{"id":41264,"date":"2025-06-26T08:59:24","date_gmt":"2025-06-26T06:59:24","guid":{"rendered":"https:\/\/optit.sviluppo.host\/approach\/"},"modified":"2026-07-07T11:26:35","modified_gmt":"2026-07-07T09:26:35","slug":"approach","status":"publish","type":"page","link":"https:\/\/optit.sviluppo.host\/en\/approach\/","title":{"rendered":"Approach"},"content":{"rendered":"<div>Il nostro metodo end-to-end unisce scienza, consulenza e tecnologia per far evolvere i processi aziendali e decisionali. \u00c8 cos\u00ec che guidiamo i business verso nuovi livelli di scalabilit\u00e0, redditivit\u00e0 e sostenibilit\u00e0.<\/div>\n<h2>Il nostro modello <br \/>\none-stop shop<\/h2>\n<div>\n<p>Sviluppiamo <strong>soluzioni e servizi avanzati<\/strong> per chi ogni giorno prende decisioni complesse.<br \/>Optit \u00e8 il partner di innovazione che ti garantisce efficienza e supporto in ogni fase del processo, grazie a un <strong>modello full service<\/strong> che integra consulenza, matematica avanzata e tecnologia. Accompagniamo il cliente dalla comprensione del problema fino all\u2019adozione della soluzione e al miglioramento continuo, con un <strong>supporto solido e rigoroso<\/strong>.<\/p>\n<\/div>\n<div>\n<div>1<\/div>\n<p>ANALISI<\/p>\n<div>Iniziamo ogni progetto collaborando con il cliente per comprendere a fondo il problema di business, il contesto, gli obiettivi e i vincoli. Attraverso un approccio consulenziale combinato con la Data Science, verifichiamo i dati disponibili, identifichiamo le aree critiche e definiamo le dinamiche aziendali su cui intervenire.\n<\/div>\n<\/div>\n<div>\n<div>2<\/div>\n<p>SOLUZIONE<\/p>\n<div>Basandoci sui risultati dell\u2019analisi, proponiamo i metodi analitici pi\u00f9 appropriati per il raggiungimento degli obiettivi, utilizzando modelli matematici, algoritmi, machine learning e intelligenza artificiale per creare soluzioni predittive, simulative e prescrittive, al fine di trasformare il dato in informazione, conoscenza e, in ultima analisi, decisione giusta.\n<\/div>\n<\/div>\n<div>\n<div>3<\/div>\n<p>IMPLEMENTAZIONE<\/p>\n<div>\nAiutiamo a integrare i nuovi metodi nei processi e sistemi aziendali , sviluppando applicativi personalizzati, moduli integrabili nei sistemi esistenti o servizi su misura. Offriamo supporto continuo e formazione per assicurare una efficace adozione delle nuove soluzioni nelle operazioni quotidiane\n<\/div>\n<\/div>\n<div>Le nostre competenze per rendere \u2028il tuo business pi\u00f9 performante,<br \/>\ndigitale e competitivo.<\/div>\n<hr>\n<h2>Consulenza<br \/>\n<\/h2>\n<h4>Mettere a fuoco il problema per renderlo risolvibile.<br \/>\n<\/h4>\n<div>\n<p>I nostri consulenti aiutano le aziende a <b>esplorare il problema di business<\/b>.\u00a0<\/p>\n<p>Agiscono come ponte tra chi vuole migliorare le performaence del proprio business e i nostri team scientifici, traducendo esigenze e sfide nel linguaggio della <b>Decision Intelligence<\/b>.<\/p>\n<\/div>\n<hr>\n<h2>Scienza<br \/>\n<\/h2>\n<h4>Algoritmi e modelli per decidere meglio.<br \/>\n<\/h4>\n<div>\n<p><b>Data Science<\/b>, <b>Ricerca Operativa <\/b>e <b>Intelligenza Artificiale<\/b> sono il cuore del nostro lavoro. Costruiamo modelli matematici predittivi e prescrittivi e sviluppiamo algoritmi.<\/p>\n<p>\u00c8 una scienza applicata che innova i processi aziendali, eliminando le inefficienze e liberando tempo umano.<\/p>\n<\/div>\n<hr>\n<h2>Tecnologia<br \/>\n<\/h2>\n<h4>Dalla teoria alla pratica tecnologica.