaG1CHtFJeUOK3bbZfJzM7hwxUlW1RBjc4\/95Uj5q2FS26oJv4M1uApjOfHSAV57\/gRno3OxN\/kIPi\/lUXS\/lgYcuE9\/l4O\/+zG\/PH6RiJQCquqaaJsK8PjNUrbMaGUSOdtf5FevJbDfMsjgx\/3kSf7mKRCLyF2C4wS8VEed4cQLBzkZX4NzYuUDpwQLaUt+Rr0FWFPOEX0+mtj0i6QlRRJ74Twxl+042sc2xibrVCsPz7o5PPt4r7WYvIx04mMTSIyOIykykUxbPa7xwEdPR\/dnCMwOc7MmGUvCYcIvJBOe00CZb47lBx+78MkKrLA+UY393f0c\/J\/dnM1swL0YvCVX5BYFYhHZZJXZFgsVZw\/w+u5Ejl3rpH9Z0e5e5jS6NMpoXyddHeart5ceXwddnV10DYwzFZxCQeShMsfg+hyL0+8xOOCnf9DP0HA\/A74eBobHGTd92UfScV1fZW12jImhbnp6++gYmWXsMRwJtB680Tf\/IBGHd\/JaRAn2roXbc5mL3KJALCL3Cwww1ZlL+rnT7Am\/QmzFAF3v6T5sEXn8rI956XUmknZmP8fir3KlbZ4hpWHZRIFYRD5AAFbGmG\/N5GpaPPvjailumdYQABF5zKyx0JJNdcY7hKeXcLlhlvkHmY1D\/mYpEIvIh1vxM9TmobLcS5t\/Kvicqk9kpi4RkQe3TiCwzISvGW9NNbWd4\/jnb\/9JZBMFYhH544IT185OsrK8uBGIdWVFRB4PAROIV5iZXWVq01MHRTZTIBaRjyEYg83J5dYvIiKPicDGM3303iUfRYFYREREREKaArGIiIiIhDQFYhEREREJaQrEIiIiIhLSFIhFREREJKQpEIuIiIhISFMgFhEREZGQpkAsIiIiIiFNgVhEREREQpoCsYiIiIiENAViEREREQlpCsQiIiIiEtIUiEVEREQkpCkQi4iIiEhIUyAWERERkZCmQCwiIiIiIU2BWERERERCmgKxiIiIiIQ0BWIRERERCWHw\/5UjAdKRx8gJAAAAAElFTkSuQmCC\" 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-0d81560 elementor-widget elementor-widget-text-editor\" data-id=\"0d81560\" 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>Strategie per ridurre il turnover<\/strong><\/p><ol><li><strong>Conduci interviste di uscita:<\/strong> Capire perch\u00e9 i dipendenti se ne vanno.<\/li><li><strong>Migliorare il coinvolgimento dei dipendenti:<\/strong> Crea un ambiente di lavoro positivo.<\/li><li><strong>Offrire benefici competitivi:<\/strong> Assicurati che i compensi e i benefit siano interessanti.<\/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-c73d141 e-flex e-con-boxed e-con e-parent\" data-id=\"c73d141\" 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-c7d2da4 elementor-widget elementor-widget-heading\" data-id=\"c7d2da4\" 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. Coinvolgimento dei dipendenti<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-faf74a2 elementor-widget elementor-widget-spacer\" data-id=\"faf74a2\" 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-5382ae3 elementor-widget elementor-widget-text-editor\" data-id=\"5382ae3\" 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>Definizione e importanza<\/strong><\/p><p>Il coinvolgimento dei dipendenti misura l&#8217;impegno e la motivazione dei dipendenti nei confronti del loro lavoro e dell&#8217;organizzazione. Un elevato impegno porta a un aumento della produttivit\u00e0 e a una riduzione del turnover. <\/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-ed3c872 elementor-widget elementor-widget-text-editor\" data-id=\"ed3c872\" 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>Metodi di misurazione<\/strong><\/p><ol><li><strong>Sondaggi e feedback:<\/strong> Chiedi regolarmente ai dipendenti di conoscere la loro soddisfazione sul lavoro e i loro livelli di coinvolgimento.<\/li><li><strong>Metriche di performance:<\/strong> Analizza la produttivit\u00e0 e i registri delle presenze.<\/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-781565c elementor-widget elementor-widget-spacer\" data-id=\"781565c\" 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-ece4b33 elementor-widget elementor-widget-text-editor\" data-id=\"ece4b33\" 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>Strategie per migliorare il coinvolgimento<\/strong><\/p><ol><li><strong>Riconosci i risultati ottenuti:<\/strong> Festeggia i successi dei dipendenti.<\/li><li><strong>Favorire la comunicazione:<\/strong> Mantenere linee di comunicazione aperte.<\/li><li><strong>Offrire opportunit\u00e0 di sviluppo:<\/strong> Offri formazione e crescita professionale.<\/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-be00f86 e-flex e-con-boxed e-con e-parent\" data-id=\"be00f86\" 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-227ec04 elementor-widget elementor-widget-heading\" data-id=\"227ec04\" 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. Tempo di assunzione<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-505c41a elementor-widget elementor-widget-spacer\" data-id=\"505c41a\" 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-ed767f7 elementor-widget elementor-widget-text-editor\" data-id=\"ed767f7\" 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>Definizione e importanza<\/strong><\/p><p>Il time-to-hire \u00e8 il tempo che intercorre tra la pubblicazione di un annuncio di lavoro e l&#8217;assunzione di un candidato. Un time-to-hire pi\u00f9 breve significa che l&#8217;organizzazione pu\u00f2 occupare le posizioni rapidamente, mantenendo la produttivit\u00e0. <\/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-f37e7dd elementor-widget elementor-widget-text-editor\" data-id=\"f37e7dd\" 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>Calcolo:<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-0a361c0 elementor-widget elementor-widget-spacer\" data-id=\"0a361c0\" 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-5113238 elementor-widget elementor-widget-text-editor\" data-id=\"5113238\" 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>Strategie per ridurre i tempi di assunzione<\/strong><\/p><ol><li><strong>Semplificare i processi di reclutamento:<\/strong> Utilizza processi di candidatura e di colloquio efficienti.<\/li><li><strong>Sfrutta la tecnologia:<\/strong> Utilizza un software per le risorse umane per accelerare le assunzioni.<\/li><li><strong>Costruisci un pool di talenti:<\/strong> Tieni una lista di potenziali candidati per le future aperture.<\/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-7718d10 e-flex e-con-boxed e-con e-parent\" data-id=\"7718d10\" 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-8823dfd elementor-widget elementor-widget-heading\" data-id=\"8823dfd\" 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. Tasso di assenteismo<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-5c09ab7 elementor-widget elementor-widget-spacer\" data-id=\"5c09ab7\" 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-28f29e5 elementor-widget elementor-widget-text-editor\" data-id=\"28f29e5\" 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>Definizione e importanza<\/strong><\/p><p>Il tasso di assenteismo misura la frequenza delle assenze dei dipendenti. Un alto tasso di assenteismo pu\u00f2 indicare problemi come il basso impegno o l&#8217;insoddisfazione sul posto di lavoro. <\/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-5bda76e elementor-widget elementor-widget-text-editor\" data-id=\"5bda76e\" 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>Calcolo:<br><\/strong><img decoding=\"async\" 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\/vj6eeHlYouDlQ0OzgH4xuSRXtkuNXK\/CaLGd8QSrLSIbR+OYO4uY7QzoO2XdgAMRoz1ttGbb4a92gEmLdPjtHUeTf2n5LSXBOO3\/0fObNrBxZAGxbyfptgbuO\/7iItXr2BZIP7uu1QgrzR1lKaGEm5vT1BQNAn52eSkxJBkspkTRxbxzUU3rsfe3QL6+YixFup8N6K64y3eWnaaVTaVVLQ20ZoTJMSTK\/YRqUSmi3Bl+pHopMKOGYeYP88ch4z6\/rXJ2qDUCYMzp5izQAsd7yJRL7roas8kwDUCF9dCGhUTw4oojDDi3I7D7Nh+CS1rT9y8Y4gNE+I0PpXC+jpF+B7dA1RCXbEXmtfNuXzFh7ikNHJyognUEek1+q9Mm7eNvd715Dy4a3ZzHMW+aszcrc5YlWiiG+59Sz15pvvQ3jiTbTfFs+1t8L++kItKhzikYYedVyj+CfHE5pWQmFpLY5wtAVo7mDb7MIsOWeIRH0e8\/PDWxenGNibsvcYC01IKm4SILjbCSn0zH+03Zqd72Z35bG2xZ\/FWfY8t165yIVpoRcWvSSToarFnmBoXzsYgdODT0VFMa\/Apjq2YzdtjznLALotiEd0Xtol+kI4G2jtaFUPKjy4r\/XTU0VQiym9GOilpOeSV1tMw6LZCRnt1ISVZaaSlZ5GeV05Vy6De+tT8imKsiIoAFZTGj2TWuNWccC0hpa8kPpKuIk+itOewY\/pHvP\/G63z40SjWXrLBXbhXD9a73yv\/OJWphup4e7yuK6N8wx7D0AqqOl7Uqt6BrDGOSJ2zKE2fyMwRHzPyvfd4X358MIxPv5vBtMXrhMe9iEVTv2bsJ18wdvIaluzX4qJ1MGGFtTT9akr0d9Oc\/kIahZGzx3TTHKa9M5N15\/3wqXtcj8ogGIwY62ykK0oZjWOL+GC1DvudheHrPyWnoyyQ4BNfcXDdT+ywzyVa6JRmIcbchBi7oKaKRf6DE\/i7kLXUU5+fSmaoF4GO5lhqXebKzslMXj6b1047oxL3vMVYGcVWKzi99B3eXnuZTa5V1Pd009NeT2NpMumxnni7mmGhd5qre1cyfcgGZk6wwDat8e5Csb3phF87w9kJ21HVjyGxroamwgACw1NxS+qlVWH8ZLQWeuKlvIQ133\/KiJFTGD9zM7suWmIUUkpeY6ciDx9ZyluSqYy4iZLSBTYe1EBb1whLCwM0Ty1nx+RXeXfScr6\/nkhI5QMuunwCv58QY3tuME4liti6e893UOO5A539Ixh3+hanXSLIcDrKtfXfMfaLTxkzcwVzd1xFxS6ZyMIGauK0MD\/2AyN+mMHwn3Zy4OwZlOTDysd2cGjPZmbtvCnKTjH5ze2Qr4+l9jaGnbdnf2BfP56clpizeKkOZev161yMEX8rIp1InPZNIcauoHwmWtFL+FQ1vrcWcozQ2PATI99fwAqVYEJFlXkROy0U23aJstjdJcqGTEZjQRb5oT7EZ+aSLTzhRzvDotC1l1OXFkCkkwmmBqKc6Jpi4RxCaFa9omf6kXS30CzKf5KPLY5GuujqG6Nn6Y53VC7Fdd10Pafm+NcTY42hpOrPZ+7b\/8yfXpvIaNVo3MseX0y6a1PJD9LA4spaln\/1BsP\/7f8yY4s6ZnmKpvn3S1c73TU5VJfmk1\/bRcMvtji\/FBGAjgTidLeyfdgI3ntnPfOPhBEhGrcXsbLLm6iu9iLyg11xu67K9aMrWf7B33ntD\/\/EH\/78LZ+vPM050eAbGOmgc+0CqmfPo3r5GqpnDnF45yrW7FdGySqexBpF1X9O9NBeX0tFZgHllbUKA\/j83vUC0FVOW+w1lGbP4eO3d7NHN4l0IUp+cZoMRozJGugMOIbKgZm8uVGbXW7F\/b0afbSX+BGqNIq9GyaxzjyFUKG8GqKu4bJ3GOdVhRjLFa5Mt4yWplZqa1rpbiqh0N8blyuGWJq74BUdSVSAK943N7Jh3yreOOeGcvzd1abqgw4+BzGWTuKleRz+fiQTD1pxLa2dtvZSaqMN8bW+gaGjD84hIlzBNnjqnWLryH0sH2OJQ5owVv2PEGqHCicVLIUA2KbmzDWfLHJ97YhPTSOiXoTzduZ0llOfZI\/7zTMc37GDHVvWsGL5TtZvN8LUr4Ai0Yg8KkrtmeHk2lzhlpUlN71DCQwJJzoqglAvEb\/z8xg9ZjlvLbbFOKnh\/m2ebouxvdcZeymCmPv2C+qkIXArt068zTdHr3Lct0IY4QSSnDW4eWo3B3ZtYfPy5azef4XdtlG4OpzH4OgPfDRvI98f1MPE2RlXNxdcnB1xdvPCNSCF2LwWGjpEvqVoYqq1jY9VnDgYLBKin8bIs3iofMT2G+pcjhViTJE+cURrqrPrI1XOnY4io7eTrg4hahvrqJA9Sc+viHmjH8775jDv1U+Zt0sI6fxe2l4oX66H7s5m6ksLyEsMJcrbDAedSyht2s225SdQsY4mRiTvo8RYR2EgqTanMNS8hoaVH+6BYQQGe+BqqoX2uauYOoSSKOrngN83yMoocDPCWeUCmvoOWPkEExLqT6CHGfqXNNG45EJQUk3\/MPmz5VcSYz10ptjgc+hLxn\/wf\/jDS6P5nxUW3Ix6gjHtniQiVFaw+Z23WbNNQ9Ht\/3Ofiv8uaKulJcGUmEBb3DJayb3b+v1GyFuFBNFobGXTUCHGXl\/Pgr1hhNT2ebUvPB3hBG2czJz\/923+\/r0yu91KuduE3qaBxlhdbA6N4buPRvL2xBMcss8hpanzOYmkNqrTkwjTdSUsJI0i8cvvIq2fluYsyl23snXqFN7+\/AqnnQoevQ\/loBFSJVWfA3OXM2TkEY7Y5ynS+j66muhOUEP35ApGLtHkgH3hPYJE3oYH4H\/wOw6uXsh+lwLknVr1Eao47R6K8pWr2BbLB8VqKSkqJzEqn9p4K8yO7mbOhOOcMIwlTfEUIUfiVNC6vomhlz044ldGZ0uLopekIeoE7lc+ZqeuCTeTH1cO8ily1+DkZ+vYusgAl5KBHNca2rKN0N84i1Xj1nHCJEkYuQ6acjzw2j2dPUvXibKdT7iika2FPDuuz1Rmw2hhqKJyKRXOonzJLnk4unJsiLi1lJUHTzN7jwXGWg4k5RZSIT8nv727nvb2OspEgrXIVWRDDgXJTpie2MbBH5dx7KYvnuIVjxINNTHRRBtZEyN3TPp\/66OSrhQ9jv+4lC8\/PsI5l8L7804uxnzVmLZNjR\/OhxNTf6\/ka6XMcRs6W0ey4LwhF\/1qqS+rFXHqorOnkersUGItjnLm2AEm7TFGXV0JK9VVfLv0Mut1M+9fSFfQ1dZGe4uwaL0i1um6WOrt5GNVVw6H3R2gbo1TxldtGLs1tbiadDsfY4lUv8H299VQVkoUuScKT008Bdnpwtnt5cHOvp9HxK07ieiLS9nz7juMW6XK2cg27ovyPzxdyFqFIIoJIcjBDEvNE6hunsD4Nz7kL39dytKLIUQO9KGGnF4R0bZsEuxOcm7dj2w+q4N+fEt\/+lVTGnILi60L2bLtIsc8q0lpfiBhZRXUZ1qitW8t65cf5rJTJvGKSt5Ob2UoXmf3sX\/2ZvZoB+Na1fnEa8E9jl9JjNVT6G6CwZIfWPL9H3npjXf4y\/Aj7DfJUniggzNkacRcXcXW999lrRBjVr9zMdbTWESZ2x4cjU+iI0Sr\/Aus3xaRS6KBqohxxO3qeS4IL9jYv5aK9t\/Jl7E90URumcqif3+fV6aocdC\/emDPqT2NUs8THBwzlJf+60veXXoLtbDy59RLW01BgCfma7WwMopQLAY5aOfld0hPdSRpt8azbMZXvLvImOthNc+mQVT0jGmxZ9ZC3hi+nwP3Lvp6m94Oems98NFSYtmc65y5lUih\/GfFyVbqsz2w37icsxvPcCuxmUJRXeojr+C2\/0POqqphki2jsjWL1LRcfJzjyLU\/yan96xm+8haX\/Ur6hzzb6Qo6ydWLy3lXyV4Y\/BBy45NoaG2mLOI4jheHsXVQi75mkut4lSOjVrFxng52A\/SMdZUGkmS0kS0r1zH7oAvOGY3i7ZVUhuih8sNc1kw7i2ZMCwWKxlmkT7IR56efYcmoK1jbOBBWmafo\/auXn5elUuZ\/hiOLpvHVD5tZoxpAUEGroqdL0Tq0J1OSFYCVfyHhmfIb5PswNlARpIOvEDdqFh5Yy+fUDRgneQ4XEhsQgNlNfxLTax6wF8Is1\/lis3IKy94awwaVIDyESrrTJskXffVRZfrGS3x7MpDQytu1WlzRm02s+m7UFi\/hhH4YJh5pxNnbkVRUJGIs6G6loyaQQGdjju0yw97gFv7m51n\/41n2nAoi+T5b3kZuciYZycW0tYjWIFUL45tb+OiCPfuD7vajNEaewf3SB2y7fgOVO8OUQghrabD3gwson40mo62a1kwvEqMj8KzooWRA5fFz5JNpsJHj3wzhvfnHWO5cplgA9sVBPnxfSkFsGKH+4fj7uRNquJ2dE7\/i7y8tY\/7ZIIS+HFiMyaroTNTg2vG1fL1UmSM2SRSKitVXXnrprhFlwfYIm1fv4avtwn6l1NzXxnfneRJ5aw0\/bd7JhIt++OW33Z2K0NNEfeANTI8t5IddN9jokE\/5M56i8yuIMRFdURl9ra05tn4\/57d8xdxv\/8LfXh7HrFNeijkfssfGSZR6WSzBl5ax8b13WLP95v8CMZZGmvZMbp1bxbXQWkT7\/g9Bb3s9LVUFlNa1UPNEjcQ\/Ml10NwURtH4SC\/74Hi9Pvcxe75IBesbkNNKTY86thZ\/y\/h\/+m3\/++2ZWayWQJoros3dAc8mwNOX8aFWuXwojXfzyu0nyp0BW7E3o+VHMmvElQ\/c6oZ\/8CypFdws9NdlkJ0Xj52GCo8piJn34Dv\/835OYul8fHY9QQsITyShvoE5ut+VNem8ZZVEe2J1R4bKSAfqeUUQkJZIY7oyHgRqqh26iYxBDqnx4TryiPcOSSLXJ7Dh8lE03ffHwsME3LAGPiDyKgrW4eWojE5af4bRFILHp6aTH+RJreoAjB5bz4eqzTNtrjLmlJ7Fhrnhcmc6eGf\/Fl0u3stIgidD8VpoeKAw97U005kSRFaqJ0dGlTPnrJ3z1yUb2G\/hiFxBGWIAP\/m622BgaoHftAlcvnOGEjhN6kXWUKlRtvaLHTm\/hcjbNPsQJu3j8klPJyPQm0FqVw5M3suzDtZw6cgH96HgCm0RtULTdrbRluWO5YTprZq9im3U2YbXy3+WIC9ojyApQ5+SRa5y44k1QSi5ZBVkkehhir34GY99IQmvEZferLPHYMmpTXQiwOszWdWsYP1eZowaxJJSL+qq4oJOOhlxy\/DTQmDqECX\/8N97+YQfLVL3xjCqgqEVUytY4yv2UFUtMjDlih4lrDGkpGaQnhRPjqcHNkyc4d84O9\/gaUgNdcDu7hkuaWmiFZ5KSk0dhqjO+9kZcuxZEYEQKJal+eJ45x+kdF1Ay9cE9MoGkhGhigv1w8Y4jODqbonhXYnSXsnHJaP5j3iGmaIQQmJ5LblIoEepzOLXoP\/hm2Wrmq8fglVpLQ2cZBa563Ji2jIN71bjhHYabpR2B\/hHEigS+75uDx1JNifNeLs15izenb2ParXQy+xTfUyC\/T97r3yu3wE+OvKfqibda6KFb1kRDWQklJXWUV5XRFK3K1dWTeOftVSxU+nkx1l2fSL7BfNYs\/5HX9nlwM\/FBd1pUzDxzLq1Zztdf7eKUXQa5dx7USKX7BW7N\/YQfVp1iuWcjRQ96esIZizNczxeTtzN6txchlaL89Z96Fjx\/MdZVQW+BBWY21uy+7oWb8VGurX6Tt159naGrbnItrnMQhe1+MbZ2l\/D2hOuimFHRI6OjrZXWVhkD7ebxMEIhy1pobqijrkE0XsLF7FKUF\/nNj9j+oredjuZa6mrF0dxB+2PfJS64bz01uTfYTnubOB5XsoVHVptqifXWERzdsJCrQbWkD9hNMwA94vlN8nDW0dDSMcieAxG2jiaaRNxqa0XaDLqEPSIRukR6NdXTUN9AfXM7sv7J7vL\/75bXUcVf9yLSXj5ps\/8veZ73dLTR1iYK\/IDlo4cekZ5tbR1PvpL3QzwgxqaosNfr58RYPZ05Zugv\/Jxhf\/gT\/\/bvK1mqGkmMSOifF0qiVHU00lJfI9K3nvrWwXRxN9NR5YLLseMsffcCx8\/HKr7QG1zTJupCs3hPTb0o46KsPml7+A9JL63Z9rhtHsnY78fx\/mlfzH\/JqpaddXQXRxHl44SBphBXhxewaMpovh47nyX7VDmnYYW5jRB\/OZWUifS7k4StxTTFWGCnrY2KhgM2nh54WmpionYdbcdkQorvEeX1KZQGqinmjG04YYjJLTP8Y9OJr++kpS6dRIurXNt3FFVdK2z8Awn0tMDf6RYa6mps3q\/Mjgv2GDqFE+qqj\/Wp+Wz+6VsmLdvGeg0fHJMaqXkg+t3NNVTFOBJheYYrB1Yxf+wUps\/eyi4VQzSMrLE20sHgxjnO7tvNnkNXuGSbSHjZ\/Qalsy6FNEslNJROcFjHBXMPf4JC3bC0NePW4ZPCKO7jnJIeltH5iKjeoaMmj4hrJzC9qIJ9RgMFdxJB1OjubEqjxP1nz3P2vCHGXiEEhHtjb2KB9k13\/FNK5QOhD7cJjdmUBGpgdGoxc6dO4otZe1l+LRDXHFG+FRe001oeR7SJirApU5g\/5is+n7Sa2Tt00HJMJKVO1LKObBqTTNFxNOfgLQ\/MjL0I9AkmwMMKx5tKXL9liYnwdCtEInRneRKmu4fzKle4aBmEV2Ag4U662FkaYxxWophnRGctPWkO2Gpe5qCSLjo2Hni5O+Fp74BvQgmpJZUUhOjjcnEx65dMZ\/Sy\/Sy+5opJSCwxvlZ4XlrBkVXfMmPVRpZedMYwqJRKYRDac32IuLGZK5dOcszACx2jQKJjc6gXifJwW\/ko2qgNPoHe2tcZNnoFk84Iodj4WAP7M8jf3EpLQzn5mSUUlTb32dxHIt7VXkNpYQmZeTU0ifb7F9Et6mncZa6sGMfbQ1ay8NzPibEe2gvc8N75OZMnjuWdiwGY5D5oGFqgXDgN66ax6N2xbFEJxFvhNIh49mSQcGMDB94ewrQF51CK6nx4eLgtigyz\/Yz\/eBofTVflVlILVU+WOY\/k