<br \/>\n<\/h4>\n<div>\n<p>Rendere scalabile la Decision Intelligence richiede <b>tecnologie solide e flessibili<\/b>.<\/p>\n<p>In Optit creiamo soluzioni e servizi intelligenti e modulari, che si integrano agilmente nei sistemi aziendali esistenti. Il nostro stack tecnologico \u00e8 sicuro, robusto e future-ready.<\/p>\n<\/div>\n<hr>\n<h2><span>LAVORA CON NOI<\/span><\/p>\n<div id=\"gtx-trans\" style=\"position: absolute; left: -53px; top: 31px;\">\n<div class=\"gtx-trans-icon\"><\/div>\n<\/div>\n<\/h2>\n<hr>\n<h2><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiOVBsMEREcTQ2dnJMS05LbWVrTnJOWiIsInBhc3RlSUQiOjU2MTczNzkzLCJkYXRhVHlwZSI6InNjZW5lIn0K(\/figmeta)--&gt;\"><\/span><span 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style=\"white-space: pre-wrap;\">Cerchiamo menti solide e spiriti aperti.<\/span><\/p>\n<div id=\"gtx-trans\" style=\"position: absolute; left: -154px; top: -16px;\">\n<div class=\"gtx-trans-icon\"><\/div>\n<\/div>\n<\/h2>\n<div><span data-metadata=\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiOVBsMEREcTQ2dnJMS05LbWVrTnJOWiIsInBhc3RlSUQiOjkzMjA2NDExMywiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\"><\/span>Entrare in Optit significa entrare in una comunit\u00e0 che non ha paura della complessit\u00e0, perch\u00e9 la affronta ogni giorno con metodo, curiosit\u00e0 e rispetto.<\/div>\n<div>\n<p>Se ti riconosci in questo approccio, forse dovresti candidarti ora.<\/p>\n<\/div>\n<p><p>\n        Vedi tutte le posizioni aperte    <\/p>\n<\/p>\n<p><!--more--><br \/>\n<!-- {\"type\":\"layout\",\"children\":[{\"type\":\"section\",\"props\":{\"animation\":\"slide-bottom-small\",\"class\":\"header uk-animation-fade\",\"image_position\":\"center-center\",\"style\":\"secondary\",\"title_breakpoint\":\"xl\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"vertical_align\":\"middle\",\"width\":\"default\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"headline\",\"props\":{\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"text_align\":\"center\",\"title_element\":\"h1\",\"title_style\":\"heading-large\"},\"source\":{\"query\":{\"name\":\"pages.singlePage\"},\"props\":{\"content\":{\"name\":\"title\"}}}}]}]}],\"name\":\"Heading\"},{\"type\":\"section\",\"props\":{\"image_position\":\"center-center\",\"style\":\"default\",\"title_breakpoint\":\"xl\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"vertical_align\":\"middle\",\"width\":\"default\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"headline\",\"props\":{\"block_align\":\"center\",\"content\":\"Il nostro metodo end-to-end unisce scienza, consulenza e tecnologia per far evolvere i processi aziendali e decisionali. \u00c8 cos\u00ec che guidiamo i business verso nuovi livelli di scalabilit\u00e0, redditivit\u00e0 e sostenibilit\u00e0.\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"title_color\":\"background\",\"title_element\":\"div\",\"title_style\":\"text-lead\"}}]}]}],\"name\":\"Intro\"},{\"type\":\"section\",\"props\":{\"animation\":\"slide-left-medium\",\"animation_delay\":\"200\",\"image_position\":\"center-center\",\"padding_bottom\":\"small\",\"padding_top\":\"none\",\"style\":\"default\",\"title_breakpoint\":\"xl\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"vertical_align\":\"middle\",\"width\":\"default\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"headline\",\"props\":{\"animation\":\"slide-top-small\",\"content\":\"Il