+Yux+iwa\/I9haq7HJd8SMlI88Dsxge9efol\/+3YfK6wKyH\/sDMWHxZiDEGOtIiG6a\/LJSY4nIS6DnLKmu92KP4eoTJW58UQH+eITIDyy5DKKC2toqygT4qVF8enrw6FppbsiibRwF9w9hJcakUai8M6a7s0I+T4XXR30dIsGorma6mLhIRWVU94sxJ\/8vKyWpsI0MhKTSJI38KJADVxFhGdQGkzEzRWs\/\/RPTJyymHNuZaSIhqBb1kFnh3zxyZ9JLyEYW0tTSA52xdPNDd\/INNIrZY+vQLJSKtKCCXFzx8UlgrCUCsofaOjlW7B1d3aJVwiR0FBJSYGonGW1NAsl+3B5FCKpLIPMSD8C\/AMIiEknp6iEprpyKutaqRAetUIAy\/d+a2+hq7GcsoJCsvOrqVWoXHGyrYyq7GThdWaRnN+EvF29D5GelfmpJCemkJpXRd3jW4lHMIAY8y79mZ7XGjpS9dGYM5K3\/5\/X+OPHR9hhmYF8fcWBc0XEsaGYyuQAov0ccPP0xic2l4wq0QD3X\/EwIg0ak0m2Fkbzu\/F89LfDbFCOJqGnU5TELmSyLoUAFVp\/AIShqssgO8Ibb0cv3H3Fc4qbfwcfu7TTmGiE1aThfPnRVIZeDsO++BeocOHE9bbWUFNeQm5WBmlJQlBHBBMWHkVMciZpWYUUiPpb1STKskjnu0kt3tleRmVhHmnpheTkFlKUlS6MVS4FNR39PUX9dLfR2VhMdlYasXGpZGfmU17XrGg3enpltFcUUpKSTIZ84VhR\/otLCyivKKFA\/Hdaaiap2eUUlNdRXZpHcWoUcRFhhEUnEp9bTokQdA86Kb2i\/WmvLaa6IJXM5FiiwsOJiE4gMSOP7LxCCvOyyc0U7UNcLLGJOWRWyB5uL3vahLDKpTgrieS0bDLySigsF8a4pJSSrEwKk1PIzCyipEEmT4k7tDVWEmllj78QJ3mNIhz9vyvobaWjvoTijHQy5EtlFJeSX1xCdnYJOXnCKW7pHKANEXSK9rwyi7ykMEKDAvELTyQiu4rSJuGIKS4QjnR7HTX5meQkRBIdIUReaDRhsdlkFwtHUL7fUY9ou5tLKaspJ6ukkuL8MkoLiijKzSA3Q8SluEIxjKd4XmsldQUiPzKySM0ppTA\/n5K8DAqKiyhu7ry7NElXFVVF2SQmZZGRKfItr4CyIpHuTTKaZSJNq\/MoyRD5FR1BaEwyMTll5FUJR1fkd3lmLCmxYUTEChuUUUJeZRvt8nwU7VlzaSJZaYnEpYoyk1tDfUPbwOnySHpoTbqI9e5X+XTIT\/ywNgC\/ml\/ykVUrVWkheN68ia1dIHGiUXxkU9teQluKcGTMbFC1zSJTvt3EL6G3np44FVSXP06MNdGYYIDxtA\/59AO5GAvEovDBWIvSXumBw8axzH99ONP32mKg2PdMXNcShN+pn5j76ut8u+ACl2K6qH7w9vZksiz3MGn4u7z23UZO+9aQO7jejkHx3MVYR2ECaWr7Mde8hV2xjJqWUrIMN7Plg7\/zn3\/7iW8PBhBY+bhJ4CJVhBgLvbKajW+\/waJZm1GyCsIuOIXwsFBCfZ3xdrLATNsQ\/VvueCSVU3qfZZTfX0VRtPCEnbwICgkhMDKCoOBgQoO9cL1lhLmqGe7heeSIS+\/mQQudFbGE+dhhYmyJlYMwpsKTdrQzx1DPAAsXYWCFqlJU0p5GOovDSPTQR+ficY4d3sM5AxOshHALC4onKTCI+FBP4ZGZYXTTAHU1d9yFG10mMvN2ULs7GqjOiSfd7jw31n7BJ3\/\/V94YMY0Nl5yw8IwhOEh4yVE5FFQIAdN\/j4LeNmSFIST4WGNm4YilvQuenra4OhhhoGOOmV0UCWUd9004VtBeQXGYO77Wxlg6OmHnKoy3nZXwWG+hbe6BVXgpxXLFK+huq6RUiCt\/AxXUlY6wZ7sWVw2EQG26t6I3U58aR4a7OyEivv4R4YQEBxEW5o+fvQYOemex8ooiukZU6K4WmjPDCDe9iu7FQ+zbeYPTZ7zxDQ4kNTeUoNhwAv198LS8hbGuBlr2IfimllFXnUF+Rgy+vqH4+3jh5yjyzkCHy\/pumIcWUNjSL36fiNtibCLz\/ziUl6df43BQ3cBlsimSNIPVLPvyXf7nvblMPOGJbVbDgN3VnZUpZIeaYWxmzE1ze1F2XAgI8cTF0QoLIwPM3UV+Fsn6v6iSIzcedTRUiIbe2wDdnd8y6a1X+O\/\/Xsq0bYYYhgiDJAxOcEwWCaUyGu9rCLppL00nzdMKZ2szUTY9cHIWZczKCAtjY5F+Efik1d81KC8cwgAGqXHjs\/cZ8e6PfHUjGq\/yJzdVz5z72plfwMCbFv7G9IVpwJBVRpIVZY11dBYxQtC0VcQR4BOLZ3CJECSPr4G\/aXTlnuVg3t\/d\/RRi6LdHln4dpwOv8+XfvueLWTbY5Lc\/3PYPmk4a8oVwNL+BocpV9G0iiCxvG9i5a8ulIt4eByMNLmg7Y+QvhPx9S4k8BV21dMUORowJIR1+A43RH\/De6xMYcj4A84IHr2qBCjccN49l8itDeW+tLmfiFUoY6r1wODqVz958g6GLLnAhUkb1g7e3pZBltZPJn\/yVP301j622xSQ9wwb1OYuxFqpSQ7Hdq4b+NXdiReTahOGrDbmI9qxX+ehfP2LYNE10Ehsf090nMlSIsfBr69nw5itMGvkDiw9c4bCOO+aekcRGC1EUYITW\/o2sm7SCVcctMUmoo1HcpnhsTxUdxR4YX7jMkX0G2AvRlS\/ckeZ64c2k2mF2YCtbJ2\/nnJEQayJf+oqPEBmlQsQYHWPvlt0sOmGNSVg+pXWFZAXqYbBjBmtXbmKHcRIhld1091bTnmaFq+p6Vv3wIUP\/\/hc+mrGI5SpmqKhYYWvgTEBYAFFhpujuWcfSEbNZttsCk+yuvkmwAllTKTlBTgRoH0N5w0Q+euO\/+dsH37Fg3w0ua5uhb2CDqWMMccKbvGP8hYfdVhpJmPYejm\/fyqbLrlhEllJelU5WkBbX1y9k2by9HLZMJ6z2nsals5jKGCP09m1k26bTKDvGEVpSTVW2J6H6O9m0eBU\/bReeRkKVYlXr7qZMMmy1uLlpAjM\/e4f\/+eMSJq3wwlsIaYUm6BW+cHsCQZpXuLL5PNousUTXCsHQKDy+kigCNddybuUnHLhqikOF0DRdNVQGGWGy60eWfP8WL\/3pe4Z+sI9j55Ux9DLipkcQzsHRhNpc4Nb+CUxbvJlZxwwxdzXG2saUq9qiUnkGE+utjcGZFYwds4Cxm\/UxTW2h5okb+n4xtmEyC\/\/9bV4ef4otNsnk1tRQIz+qKqgoK6KwKI1ktyvo753M5JlzmXTQDNP4BmoH7KLqpC5MDeOtnzBy\/FK+O+WNV0ElbbIScgK0MN7\/I8tXbWeLdiSRxR39Q+wiobsKKUkPwdngBle2f86sUX\/h7\/8zkzGLlVE2uMUtYyOMnMPxymyl+o6L2kVPSzzxVuc5u3Y920\/ocSu6iIxy4YlH6mF6eiWz5+5inYpwREQLM7hP5Xvp7W6nrb6a2vIyysvLKROH\/N8nP8T9VTVUNXXQNri5BANQQJHbGU58+jYjh89ljl4S4c\/mU0qJp0AWrYLjlRlMV9LjsLU\/2fHC0YjJxS+z9\/HTMCSeK11ZBnge+5hvXvuMEdO1uJXc8tAHHE+CvB3oqk8lwlQD7WOX0BM2KLKm7Z4eMtFutVfRmGSNi4k6xzX9hCNfRUtnzy9fFHywYqy3iEr\/i5we\/R4vvTWRN4UYsxxQjLnjvGU8Y156n\/+79AY7IsU1cttV5YzJ\/rG8+eZrvLb4IheFGHtoTnRbshBju4QYe5l\/\/2weK81yiH2Ga1w8RzEmcqEzm5woB04JcXTdOFlRIOR505VrT8Dxzxnzyh956fO17HEsIu2RC8D2ibEItTWsfet1Rn+7gg1agbjEFZBZLIxFnVDFldmkBehhsm8VC8auYfleK5xzOvo2j21KFl71eTaeOMeUS6GEFMr6e0+66G3OJ9HkKno7d3LDLpRAkS+KPOhII8NKhRNTF7Fw6UXOeuaTVNsp7uuivSKGbMNN7Jz\/EyMWaXHGQxg9UTS767LIj3PG9vwqVr78J177v5\/z8UptLtrHkpxWQKkw6jXVGcQZ7uHkuPf47Kc9LLUVcW\/qs47yuWz1JbmUJDjhdXUt3w5\/iVe+nMUu\/XB8EjNIlQ8b5FZS1djRH35BfSQptifZOGslU1eqcTWkkEyh7npEeNorhEejvpodcybz1XpDlHxvf\/XXS1OCHi5KU5m9fANLLnnil9uI0Goi3uXUpBmivXEC88fPZo1WEB7yySGyOurkw4b2p1Bd8x1v\/cdiPp3hjHO5rE+MdZXRk2fBlVNKzN1sikls5d1eGPnQcNB1vFXmcd7QAeM8Eewu+ZBqGune+lgcn8qYd\/7C\/\/3r10zfr4V+VBpxheUUVNZSneNF4q0VzB47gj+OnMUPB29y3S2W2JRC8kuEUCyPJ8HhBDs\/G8EPX65hn2MhCU\/sBgox1hxC0KbpLPvnv\/LyBz\/yw7bTnL9xnevq4rh0lBO7F7NwziTmLF3J3gtaaAhBFJxVRc19vVP30kypx14ujv9X\/vSf3\/PBOg+8auQJ3EVHZSQ5lnvYPWMs46aKaxxzyBTlTjFjsaeJ5tpS8lIiCNObxq4Jf+PNl9cxb78r7mmppMoneueXU1QvRFW\/0etpL6TYbS8q2ycxYb0SRy0TRRkQ53s76alPIdHhGMemf8WPC\/dw1KuE9EGNWXbSXpdErNlVtA7t5PCh\/ew9fIhDR57sOCjuO7B\/F\/uV1bnokkZM6UPN6CDJp8DlBEc+HcLoL5aywTKPuIEn9Uk8d3rpzjQjTH8Vaw4fZ\/FpE4zsg4nJq6eiVZTHX2qAJX4RvcWOhKpMZ8y73zF82nV0RIP4y\/0WGQ2FcURb6aB9ShVtc3+iRDuiGObuLFQMTVrqa6Gk7Y1DdBUlz+rrusGKMVkGhY6HWPbFG\/zz25N5TTkQm0eIsR+EGPuXJdfZFikc2S5hMHJuoblpOK+8\/jKvLVF5jBh7hX\/7dD7LTbOJufOhyi\/n+Ykx+WRsEfFk3xscM43EOO4eq9WTQ5XrNjZ\/8yf+8u4PjL0YivMj53\/0i7HLK1gzZAhfzznLydD2ARZeK6EmSAioT7\/ky2FrWGWTT4RcvjdGU2a\/nekbdvDWXhcsYoTguHdcqb6A+ign4rJySJf3jPW005FzE\/O90\/jmvTWsOBFMfP+lfQijWWGL0Y7ZjHr7R5acdSdUvKdPIHXSEqeL4ecf8Nm\/fs+n25ywKeq4r1e8JVYNqy1v8fHUhXx5OYbQB2cK9mRT6LCfaZ+9zFvjVnIhpKXvU+uHaKU5SgWjbWN4d\/Q+Jl9I7l+v6B5EPIz3TuXVEduYoRRJpnwIQVZMiuYS9o1\/jdHbrnE6tvuuuFNQSZH+Txyf\/gojN6pz2K\/pbk9cYyBJOhuY8OFmvprtgusdMZZPb4wahzZtYcSca1xwSSe\/ofvu3JHeCijwICo1iyARmTs7S4jfWwKPsW\/qEP727gR+uiwE8X0FvJSO0Itsmvga\/8\/fP+a9Pc6YZd2bXjLasq2wnjiM5R9NYfWtNAIUCvxJkIux4D4x9i9\/4+UPf2LMDiUuaqijrikO1ROc3j2P+d++xvCRY5iy0wbLpNuTiH+OFmoSTHA5u4Ztqy5w6lYmOXeMlIh8pSPGy75hwutfskTZHzfRWt7fYdUkknoZ5398hXdfPcQGtRzFZsoPI0R3viuO20YyZ\/xXTLoahtP9CzEp5kmEHXqf+VO+5mvRmNnnDEYQycVYMnGWN9A5tpdjRw9z4NhRjh5\/suPIsUMcPryXQ5c0ueyWTuwgFnoemAIKXU9xTIixMaNXst2+lMQXd8z1d4CwxOWRRIf4YOGZhH9K+z09JRK\/KZXexGgsY\/yHk4QYu4FeYvMv6hm7S7dwJJMINxICT1kLA+dY4nKSSE3xxMP8Jpd0vTANqXm2C5QPVoy1JZJruZ1pn77MH96ZzCtCjNk9pmfsj0tvsDNavi2eUI5JV7m28k1ee+0l3lh6+bFi7N8\/m\/8C9YwJr7w9SoNQ3S0oWQRgkthAfVMTTeJobsykxF+Zk+Pf4e\/\/NYK\/LzPgckTNI4xbnxgLv7yctW+LxnihMkqRnVTfb70EbbQKj81k\/Ci+\/Pv3DD3hi1GhsIBdOTT4nGbjzKm8NGwZcw9pou0RSZi8d6W8mfr6FtpFuFq7+uY\/9QqxUmS7guMz3mTIFztZqRFPWkcnMlkHHe3i6GihszoQ16PzWPb+x6w5aKIwgH3Co4W6UHUMPhvK5GELmKeXTNQDHnxjzHXMN7\/NyAnz+Pp8OEHyZZbvRZZOnu1epgox9ubYFZwPaFBMEL8fEa\/eLNJ0V7Hnu7d5aeoRFphlkyf\/qvROOFuRFdnhcGo1wz9YyZQDPkTUibCXumGzbTTj336HybsNMEyT0SQToqqjnfYO8W97LRXOa1HZ+A4fLj\/HFptixddOCmp9SNRay4QPhBibc48Y662EVAM01sxg9DtjmLRCiZOmgbhFZ5FVVEe9eG9Hi8h7kY4tIqPvREeWR6PvIXZOnMxbw49zyDqXgns9654SmoMvsnb8G\/z3hz+wVCeRyPt6djpoybHGbtJI1gybzjqDdAKfRowp5ozJhynf4eXxZ9hql0p+fR118qO2murSVLJcTnF2\/vd8PWwRS05643H7i94B6aWno4G26mLKiisoKZd\/VSov\/y20tNUIAWWH8Yqvmf76CGYcdcIs\/7aY76enjlq\/JSjNfIV3Xj3AOtVMFHNNH0SI4GpfJY788Dqfj5zIOr0EgivkW4jI819+yGgvCSLp5miWLxrN8L0OGAxKxciHKTtEvaijobqKanFUVYt0eOJD3Fsl7q2tp7ZFhOWp9xK5K8Z++HoF24QYSxhUD99d5OlRV1enGHquVXw5LB1PfdRUU1NZRllJEfmFJRTKpzjU1Ip6PsC10vFUh7ycNjQ00Nn585ZxQCq8iFFfwrgPnrUYE\/SK9r4xg1gbA3T3H0D9wgGO39Rmn3YoLrHVtDzr7fEGK8Y6kim0283Sz19ViLHXzj+6Z0wuxv59yQ12yMVYp2gP07W4sXYor772Mq8vfXzPmFyMrTB9YYYp6yi3PYzhmlEsXr+BxUeUOX3uLEry49JxTu5ZwKz3X+I\/\/vAWfxx6lF3GmYpFFO\/vobnN\/WJs3CJlzonEEjbnAWS0CiPnNG0U3\/3bCF5absKV+GbxzGa6Sn1wPbWCucPe5dW3h\/P2l+MZN20+cxftYLeKE9ZJbf09baIwtcUSdXgKa179My99soxpJwwwcXPF3dUVV2f59hfOuDgao3tiK8dXruCcjg8+ZXJZIKeeCn81bn36PvO\/X8921\/IHhmB7qIu8jokQOqPGz+Pb82EPi7G2FLKt9zBFqPw3xyxHya+W\/IdLn6KXyufwTGa9+nf+\/N0qplwwx8rJFW8RTpf+cLra6aB16jBrlx3nqL7wZIRxrI+9wuWF7\/DW395k9MITnDf2xdHFDXcX+T3icHLCUecgysfWsuyoATe8C+\/2QlZ6EKexmvFDN\/WJsbLby2eI8NSnknhrL0fGvsfwN97jlY++4+uJs5g1bz2bjhii7VVK7oOfb7VmUOu5n63jFvP+KG1UvMru7\/HsKqQhUJlV49\/ilVGT2GWVReq9vZpCDjVlW2E7aRRrP\/6RDUYZBD1x1\/FtMXZ3Av+hgSbwt8cTpb6StUPfY9jw7axWTya6Ub5e92PoKqYkzALrmxc4d\/EqV7T1MNI5zsFJHzJmyCimHnfCRCit+\/R2pzBu3os5M0MuxvazViVt4D3rGqLIMl7J\/JF\/4eUh37JIns62Pri5uOKmKAOizFobYHF1I7v27WbdZSEiMxse6IV7EbhfjG21K3liMebt7c2KFSv48ccfWbhwoXT8kmPxMpYsX8WqVatZu3oFq1YsZeniRQNfKx1PfCxYsEBRTnfu3ElycnJ\/CR4kFZ5E31gsxNjEZy\/G+unM9sDnxAI2jRvP5NVXOOZTT84DZuyZMFgx1p1DuecpDn49hP98exJvnA\/A6mfEmIt8mPLv7\/PPi6+zJaJTOJ3CKJVYo7vza15541VeXfK4OWPyYcp5LDPJehGGKUUsZOkE3zrN0QXTWbt+Dev27hPGYA975cehvezevYENU0fxyV\/+yp\/\/azqzj3vi0yDs3YDC+n4xNnbheZQiOgYQY2205NrgMPVTxvyfj3ntJx0uhFX1i6R2ZKn2eCivYdn0bxk14kM+HPI6b\/z5ZV4ZOpOpuy2xiqlTrHnW0xJI4KaJLPi3v\/HSZ8uYflwLfStrbKytsbKwxNLCShw2WFnZ4uThQ3BaOQVCXPcZuHrKhRjTE2Js6ZhN7POoIf0hMXatT4xNmM+3yuEED0aMKbrsxBu6uuhRzIoUBajaA5etU5nwH6\/yn18uZ9LZWxiZW+Egwml5O5yWNlhbOeDiFkBkbi1lDSXU+p\/iyOxX+dMrb\/DJgkOc0nbCXFxnaym\/p++wsrLDxt4XV78U0grv2bZKiLHY+8RYW78Y66cynBSTvRxaNJ7vRw1jxPtDeOfvL\/HKa6P5fK7IN+dU0hvlHzz0X98vxraMWyrEmC6XfR7YhugeMfbyyAnsME9D6OZ7EGIsyxIbIcbW\/GIxdu86YwMtbdFEReAZ1Ke8zPv\/8hUfz7XCPKdFXsUHQMSxsYiKZA+8TW9w\/cwRTh3Zx55Dpzihoob6lb3sGPs+3739CdNPumD+4BjkI8RYT3ePvBj0zc2pDiZRax4TR\/wn\/\/e90cw5oMV1Y0dsLK3EcTs\/rbC2ccLGKQS\/yHyK69sHL8bk77idV7+E28956mf9cjHmJJyMKVOm8MUXXzBmzJhBHmMZKwzO+PETmDBhMIf82nGMGyvuG\/B5z\/MYyxh5WCdMYvLkyUyeMomJIjzjfvZaEd6J\/dfePiaJvyeKZ4wbx9ixfc+adN\/5ieL8OHH+9jMmimfcf37SBHn8H3zf0xzytO8P45TJIhziXeOeNF3vjac4Jk0QYf8t8ubJju+\/\/15RTpcuXUpsbGx\/CR4kz1WMiQrcWkR5sj126sc4uGI7O7dfR9c9gYSa5mf\/tfZgxRjl1IYKR3f0B7z1xkSGKMuXtnjwKmEzhf1y3jKOiS+\/y8srNTgUI67pFRas0RvrI1P56M03eGfxRS5FdT4sxtpTyLKWi7G\/8h9fzGW9VeETt0GP4vmIsZ4Kuoqd0NPTY+cFJ9xDU8gryCcvP598+VFQQH5uKtmORzkrRMEbf3uNj5ZfRT2h++EEUDBYMdZOa441jlM\/Yey\/jOKNRYYiUWv6h5JEIepspLUyh6x4X\/ycjTG+eoLT639k6rChDB82k8XnvfEUpbalOYq4M1NZMuRNXh5zjI0miWT1f1nXN\/Qi\/7eOuoZGmtraaO3sRvyvn4fF2MM9Y4MTY5OFGHtDiLFz\/vV925K0NdJWkiveXS\/iJKOnMYTAPTOY\/Zch\/GnKCZbZZ5BbWUPtveGskQ+1NdHa2kpHlzDi7RW0hV\/m+Nwh\/O2N9xiz3xiL5DoqxLU1d4aWxH\/XNVLfKNKztYNOEbk7NvRxYky+zEZDEWUZYUT5WGOre5Fr+5az9KsPGDZkBJ+tv8alUBHG23nXdr8YU\/Eu\/dmeMbkY2\/6ribGBFn3tojbqCgaLX2LEvw5h6DhRZiMbHtqjro8yxQbFutunMWvuBpYr2eIYnU22fI2jUuHFJZmiu\/QrZgwZxcxjTpjmPdArrBBji4QYe7lfjGX0b9Ejo6GsmqLcZhrkvYyNsaQZrWH6iD\/zl1Ez2GSYQGhRnSIv7+RnTS219S00NnXQ3iajS4i5wWii3p4eZK0ttDY00NjY+AuOBhoaxftbe+gYsH4PhgeGKZ9CjMmHflJTU0lMTFT0Njz+SCE5JYUU+aH4O4mkpP5DnEtJSSU1JVmcu\/d3cd199zzZobjvKe\/tO\/rCkSgOxd8ifA9fc\/sQ14q0SJSvfSiPq\/y3\/nuTkvrPy3cYGOj87Wcorr19T\/\/1957\/xYd4lvz94pmKuDwyPj9z3AnbAOf+gQ95Oc3KyqK5+Qm\/SKrwEmJMPkz5HMRYWynVcQaYG97gtK4PbgGRxDiZYq1yBTPncCLre\/sm9T8rBi3GRBsVfwv9ccMY8Za4VjkAs4fEWF\/PmN2mscx6\/UPG7TJGK1PeEgrj2hGGj9JcfnzrTb5YpIxy1MBLW2Ra7mLiyJd5+fsVHPWqJfu+UZpfxnMRY70NyVQHHeeGgR6nPJoovjOL+wHqXfA5+T2jX\/kz\/\/7NdlbalJB1d9Gle7hfjI1ffIHz0QOskCsMVZsQY\/aThzPpvz9nxC5X9DPb6Wwpoi3Lm3RhCHNvW7zeFloqc8mP9cbh5HzWT\/iIYZvV2BvTQXVTIdV2a9gz5iNe\/vgUG\/WLHlGYO+iQdSnWfOoLeZ8Ykw9TLvlhI3vdn0KMtfZ1h0745CVeG7uc84EiDUWZ6S5Lo9BDl9CICNJlPbR3ivRSX8yOz1\/l7zPOsNKl9ucX9xQiqaerE1lPI90FVtxa\/TmjX3qPSYfssJbv6Psz9LSK9BPHHaHwoBgr7x+mlFXTWyZEbE4BwSKx+rJGRmd9CZXpYYRo7eL4vE8YOnM3s7RSSG3sz+e2TOoUYmzJLxZja0fMYpNJFsH3PWAwDF6MVUdex3D5X\/n0P\/7IO99u44xXFQ8t9Cyv9GXu2Byfy5SPP+HzRRc441tOyb1Fu9EP503jmP\/2p8w66ohhdBk1eSmUCvFcIc9rIcaqvedzetrfFWJsnUo2+YoSVk6abzhuBklk5Ilmr7OYMp9T7P7sFT7+aCYbrIpIeig8\/YjndjW30ikb3MbmPbIW6gqzyE2MJSEhnvgE4f0+8RFPQnwssclZJBY0UdU8mDcPhPxrypPIv6Yc+81KdjmUPdM1fh5HV0czjfX983nq6oUQ7hTOTa9wqoWT01QnfhMOTK1wfIQDc\/sr19+GOhpKs0WaZ5CeWExV46PWyhJxKcogITGd1KwC8rKzyMrIFvnUQr3CEDXQJJ6VkiCelSnOZ2WQkZlHcons7rpVPeU0FKcJASmeIYRYckYBaaIAP7XmfogaynJFGKIyycupebrFizsrKMvLJC4xn9xC+R6cv3MqfIhUX8FY+ZyxqdfQfSZfUwpaMiiJMcFQ5wpntN2wixVOn9xRrxZOiZ0upiqibbQNILK6++nyaSAGLcY6ac11xHn1x4z54mvePuuN4UPjpiJURQ6YrJzIzDe\/Z+VZL1wVCSNqSE+aYvrNrvde44c5xzkW0kzlg7e3xJBsuJex73\/HB5POopXYStXTNmcD8FzEWE++P7Hqa9DWN8BMePzyvd0GJp98633sHPkGf3rtR748HkTggKpHtG5CjEWoLGHNG6\/w5UzRKAe2D7A2WSU14VdR\/mYk3304n+W3UgmV95JUh1Plug8NcwuuxPVQeV8XhMiKhJs4n\/2Kr\/afY4FHGxVCfJCphf7GsXzy0lxm7HTBdyDnpK6EpoRQUrKLyRB28bYAaQi\/ifHnH7B83BYO+TeR\/0CGdSRqYrPtXT6dvJjvVROIfrDkdqSSY72bmR\/\/jXe+W86F0HbkeqknO4Jk9T3Y2NvgL4LYJExqU\/gZ9DZ+wPAvFzHlRAARA9SC3sZqKqNjyMksFqJSvs1QMvEqy9g57F2++OkC+z0bBxCbLTTXFBIVmUtKVl1\/3ATNAaTqrWfSh9sZPd9HMbSsoC2LnjhNLhuYs86mjIQHx\/iqA8k0WceE9YcZfbFv4dc+imgNPMKOCcv54FMDrgsldX9jWYUsUpV1k4bwyieT2WOXR3b\/mT566Sp2wGXqp6z9eBbrTHMIfxrXrDuayM1TWfTHobwy7RoHA+9Zy+0O8p6x6xit+COf\/ucf+OsXP7HZpogEhTgUKdRVQ3Ob8EIbqmgR5fD03C\/5n1cnM1M0IPKvbe8ixFq+OfqLRjH2rS+YftoLU584Cr2NiEjLIlaUz87OOpr8lnNm+hu88fJB1qjmCxkmR4hNUztuHPAkIk6eiG205Tlgt+wLZg39hjEHPDDJHKjnq5binFzCI4sorhLCvP\/XR9HT0URtfhqZsRHEREcRGR1NdMwTHuK+6KhIIuLTiM0TQvOpxVihYp2xk5+9zdefL2WFRT7R8r1iniuiNa5NICvaHVtXX5z9woiKiyEqKoRgTxscbY0xcnTDISCcqOhIYmNC8Xdzw9PJl5isigE+MBoE3V30dv\/MivSPo1cU\/Er5AtOmaCurcWajNrdM4kgR5emhstwjGrTyOOL9bdC\/eZnLxw9y9sQpzmlaoeORSUJBBW01yaQEC+N17QJqpw5z+ux5lHScMPbLJ01uxHrE+0rCSPbQwkj9EsoqN7ig741FaCkFtc\/CStXRUh5OqKM+N3arcvmALa4J5f31YJCIOikrCBbP0ObSBXXOXvPAM7HyFyyC+o+PfGmLAJWZfPfOOEZM08QgqaVviaenRb5ETkupEGKm2Ohf4ISmJ2bCsMp3puijm+76bOLNNTG9oIqRWyyRFULIizO\/vIYKa5B2DfXVE3nn7bUsVYkiqf\/Mg3TWRJOsMZXls75nyEZrrkc\/mMui0Cbf5OKiGXw5chP7DVNIvmNsqihxPYXmlA\/5duZellmXkn+\/IRL1xZUwtRV8\/ckGvlnnik955zMV9s9BjFVQ7HuLWytXc07ZDMdKeV\/Rz9EmdNJVNGe9yYf\/+hHvTdJEM6b+7pd7d+gXY6rLWfX6qwz\/fg\/b7ERi3WfgBJX+ROisZ9rnP\/LVfPW+xe7kwqsqlBK7TWwVjcl8I+E1Vt9fRHpTjQi6MZ3Vl3U4FNxNnVx2y5JJ0N\/OzlEfMXHWQU77V1P8wPtq48OJ1dPBJ1Q0gCKIfWq9kYpAEadP3mPBd2vZ61ZOxgP3NURfx3TjEEaOn883FyIJrbojdfroyaXY\/RQ7Pn+Nb75axCmvGsUQVVtqJNFq53Bw8SBctHXyDrfehgASdFazfOQX\/DDtJFdD6h7Y4LSVysx4vG\/a4++VpBB1iuHccHVMN3\/HZ5+vYvxBf3yFQr3bYIv0aY0nN96NmzZJuEQ33a1U1Z7E31zNuPc38eVsN9wq+1fg78ihO+Y6O49d4NPDvthmPVAR6sIpcj7A\/JNqzJRvXntbrHVkU+Wxn40\/LOC9kRqo+pbdP1erp5im4AusGvcGfx8xnu0WGaTcZ1k6hEdkjf2kUSyQL41xPQrPR\/T0DUyvsGMh+G+YyOx\/eZe\/TbzMLs+yAcphL83JOjjs+i++e+kP\/OuHE5l6PQFvuWGSlUGeDVEJMbgKS5UfoIHywlH89bVvmXbamwARqTtp2FlKS+gllKa\/xdB3vmDsSXcM7PxJtVLDNy6ZcFGQOrub6Y46htri0bz96h6Wnk8iV5FDSfhYO3JVOYi4FHkXoAh7WwGFZpvZP\/0b3h9zhu0mWf1Dmv30ihpYE4C\/nzc3HApIKuy4G5ZH0NvTRacQly2N9Yqvun7JUd\/YTKNin9HBvHkgyqnwFR7yF+\/x4Yez+VIjHq+KZ2HwH0FHNR2xN3DQPc6eG64YBOVQ0lBNWXEcUXobOb5xHN8eU+eIEC8l5aXUV6QRYXEDk5OHMHAJJ1JYo4cF\/c\/T291NQ1ERlfl5NMo67jpAg6VX3NHRQGOZL37qF9j6uRIHdvkR2X7PEjO3kV\/bLvKmOoskdxVuLPuc+XOWsEo7DK9MkVetHXTLGmmqFcLM5jjXVn3KzBVbWWeQQGRBa9\/+tfJntFXTlGhFlOkZzmvZoepdSmqlaF9kT5vP9yKjq72I2gxrjDecZtvXmtxyylHsiTnop\/fIhJAooTbRBP0rSizZZc5Nz4LftRiTZWricuQ9vhJtz2ezzLDIbPuZrd0GSXOhYoFwU71rnNb2xjW2ksqHErCT1sp0kh0NMD2vgqFdEBGiefrFnde9DfTGX+bK8rG89eZKFiqFEC0K80A1v1dWSlukMhfXL+OT8Wocs829f0mopnSqXfezaflyhi03QCuiUrGlYh+ircu0J+zCXCbO387358IIeaBrrCVKDctjP\/DNylMs18+hQKjRZ1HKb\/PMxJisPJM0J\/n6I2tZOf1bPv\/L+4wYPoPFJ3XRCsol\/d7S0FVPR0EYgXbaKO2czqz3\/on\/+sMf+Kd\/Gc2X84+wV0kXQ5tgogoa+4eshHVqF8byxgGWfTaHhatOcMHKBRsXX7zcAwkJFI2PuwVmans5sGkVM7docdwui9zbIqgygiKbdWzZvZzPtl\/juJYTTm6BhAX5Ee5jh5XGOS4qneKycyT+JaI9U6RwB83ZPoRe3cTJdfNYtfskx3SshOoPJtBPiBcnRyz1TDA18iAks4Dyzloas3wJsD7HybXfMPaP\/8Qr\/yHSYO5pdqt44h2cSG52MD5utzizdRJTh\/4f\/uXPr\/Dn71aw6bwGFoEppFSLaCreXU9zuj02W8aw+IfxTNurx2Vra5ysTbl10wGviFyE6e9vrOtpSffA\/cxmDi5awJZ9ZzmnZ4GVlz9+Ad7CS7fCwtASI\/1gwhKK7jZCTWnkBNxAeccWFs\/fy+7Temibu+ER4E+grwsuVgYYmzuiF1hIXEE7nU3ZZLhbY3N0JTvHvMP\/\/NO7\/McbC1h5Xg+LsALyK0toj9bgyOEdvD3\/NFuVjXFy9MI3OIDQQBecja6icV6JPcJzvpVST72skrIoVzxU9nJ67kg++M+X+ad\/H8vXIm\/POwTglZxLWoQ3IUZHUd04mqF\/\/QN\/+Pe\/8eG8g2zX8sY+II3slGDifLS5cWwhc1\/6Iy\/9\/\/6bv36zkUVHbLHwzia39VF7solzQsRk+7ngduMimmeXsPzjv\/DyH\/4Pf\/ifb\/hk2SGOqJujYRsr8lfkR\/9dndUhpBnPZuuX\/8p\/\/PkdXlqsiVJAAZnpoaQaHcfc3A6L7BYKc8PxV1vOku8+5evpu9l81Qk7nwCCAzwI8HXG1VYHVVH2F4wbzqeztzFr\/SVUL+nglpBHvnAgeoQ3Kh\/q9LiwhtkjJzFl+RkuWDvjaK+Poakz+l7F5FbfNrHCMy0V+W14gu3LNrF01SlOibBbOIt6Eegt6oYoO+YG6NoEYB5XT9Ez6bX4tamlNvQGOp99wAdvzuDdK5E43b\/n2bOnpYpW\/+u4GqpwwT0F36I2xXB9jyyPDO2f2P7Ta\/z3tqts9q+jS\/5xjTA95aFGhGjs4aZDIMJfpH8950HR3dVGbmgUib7hlDU19w3\/PxUp5Firs+uDs+xY4UlE672O1oP00pVji+feT5g2ezY\/XI8n8D5npof2hOs47Pw730yfz8QrKcQ\/aNlzwihz0cQqKB7he\/6CcA+EcDmbfXDarsz6d9XRNM9CNNFPaARFXWrwxsv4Ksu2mHHdIVfhyP5eaU2+iM2uv\/LZq2MYvdgJl5KOJ3IK7iIKb0851dmBuBhpck3HBbuo2oc2qL+X9rIUkuxuYaZhjqVHKhl1g9lc\/H66mkspCXfE31QN7WsnOL5exOOtP\/NP\/\/93eP3zNaw7ehk1LV3UnUNwTBbhudNFJ2LZkESE7jl2z1nNokM6XAnMIqWwmJqiaOJdRPnZu4rF2y6yzSqH2AdX7G4toiZemwt7V\/LTyv0ctw4hKLOKyuIMCmJsMRXaZv3GFazRccMqt7VfJzw7npkYa8sKJkB5IWsnfsTQjz7i\/aHDhNc\/jK+nrGO7QRSB9\/YtCwXbEm+G\/snVzBj3FaNGDOejjz7kow9HMXz4BL4fK+45bohNfGW\/spWLsVjCne1QOmqDlY1QsGHm6N7Q4rqKLgZaN9C4uI\/dW7ay8ZAWWgFF90+sq0mj0ucc+td2sPrwKdYfuMQ5FW2MdG5icuMkJ8+ocfhmGN7ZD240Lkx5XRLJVseFaJnD\/G0H2HpBiBaNm6grKaGqbYVNShPF8rkj7cL7CtNE7+gsfhz7ISOHD2Xo0JF8\/Ok8Jsy\/hoYQbVERhmiobmbGpNGM\/Fikz9APGPHpZ0xauIqDt3zxKbin8W4tocTrEtcOruGnVeK9h49wWU+PG25ZxBU9KDE66K2MJNb0GBc3z2P9NiFKVW+ioXmNq+fOc03DGs+UWiEYHyg98nlJ8VZYnd7JtgWb2bLnIiqammjfuMyFC0aoW6SQWNMhhEEX7dURBKsd5fjEsUwZPoyP3x\/KsFFfMGHhVo6ZxwvBVktrmh22pudZtv80m7ae4vwZIcD0tDDUuYjSyXMcOCPyLqxM0VPaQw6ZtiqozZvI7FEfM3LoUD4YPooPx\/7InLMinl5RBFhqYLJ7Bksnj+TTEe+L8yMZ9sOPjNugwRk9f8J9DXG6uZk1c8bw5ajhDH1\/OMM+nsQ3U05xSCOcqPrby24MhDjXGE+E9kVUF85g1bRRfPuVKIOi7A4b\/jFffD+B8Yv3s+yEE8Yhpfd08zciy3bC+cRc5n37DaPmHGWXgQeOHs7YqVzDzsqXWFGIWuSbtqfa4HZ+E6vnrOKnNac5fV2LW9qq6BgYo+UVh6+HCc4qy1glRPS3806z93oQYQVN90zkr6YsQojifXPZvH4t6w6qcO6UGsYOopGQ9zg\/kJ3ddWlkuFzlypYNrF2yh\/3n1LmhfR2NK2qcv+yEuX+hKKuKJvYFpJXGeAMsJnzEF0On8MGlMBweqgfPlp7Gemq9HIn3die0vvWul91dTI7hYg4s\/oA39muzJ7T5rjioDachTgdL4XxZZArbIJqu+\/jZxJcha8jCx8wVG8NgCuofNQAi2hv5Jvv9fz1MOrmOehwepczBtV5ECTH2qKfJ27h8yzWsWbGY4ZvtMIyvv6cM9iLLNcf39AdM\/PxbPltljWXW\/Qa2PkG+n649Mbn5yD8KHihc8vDKt4R8cppElfPFfpcKm4ZpoG3ZJ8aeDFFOZFGE2huya5cVtxyzB+wZk3+w8oztq\/yhv3xLoCeil6ZYZUy3v8aIYT8xdoc\/QbVdT1nnRSnozqIgNRATq0i8wyt+ZrWDe+mkp62YJHdfPM18SSp98nl+sto0UiyU0Nkzm9ULJ\/H16M8V+mDYsBHi3+\/59tsZLFi1jiUXjDnnXUzh7fnH\/bRneRKivZOdh06w8ZozVn6BRAcYYqJ2jN3bznFOL5zoKvm43MP0duSQbXsCrYMr2SZs\/Q3nSCIDHPExOsKhg\/tZo+SAdeJTzl18DM9MjHU1VlCe5E+IhyMOzm64enrg5uKCp3cIEdnVlN8b855WumpyyYoPxsfLCzcvX7z9ffH19sDd2RN39xDC47LJrxUGre8GUShEw1hZRXZ2HbU1VTTX55OdnkFybDIpsTHEhgcTHBxJVEoxpS0PdB+2CwNalkppdhzxyYmKHfNjxJEQH0diXAyRCdkk5LVQN6D70CM0SwbZMb4EBgUTFB5LXKx4TlwsybnFlIh4KQx+t1DKlRlkxcrj4Yq7rzceXt54ugWIuKWSnlNCdVU26Slh+Ph44+Yp4uzpia+nK76BwURnlVEqWoi7eqlbGINCClMjCfYX7w2OICY9l4yqjgc2iL6NEBfy\/Sij\/BSbdAdHxBIr4pgYk0BGVjFVohYNaLo6q6jJiiUmIJCAoAjCYxOIi0siNqGAzKKW\/m7cXro7qqhIEXH38sHXzRMfYaB8fDxE2MOJyxXeSXMHXfKvKEvSiU5NJSoqgYRo8f74viMyOpWYlAoqG2838000FCST6u+Nv3iel5cHPr4euHr74ZeQRVqpKDN56eRE+hIkfpenma+vLx4+fniFpZOQVU5VWTZF6eGEBPjgIT\/nLbxfeSPgLfI3vYpqmUjD\/rc9jDgnq6UqI4kUEYZgkWeevl54+fngJ4+bKJeeAdEExhWSUynytv8uBZ2N1OXGEelhj6W5OeYODrj4BuITkEpqThVNIs0U7xXPb8pPIj4oAD+fYMJiYklMSiA1K4+MyhbqG6ppLBBlKSwY78AUYrPrqXtg48juljIRxjBiwwJE\/kQTHZVGbmmtQojdNZi3Eb805JMfF0aIX5AoqzFExcnzM434lHKKqmVP2Sj\/I9BNa64DHttGMuGb7\/ngsDum8omaz5HOhgYKXdyI9\/Elo1N2twHuLiHXeCkHl37EWwd02RvWcre9kWUq9sH1iM7DNV2U8nvEWG9HO23N7XQMNITXWUhDsiWXz+hw5HIoaT+7z5aoxR2iXra20SwuebgMyBFizOkWRz9R5vC6QYix7jJk8de5sGIF34w+y3k7Ua\/6T8mdjzr5R1GHprPgtRFM\/O4Yqj7l\/R9CyePRQEZ0LJ4WgaTnVcjd5gcQbXFPB60tbbSIcAy4VZL47c7e3fILeu+NlRBjDX1ibPPwm+hYZQ9ejMk\/WOoQbZf4F1kM4U7G7N1tjcEAYqyrU9ia5mZa229vlfcM6JXR3tZKU2sH7fKE+VUqXzvVgSfRWvcWH05YxxTVRBKeep6mPC8aaW6oIq+4mdrGgTJvIHppraqmMl843iLuP+8QD0xPRz31eYlkirY\/OMALF3ehETy9RPsv2mQ3LzzchM0IDiEgKYfE0hZaHupkqKO1NI6EMB9cPTyFTfEW9lhuI0Lxj8gku+RRvc5CuFZlUBIn7I5cjwg74OPjpVij0DM4gajMunv2BH62PJcJ\/L86oqw9jdcl91ievOK9IDv5i0btadJE3hY+XdX9mZc9Zd68KPQ0CgGak0RWfjFFooX\/eaMnT4QHnIRfAeHs\/27oqggi5urXzP\/+M96fbcKNsNonbuifhK62NioTkyhITaOy857Jul3F5BjdFmM67A1tvltnumuQNQpHs6ienBrxpxAiNdkppIRFEZeaT25RLnnCqYkMSRbipb5PvLSVUZdggY\/mTmYv3smEzboYeIQSJZyS9IIGmjpEK9VeQmVWJG7BsXgnFlBSmk9xfCDhISEE5dc+8MV6GjmOehwRYuzQYMSYfNCu1hP7LUtY9vZP7FQNxE8xIVXEqiNdOLH2GF09y+5Rn7Py81nsMUzGX6FMhYvSmSYcrwhMHbLJyL938E+Im+o8EiOEsxufKRy7PAozo4iJSCQ8ubF\/O7paajP9CbXVw9rYHGfPUJEu\/ng7O6NpGoJzXAV1ctnUEoCjEGNbPtZCxzof+fT7tvJoomzNMVU3wsY1gHDhBFX1F4a2wnQyA3wJE45zdGYhWekJpIcYoH1RmbVbzNF3K+jvFWmgKjmEBGGwwxNyySwroTAjilC\/CEKji6gSWl+Rr51NNBdGk+pngoO1HgZCEHilllPeJM8X4UTHy7cDMsXc0ouAhEwKqovJysknObmIovIq6iuEM54UhnNELpH5baJMKF7+nKii0HIvF8e9zXs\/HmCuZdHDE9H\/19BGZ00eedmZJGZXUvykE+eahCOcl0paVj7ZFUJYP+fG+\/chxiQkfjNEDe3pEg2sfHN2iedKYzJFlnPY8PWXDBl+nTNOJY9YcuYZILyIni6Rt10P9LA+SozJy4N8aEr80N3ZQHtFOP7GN9FUNcQiIJnE3HgSfEzQv6iOtkUY0RVN1JXGU+CmjM7hpXwyeTFD5x\/ikJoOehbeuIQKsd8sJFulL7HWp1h8Uo+dthnklaRT7KWKzvmj7FMPwCm5SdHz3WcvnlSMycOcTpzqUo59OYx5B41RzwKZfBueEn8K09yxCfNFa9cs9k35ktnKHujLVyDuEdatwoeoiGAso1qE+LxtrWR01cST5GbKdRUjdBwiiM1JJivGCitNLS5oBOKZIQRZax45HkporB7OvAlfM3frWS5dU+X04UN8N1uFHTqJKKbadwTjtFuFrSP10HOU79BRREXAeS7On8HEz2azat9FbvpmklbXRXtTGgk219E4fAo1fXvsImIJ9bfHTesguzZsZ8o6U256lfaPEmQTrXmMayu3ctUyirDyUnIirTE6eRIlJXOc0pqplG\/f1VpBZfgtHE+OZ9m0DxkyZwNLdKOJrxSKsjGeMCGiN42bxE\/zD3PR2Aq\/cEtuWbqgbpVBemk9PdXBhHtos0Pdnes+ZcgGHKJ4FsjTP4vUK2s4\/ObbjJytzFb\/hp9Zu\/N\/C6Jd7u6mq\/tRw\/o\/h7xXt0uxLuOvMdQsiTEJCYkXA1kh7UHHODB1Kq+9c4xdhunkynVE\/+lfjUeKsbvIiv1JsdqButoFVG2SicivobqxiqrsEBItLnBOTYtdtqkEZRXTmOtMhPERxq06wIidhhj6RZOYlk9OSRPNMvH0IjdizI+w9rQxR53KqZXJp15446V6TqTHNW7qJpEn3tln559UjMlpocp1PzfXfsAXm4UR922iprGN9ihnUkI98S\/PJ8xxH8prR\/PJRh0O+TbS2FJDe4wDMUG+eJX3UKow+sJwtWeTYn4Zk6MnuGISjHtmOZUNNdRXZpDmfB1D1WMcMw\/ANrORyhRXwi+MYtW8d\/lk53Uu2frh72KPiqoTxl4F8pXOoC1Q0TO29RN9DNwqKG\/LJNf2HDdOKXHwih02fhHEFdRRUZ5Jnu8R1C9uZ8dlB6xCs8gqr6CkKJkcv2sonzzEJ5vMOONe0j8ikknYzeOorNqFhmMqSV2dtJUnkqa\/hwsnD7PbNo2AEhGprhZaSxPJcjrIxa1TeWP6Aeaox5HdLlK7s5Aoa02U1h1D9boLYeFOxLoc4aymISdc6ilVdMGVU5IdiIZZoAhrAZ1PvT\/r4xBhbYsm5NhsNr86hBkbtLme2kXLr15BJJ4GSYxJSEi8GPTWQZ4Z11fN5rO3FrBRJUgIjaeZavALGZQYa1V8gGO6\/GMOnVJDL0u+alY\/vVVCL2lx\/sgRPl7rgHq4fMwvn+YYTRYdus63FyKJevCL14YcqtL88fENwzM4g+ycFDLS3LAVgmfXGzs4c8yXcKEN+kbqnkaMiWhl3ML5wlRGzdzPrGvxxFZUkOblRYhzGLlNdVQX6guBNZdRY4+y+mYi8WWVpLm5E+UTTIYQjH3LGDTRVuyO6drV7Jt1EL3wKoVIvEO2MSFai\/jxsAbb3WUKcdrmO5\/Lp75mirovZhkiBrIWGstrqauVj2WKpzb547RPhc0fnkNVxQjTAGs05L1eUUUKMd5HD60Z9njv+YzdWzdy0KeB9DtTCsUzy50w07vAh9vMOeBc0D8HtI6SpGAinJwICYsnMVc+59efKJ0V7Dy4km+uBGB87zo6rfEk2V9h9bxz7Lko0qRTLn3LSY+NwtYmnYwiIYY60qjzP4bKmd2sOCbEkJkbNv6xBCVlEZlYTElpvQjq81JHzVDqhtnm2Ux9Yyxrz7jiW3u7TEj8oyOJMQkJiRcEYRhbQvA8NJs17wxn2X4zLAoeNU\/vOTEoMVZMisEezg8bws7NVzAT4bw7ZaUG8QCUVu3m7U80OOlYIu7Ppy7mJosPXuUb5XAibk+Auk13G7LmCsqz44j1d8PVRggjrWMcmb2Qea+u4sBJH4JFQvSNSD2dGKM+mHj9fcwatZaZq9UxS47GyjMWT9d82lrb6O0MIfTaLuYNW8zyXToYxqdjZR9NuH868jnifRKjhMY4A5QnrWDRt2fQCa1SrAt2hwJrgrRX8vUaZX4yqCC9toQa7\/lonR\/DBtNonAv7r5OjeKAQGI3+uBy+xMYhmziwbAFrlHczVdkR4\/iGez4YaKEqRB3Db95j76ztqMf2UHRH87QJkeKAiY4yH20z46CLiI\/i9y5kTTXU5iSSGuSGr70pZupKXNg6nm+XL2HIBV\/00u4RY\/LdAMJN0fpxLSd3GuGS10BdVQwZcSHYRjWTrViYsJHeXDvsT8xnwTfDGfnDdL5cuJ8dl6yxjS6jpL3r+fXkdpbTGXuNM4sW8v4HB9l9K4nsO\/ki8Y+OJMYkJCReEIRZ6S0nW38dSlNe4ZutF9kf0kz9r901Nigxlk28xmaOvvIW21ZdwUqIjLuLX1dDrhlKC3Yx5C0VDlnm0U0uVZHqLNx\/hdHKYYSWtUJrI+01dTR2ymipiiMz2BB9M0t0HEIJiQsnOsQGk\/172PvuOk4d9yFIKK6+cKQ+nRjrLqLE7zonvx7Hqh9mcN7ciKteuXhFybdSkz+5lDznC5z55lNWzZvLXgtHrtjnEBXfdM9HOvk0hGly7LuVzPxCGe2gyvvFWKEd\/trr+WTJWSbfLCSuMp8yz7nonB\/HTss43O4VYwqEGGvwx\/mAEpuG7uL04TOc1dzDxp3bULENJU6c7sv+ekp9VdB8\/20OTNyFYZJcFt5GXFRkh5HWeYZtN+eQa5GQYeIuWSHpTo7YXtTH3NoL3\/hoYvwd8FVfw5J9Gxly2R\/t9HtFcRdtOb6EHZrL0QNn2eeYS7i3J7mRfgRVdVF6W7e1V1Iebo+L+glOHt3N9o1LWbt2K8uVHNEJr6DmeZXXpjTKHZawftFEXpmjz0W\/ygeWapL4R0YSYxISEi8QPTRGXMRk3yjeW3SAydrZZN1dRvtXoopi8xUcXTGMIUf0ORB9t3\/mLuVkmh\/iyugh7NihikGuvM\/kNrWQqcvZDbt4Z4we59zLRKwyqQm\/xoJ9V\/lOJY4I+erfpXnUJceS25RHgstZjNaOZfm+m5wNaugXdhXkmmhydehmLu+zwLehRTFHqbs3l2I3Y059dpljG\/2Il09tUlz\/ONpoyrHFYf1wto58iSUbz3DKuZDwSrkMkdNBfYoJ9huHsfyb95m8+TJnHYtJuW+R2CqaUyy5OmsJK8ceQTOkhvv0lRChgRqL+H6TCostasmpL6fOZz56F8ez0yYJT\/lq1vchItQajMu+C+wYpYaufRpJ6ULQXVzI2SPXUHWro0QROBlNMbpYTn6f3Qu2cjmqi4I7ClmopDIHzPUu8vEee477yweM6+gpMOf6pi3MnHyWi05Z\/cOpTRB+knNXtvO+WiCXQ8qQNdbR1dP\/EUd9BuXuOzl7aiMTd+hz8owlocExFPZ2KYRPb2sTsqpSmttlit63ttosikP0MLu4n7lzlNilFkKqrKc\/PZ8lvXSWeBN1dhjL5n3DV+cCsM761fuMJX4BkhiTkJB4oegtdSFcfSVfj9nC1zs88BbC5d7BpOdGr3y5GHF0FpJlsJj9i4by+j4tdgc3CQHUt5TMXVnYSU2kHm6HR3NY6RJXIrsobe+\/v7WAjtBLnD5zlG9PBWCaLDfjGTREXmft3stMOR9BQFETTYkJFAa6kVATiqPKapRHfszu49aYF3f3G\/MMEnWucHroas5tPYNlajye2e2U12STba\/LsU\/OcWCNBxEtXf3Dco+jl+7aKJI1vmHj1y\/xwfen2GeTT3b33Xj1VISQcGMGS0Z9yvujlTnrWsL9a+920VEVhdexdZxbtY3r3oUkCLHct+hrL63RN\/FQm88qFVPOC8FUV1tMjdNM1M9+zybTKJzy+9LxLo301ntju12ZjcM00LIrpKajgKowdVSX7GfzSlMck+qp7e2mLd+LiPNjObhvE7udSoiruf3eJnrzzDG4cZIPt5hx0KOKnrYsGkNOsHXjRkasN0c\/tqav97BTiEmPPRw\/t463z7my71YQebFR1Le39ZWxnjq6C8wwPbqAyaPnMGmzPnph8sU2xHvkp0vTqAowJTg2kTChvltFevS2FpEX7oL2piuoq3oQ19H1HHYAaKI2QReT+e+xfNp8ttkW\/gp7t0o8SyQxJiEh8WLRkUex7xX2TJrF3AXnMExpofI5253e7hZq81JID\/Eg0FkTjXWjmDDsv\/h\/J2xkirItTv6h+MYXkVnececz+K7aFIqDVTC4egal6w7YBsYQnRJFtJ8ltmpKnFI3RjWqggzFYprltGZYc3nXXlavV0LdxQ8b+yB8nEJJr0olxvwgGj9+x+Y9N7nsk0RSWhJxMW6YnzrI4bGT2bZkOSdvmaHrG4e3nxmae1cy+b9nMf5LZa65p5NW1z44wdqaT4PPRvauncor83Q541XaPzG\/n+Z0ar0OsGbeKobMNEIrvOohYdHTVUN5pCGe6sdQuWLMLZcwwhPiiQ93w0lbCbXLKuj4pRJbXkNZpAkeR95l2Y9v8OU2NQ4axxOXUU2j\/AtSIY9ktTGkeQpROXY2X\/znBlbvcSEsO4uSdGNUZo9n9F++ZMYGNZTsEwnJSKcw5joW1\/ex\/4QOuq6RRGZmkp7gQ4TFUbYunsZ\/Dl\/C91stcA0KIzNYjTOHNzNptTKqjuHEpqaQFu5MqMEutu9ZxfsrzzF7rzEOLlGUt3T09y4KZdqRQ9TVHRyeOokVyvYY5d4Wx6KcFEZSYHaAy5eUOWAeimdKFnm5kUT7WqClZI6ZVSJFnT3P3nnozCLL7Txrxs5kxlIVjNPaqX723W8SzxFJjElISLxgdNBS6InX\/qnsXbySnRa5hFTfGZN6LvR01VOWEESYtS7mN0+jtPEnFk0Zz7eLdrHy1A1umNph5J1GVG4riulVCrrpbc4nxdEIczU1btk44+zvhJOVHmpXLDF1S6PozjyvTjrrkonQvITuoYNcN7VE3SEWj6BKqhvb6CzyJMzsFKcvanLe0BPPIH88XH2w1LqB0cWtKJ88xmVde5xDA3Fz1UZp9xrmj1nGvDnKXDIUYqCiZXC9Y521kG2JsYU2y27F4JhxnxQDWQm9WdZc0zdhlXYCQYUD9fHIxWUppXHOWF29ho6ODQ6eHnjaaaCtaYCGnRCHlULUtBdR6HcV86NTWLdsCj\/uPMe+G954RRRT3S6fWNVCe1kgoeZnOLRoCT+O2c6GPZa4hMWTlW6L2fllLPl+NJN\/2snaK77YptfQ0FYihLo5lucuoGlij0NYGKE+ljhqn2bH8kV8+808pq24hqZjPGl5UQRbXufaoVPcMHbEITCAYA8zfJ0MuHrtCpv3X2T3JRfsw6upv0\/YyMgW19ifPIi5TxxxImHvTAOryaLCRwOdK8ocuWGFhU8gkcGWuDrooeEQhVdqyz3l41nRS3eeBX5qa\/hm3il+Uo0ioeU5bO0k8VyRxJiEhMQLR29rHnVOuzi9bQlf7HbgWmT1IOdFPR29vZ2011dTU5xHUW46GUlxxEfHEBWfSmJGDjmFJRRUNlLbIgTYfVawl\/bqMipy0inIzyG\/uIDcvAIyciqp6FuG\/g693W20luRRmppMZmYeWYV1VNZ10yUXAt0NNNXkkpOVTmpGAXnFlRSXVFNaVEh5cRp5OdnkFZZTVVdNRUU+GSkJxEbFExeXTXZBLXXtiinrj6dXJkRSMQWlRYTltlDW8MBdva0KEZVZVEJETiu1rT+nLIRAaKulIi+HgswcigvyxZFJVl4pBVVdKDq+xLPaqsS59BgS42OISckiNVekS20bHYruRRHmdpHmRZmkx8cRE5VCUmoJ5TUNNMu\/LC1IICEyhPCIRGKyKilp7lbEsbu+ksrMdLLFe\/OKSykrLaQkN42E6CgCAqMIjcoht6yRpo5WmquKKU1PE9fmimuLKSsvorKqnMJCEUeRrxl5VZQ3PDjHS0ZmcDA+BjYkZhYpeg7vZLmsFVlVkSgj2aRnizgXFVBZkkNRSSF51c2P3GT76amh0GEHmhu+4scjxpwNbWPQOxdJ\/MMgiTEJCYkXjx5h1co9sL6yix\/n7OaQaSSpQkcMSnD8ZvRZyGdhJ5\/bUlX3In\/HQ++554cnCsOvEeABeJKl0+9X0XdpzacqwRynkCCc0qtorEslIzYSO3chrsseN\/vreZdIIY7r\/LE6uZSlM+dxwDKc8Luf7Uq8QEhiTEJC4gWlkUI\/bcy2LeaQkgl68R3Pb9kAif+9FPuSbjiL9Sf2MVfTj4BQJ5Lio3BJ7KDkNxY+vc1Z1Hme59jG3Uzdbo1pcpV8IQ+JFxBJjElISLywdNdFUWB7mmObVdh9MYq4Oln\/HCwJiWdDb00cFW57UDqzlZ8Oa6Gk44p\/XAEFTdD2m06Sl1Gb4o77vvUc2nmFcz41pLdK3siLiiTGJCQkXmDq6SoLwf7cafbvUEXVv4B0aZhG4lnSWU93SQTxAbYYWblj6JZJYsHgFgt5nvSUhxFtepqjG4+jciuUVBGkX2WJF4nngiTGJCQkXmyEsawP18TyxmG2XXPFMLyK5s7eJ5ouJCHx84iC1NNFl6yN1tY2mtu6kP2WHVA9nfS0lFLgroLJpd0cuOWHbVq71CP8giOJMQkJiReflkxKokyx0DyHsqErlkmNVMjXUpWQ+J3RW5tJRYQuJloXOW\/ghktGA8VSl9gLjyTGJCQkfh80FVIfaYCNnR23gkopauz+rb7hk5B4TvQgK0sk20sTEwcfrJJkND7PNV0kfjUkMSYhIfE7oVu+GSBV+QUU5pbR2Cb7B1\/qQkLiSemipaGGoqwCikrqabh3H3OJFxpJjElISPy+6O4RoqyFnu4uaR6NxO+MbmSdPbTIvx+Qun1\/V0hiTEJCQkJCQkLiN0QSYxISEhISEhISvyGSGJOQkJCQkJCQ+A2RxJiEhISEhISExG+IJMYkJCQkJCQkJH5DJDEmISEhISEhIfEbIokxCQkJCQkJCYnfEEmMSUhISEhISEj8hkhiTEJCQkJCQkLiN0QSYxISEhISEhISvyGSGJOQkJCQkJCQ+A2RxJiEhISEhISExG+IJMYkJCQkJCQkJH5DJDEmISEhISEhIfEbIokxCQkJCQkJCYnfDPj\/APaB1DJMdNoWAAAAAElFTkSuQmCC\" 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-cb0a8ca elementor-widget elementor-widget-spacer\" data-id=\"cb0a8ca\" 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-a6acd5a elementor-widget elementor-widget-text-editor\" data-id=\"a6acd5a\" 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>Strategie per ridurre l&#8217;assenteismo<\/strong><\/p><ol><li><strong>Promuovi l&#8217;equilibrio vita-lavoro:<\/strong> Offri accordi di lavoro flessibili.<\/li><li><strong>Affrontare i problemi di salute:<\/strong> Offri programmi di benessere e benefici per la salute.<\/li><li><strong>Creare un ambiente di lavoro positivo:<\/strong> Promuovi una cultura di supporto e coinvolgimento sul posto di lavoro.<\/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-b4f2fda e-flex e-con-boxed e-con e-parent\" data-id=\"b4f2fda\" 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-9f62941 elementor-widget elementor-widget-heading\" data-id=\"9f62941\" 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. Metriche di formazione e sviluppo<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-a7a5598 elementor-widget elementor-widget-spacer\" data-id=\"a7a5598\" 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-0dff941 elementor-widget elementor-widget-spacer\" data-id=\"0dff941\" 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-fd79dac elementor-widget elementor-widget-text-editor\" data-id=\"fd79dac\" 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>Definizione e importanza<\/strong><\/p><p>Le metriche di formazione e sviluppo valutano l&#8217;efficacia dei programmi di formazione e il loro impatto sulle prestazioni e sulla crescita dei dipendenti. Una formazione efficace porta a una forza lavoro pi\u00f9 qualificata e produttiva. <\/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-3d6cb75 elementor-widget elementor-widget-text-editor\" data-id=\"3d6cb75\" 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>Metriche chiave da monitorare<\/strong><\/p><ol><li><strong>Tasso di completamento della formazione:<\/strong> Percentuale di dipendenti che completano la formazione.<\/li><li><strong>Tasso di ritenzione dell&#8217;apprendimento:<\/strong> Misura quanto i dipendenti conservano della formazione.<\/li><li><strong>Miglioramento delle prestazioni:<\/strong> Valutare l&#8217;impatto della formazione sulle prestazioni lavorative.<br><br><\/li><\/ol><p><strong>Strategie per migliorare l&#8217;efficacia della formazione<\/strong><\/p><ol><li><strong>Programmi di formazione su misura:<\/strong> Personalizza la formazione per soddisfare le esigenze dei dipendenti.<\/li><li><strong>Usa diversi metodi di formazione:<\/strong> Combina la formazione online e quella di persona.<\/li><li><strong>Valutare e regolare:<\/strong> Valuta regolarmente i programmi di formazione e apporta miglioramenti.<\/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-5b24e7d e-flex e-con-boxed e-con e-parent\" data-id=\"5b24e7d\" 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-d23c083 elementor-widget elementor-widget-heading\" data-id=\"d23c083\" 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. Metriche di diversit\u00e0 e inclusione<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b139408 elementor-widget elementor-widget-spacer\" data-id=\"b139408\" 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-0f9b8e5 elementor-widget elementor-widget-spacer\" data-id=\"0f9b8e5\" 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-3b4d19c elementor-widget elementor-widget-text-editor\" data-id=\"3b4d19c\" 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>Definizione e importanza<\/strong><\/p><p>Le metriche relative alla diversit\u00e0 e all&#8217;inclusione tengono conto della rappresentanza di diversi gruppi all&#8217;interno dell&#8217;organizzazione. Un ambiente di lavoro diversificato e inclusivo favorisce l&#8217;innovazione e riflette un ambiente giusto ed equo. <\/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-9b0e5d1 elementor-widget elementor-widget-text-editor\" data-id=\"9b0e5d1\" 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>Metriche chiave da monitorare<\/strong><\/p><ol><li><strong>Rapporti di diversit\u00e0:<\/strong> Misurano la rappresentanza di diversi gruppi demografici.<\/li><li><strong>Indice di inclusione:<\/strong> Valuta il grado di inclusione dei dipendenti all&#8217;interno dell&#8217;organizzazione.<\/li><li><strong>Partecipazione ai gruppi di risorse dei dipendenti:<\/strong> Traccia il coinvolgimento nelle iniziative per la diversit\u00e0.<br><br><\/li><\/ol><p><strong>Strategie per migliorare la diversit\u00e0 e l&#8217;inclusione<\/strong><\/p><ol><li><strong>Implementare politiche inclusive:<\/strong> Sviluppa politiche che promuovano la diversit\u00e0 e l&#8217;inclusione.<\/li><li><strong>Educare e formare:<\/strong> Offri una formazione sulla diversit\u00e0 ai dipendenti.<\/li><li><strong>Sostenere i gruppi di risorse per i dipendenti:<\/strong> Incoraggia la formazione e la partecipazione a gruppi che supportano i dipendenti eterogenei.<\/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-e227027 e-flex e-con-boxed e-con e-parent\" data-id=\"e227027\" 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-a264980 elementor-widget elementor-widget-heading\" data-id=\"a264980\" 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. Produttivit\u00e0 dei dipendenti<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-4075f30 elementor-widget elementor-widget-spacer\" data-id=\"4075f30\" 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-94f5ba1 elementor-widget elementor-widget-spacer\" data-id=\"94f5ba1\" 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-317ba7b elementor-widget elementor-widget-text-editor\" data-id=\"317ba7b\" 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>Definizione e importanza<\/strong><\/p><p>La produttivit\u00e0 dei dipendenti misura l&#8217;output dei dipendenti in relazione al loro input. Un&#8217;alta produttivit\u00e0 indica un uso efficiente delle risorse e del tempo. <\/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-2451cae elementor-widget elementor-widget-text-editor\" data-id=\"2451cae\" 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>Calcolo:<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-1888564 elementor-widget elementor-widget-text-editor\" data-id=\"1888564\" 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>Strategie per aumentare la produttivit\u00e0<\/strong><\/p><ol><li><strong>Stabilisci obiettivi chiari:<\/strong> Fornisci ai dipendenti obiettivi chiari e raggiungibili.<\/li><li><strong>Offri strumenti e risorse:<\/strong> Assicurati che i dipendenti abbiano a disposizione ci\u00f2 di cui hanno bisogno per avere successo.<\/li><li><strong>Incoraggia le pause:<\/strong> Promuovi pause regolari per evitare il burnout.<\/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-6b86f67 e-flex e-con-boxed e-con e-parent\" data-id=\"6b86f67\" 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-625e29c elementor-widget elementor-widget-heading\" data-id=\"625e29c\" 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. Soddisfazione dei dipendenti<\/h3>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-e4fc4a1 elementor-widget elementor-widget-spacer\" data-id=\"e4fc4a1\" 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-8d8aa66 elementor-widget elementor-widget-spacer\" data-id=\"8d8aa66\" 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-8f6a06b elementor-widget elementor-widget-text-editor\" data-id=\"8f6a06b\" 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>Definizione e importanza<\/strong><\/p><p>La soddisfazione dei dipendenti misura il grado di soddisfazione e di soddisfazione dei dipendenti nei confronti del proprio lavoro e del luogo di lavoro. Un&#8217;elevata soddisfazione porta a una maggiore fidelizzazione e a migliori prestazioni. <\/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-345ffd5 elementor-widget elementor-widget-text-editor\" data-id=\"345ffd5\" 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>Metodi di misurazione<\/strong><\/p><ol><li><strong>Sondaggi e feedback:<\/strong> Raccogli regolarmente le opinioni dei dipendenti sulla loro soddisfazione lavorativa.<\/li><li><strong>Gruppi di discussione:<\/strong> Conduci discussioni di gruppo per approfondire i sentimenti dei dipendenti.<br><br><\/li><\/ol><p><strong>Strategie per migliorare la soddisfazione<\/strong><\/p><ol><li><strong>Ascolta i dipendenti:<\/strong> Dai seguito ai feedback e ai suggerimenti.<\/li><li><strong>Migliorare le condizioni del luogo di lavoro:<\/strong> Crea un ambiente di lavoro confortevole e sicuro.<\/li><li><strong>Offrire opportunit\u00e0 di crescita:<\/strong> Offri percorsi di carriera chiari e possibilit\u00e0 di sviluppo.<\/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-e8dcfb3 e-flex e-con-boxed e-con e-parent\" data-id=\"e8dcfb3\" 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-838e37d elementor-widget elementor-widget-heading\" data-id=\"838e37d\" 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\">In conclusione<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-b620abb elementor-widget elementor-widget-spacer\" data-id=\"b620abb\" 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-4a1883a elementor-widget elementor-widget-spacer\" data-id=\"4a1883a\" 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-f8fe0ed elementor-widget elementor-widget-text-editor\" data-id=\"f8fe0ed\" 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>L&#8217;analisi delle risorse umane \u00e8 uno strumento potente che trasforma il modo in cui le organizzazioni gestiscono la propria forza lavoro. Comprendendo e sfruttando l&#8217;analisi delle risorse umane, le aziende possono prendere decisioni informate, migliorare l&#8217;esperienza dei dipendenti e raggiungere gli obiettivi strategici. Se sei agli inizi o vuoi migliorare le tue pratiche attuali, questa guida fornisce una panoramica completa per aiutarti a navigare nel mondo dell&#8217;analisi delle risorse umane in modo efficace.  <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-2a3d047 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=\"2a3d047\" 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-c289f9f animated-fast elementor-invisible elementor-widget elementor-widget-heading\" data-id=\"c289f9f\" 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\">Domande frequenti<\/h2>\t\t\t\t<\/div>\n\t\t\t\t<\/div>\n\t\t\t\t<div class=\"elementor-element elementor-element-f6e3133 acc_ordion animated-fast elementor-invisible elementor-widget elementor-widget-accordion\" data-id=\"f6e3133\" 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-2581\" class=\"elementor-tab-title\" data-tab=\"1\" role=\"button\" aria-controls=\"elementor-tab-content-2581\" 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-2581\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"1\" role=\"region\" aria-labelledby=\"elementor-tab-title-2581\"><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-2582\" class=\"elementor-tab-title\" data-tab=\"2\" role=\"button\" aria-controls=\"elementor-tab-content-2582\" 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-2582\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"2\" role=\"region\" aria-labelledby=\"elementor-tab-title-2582\"><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-2583\" class=\"elementor-tab-title\" data-tab=\"3\" role=\"button\" aria-controls=\"elementor-tab-content-2583\" 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-2583\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"3\" role=\"region\" aria-labelledby=\"elementor-tab-title-2583\"><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-2584\" class=\"elementor-tab-title\" data-tab=\"4\" role=\"button\" aria-controls=\"elementor-tab-content-2584\" 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-2584\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"4\" role=\"region\" aria-labelledby=\"elementor-tab-title-2584\"><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-2585\" class=\"elementor-tab-title\" data-tab=\"5\" role=\"button\" aria-controls=\"elementor-tab-content-2585\" 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-2585\" class=\"elementor-tab-content elementor-clearfix\" data-tab=\"5\" role=\"region\" aria-labelledby=\"elementor-tab-title-2585\"><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-d2fceeb animated-fast elementor-invisible elementor-widget elementor-widget-text-editor\" data-id=\"d2fceeb\" 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>Servizio clienti<\/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-74449f2 animated-fast elementor-invisible elementor-widget elementor-widget-text-editor\" data-id=\"74449f2\" 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-0ca3e31 animated-fast elementor-icon-list--layout-traditional elementor-list-item-link-full_width elementor-invisible elementor-widget elementor-widget-icon-list\" data-id=\"0ca3e31\" 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>Nelle Risorse Umane le metriche sono uno strumento essenziale che aiuta le aziende a misurare l&#8217;efficienza e l&#8217;efficacia delle loro funzioni HR. Tracciando queste metriche, le organizzazioni possono ottenere informazioni sulle prestazioni dei dipendenti, sul successo delle assunzioni e sulla soddisfazione generale dell&#8217;ambiente di lavoro. Questa guida spiega cosa sono le metriche HR, perch\u00e9 sono [&hellip;]<\/p>\n","protected":false},"featured_media":86429,"template":"","resource-categories":[],"resource":[51],"class_list":["post-87012","resources","type-resources","status-publish","has-post-thumbnail","hentry","resource-blog"],"acf":[],"_links":{"self":[{"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/resources\/87012","targetHints":{"allow":["GET"]}}],"collection":[{"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/resources"}],"about":[{"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/types\/resources"}],"version-history":[{"count":7,"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/resources\/87012\/revisions"}],"predecessor-version":[{"id":87640,"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/resources\/87012\/revisions\/87640"}],"wp:featuredmedia":[{"embeddable":true,"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/media\/86429"}],"wp:attachment":[{"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/media?parent=87012"}],"wp:term":[{"taxonomy":"resource-categories","embeddable":true,"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/resource-categories?post=87012"},{"taxonomy":"resource","embeddable":true,"href":"https:\/\/brynq.com\/it\/wp-json\/wp\/v2\/resource?post=87012"}],"curies":[{"name":"wp","href":"https:\/\/api.w.org\/{rel}","templated":true}]}}