nostro modello <br \/>\\none-stop shop\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_bottom\":\"remove\",\"text_align\":\"left\",\"title_color\":\"background\",\"title_element\":\"h2\",\"title_font_family\":\"tertiary\",\"title_style\":\"heading-medium\"},\"name\":\"h2 medium\"},{\"type\":\"text\",\"props\":{\"animation\":\"slide-top-small\",\"column_breakpoint\":\"m\",\"content\":\"\n\n<p>Sviluppiamo <strong>soluzioni e servizi avanzati<\/strong> per chi ogni giorno prende decisioni complesse.<br \/>Optit \u00e8 il partner di innovazione che ti garantisce efficienza e supporto in ogni fase del processo, grazie a un <strong>modello full service<\/strong> che integra consulenza, matematica avanzata e tecnologia. Accompagniamo il cliente dalla comprensione del problema fino all\u2019adozione della soluzione e al miglioramento continuo, con un <strong>supporto solido e rigoroso<\/strong>.<\/p>\n\n\",\"margin_bottom\":\"default\",\"margin_top\":\"default\",\"text_style\":\"large\"}}]}]},{\"type\":\"row\",\"props\":{\"divider\":true,\"layout\":\"1-3,1-3,1-3\"},\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"width_medium\":\"1-3\"},\"children\":[{\"type\":\"panel\",\"props\":{\"class\":\"nstep\",\"content\":\"Iniziamo ogni progetto collaborando con il cliente per comprendere a fondo il problema di business, il contesto, gli obiettivi e i vincoli. Attraverso un approccio consulenziale combinato con la Data Science, verifichiamo i dati disponibili, identifichiamo le aree critiche e definiamo le dinamiche aziendali su cui intervenire.  \\n\",\"content_column_breakpoint\":\"m\",\"image_align\":\"top\",\"image_grid_breakpoint\":\"m\",\"image_grid_width\":\"1-2\",\"image_svg_color\":\"emphasis\",\"link_style\":\"default\",\"link_text\":\"Read more\",\"margin_bottom\":\"default\",\"margin_top\":\"default\",\"meta\":\"ANALISI\",\"meta_align\":\"below-title\",\"meta_element\":\"h3\",\"meta_style\":\"h3\",\"panel_padding\":\"default\",\"panel_style\":\"card-hover\",\"title\":\"1\",\"title_align\":\"top\",\"title_element\":\"div\",\"title_font_family\":\"tertiary\",\"title_grid_breakpoint\":\"m\",\"title_grid_width\":\"1-2\",\"title_hover_style\":\"reset\",\"title_style\":\"heading-small\"}}]},{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"width_medium\":\"1-3\"},\"children\":[{\"type\":\"panel\",\"props\":{\"class\":\"nstep\",\"content\":\"Basandoci sui risultati dell\u2019analisi, proponiamo i metodi analitici pi\u00f9 appropriati per il raggiungimento degli obiettivi, utilizzando modelli matematici, algoritmi, machine learning e intelligenza artificiale per creare soluzioni predittive, simulative e prescrittive, al fine di trasformare il dato in informazione, conoscenza e, in ultima analisi, decisione giusta.\\n\",\"content_column_breakpoint\":\"m\",\"image_align\":\"top\",\"image_grid_breakpoint\":\"m\",\"image_grid_width\":\"1-2\",\"image_svg_color\":\"emphasis\",\"link_style\":\"default\",\"link_text\":\"Read more\",\"margin_bottom\":\"default\",\"margin_top\":\"default\",\"meta\":\"SOLUZIONE\",\"meta_align\":\"below-title\",\"meta_element\":\"h3\",\"meta_style\":\"h3\",\"panel_padding\":\"default\",\"panel_style\":\"card-hover\",\"title\":\"2\",\"title_align\":\"top\",\"title_element\":\"div\",\"title_font_family\":\"tertiary\",\"title_grid_breakpoint\":\"m\",\"title_grid_width\":\"1-2\",\"title_hover_style\":\"reset\",\"title_style\":\"heading-small\"}}]},{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"width_medium\":\"1-3\"},\"children\":[{\"type\":\"panel\",\"props\":{\"class\":\"nstep\",\"content\":\"\\nAiutiamo a integrare i nuovi metodi nei processi e sistemi aziendali , sviluppando applicativi personalizzati, moduli integrabili nei sistemi esistenti o servizi su misura. Offriamo supporto continuo e formazione per assicurare una efficace adozione delle nuove soluzioni nelle operazioni quotidiane\\n\",\"content_column_breakpoint\":\"m\",\"image_align\":\"top\",\"image_grid_breakpoint\":\"m\",\"image_grid_width\":\"1-2\",\"image_svg_color\":\"emphasis\",\"link_style\":\"default\",\"link_text\":\"Read more\",\"margin_bottom\":\"default\",\"margin_top\":\"default\",\"meta\":\"IMPLEMENTAZIONE\",\"meta_align\":\"below-title\",\"meta_element\":\"h3\",\"meta_style\":\"h3\",\"panel_padding\":\"default\",\"panel_style\":\"card-hover\",\"title\":\"3\",\"title_align\":\"top\",\"title_element\":\"div\",\"title_font_family\":\"tertiary\",\"title_grid_breakpoint\":\"m\",\"title_grid_width\":\"1-2\",\"title_hover_style\":\"reset\",\"title_style\":\"heading-small\"}}]}]}],\"name\":\"Il nostro modello one-stop shop\"},{\"type\":\"section\",\"props\":{\"animation\":\"slide-bottom-small\",\"animation_delay\":\"200\",\"image_position\":\"center-center\",\"overlap\":false,\"padding_bottom\":\"xsmall\",\"padding_top\":\"xsmall\",\"preserve_color\":false,\"style\":\"secondary\",\"title_breakpoint\":\"xl\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"vertical_align\":\"middle\",\"width\":\"default\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"padding\":\"none\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"headline\",\"props\":{\"content\":\"Le nostre competenze per rendere \\u2028il tuo business pi\u00f9 performante, \\ndigitale e competitivo.\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"maxwidth\":\"2xlarge\",\"title_color\":\"primary\",\"title_element\":\"div\",\"title_style\":\"text-lead\"}}]}]}],\"name\":\"Le nostre competenze\"},{\"type\":\"section\",\"props\":{\"animation\":\"slide-bottom-small\",\"animation_delay\":\"200\",\"class\":\"list-appr\",\"image_position\":\"center-center\",\"padding_bottom\":\"none\",\"padding_top\":\"small\",\"style\":\"default\",\"title_breakpoint\":\"xl\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"vertical_align\":\"middle\",\"width\":\"default\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"divider\",\"props\":{\"divider_element\":\"hr\"}}]}]},{\"type\":\"row\",\"props\":{\"layout\":\"1-2,1-2\"},\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"vertical_align\":\"middle\",\"width_medium\":\"1-2\"},\"children\":[{\"type\":\"headline\",\"props\":{\"content\":\"Consulenza\\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_bottom\":\"remove\",\"text_align\":\"left\",\"title_color\":\"background\",\"title_element\":\"h2\",\"title_style\":\"text-lead\"},\"name\":\"1\"},{\"type\":\"headline\",\"props\":{\"content\":\"Mettere a fuoco il problema per renderlo risolvibile.\\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_top\":\"xsmall\",\"title_element\":\"h4\"},\"name\":\"2\"}]},{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"width_medium\":\"1-2\"},\"children\":[{\"type\":\"text\",\"props\":{\"column_breakpoint\":\"m\",\"content\":\"\n\n<p>I nostri consulenti aiutano le aziende a <b>esplorare il problema di business<\/b>.\u00a0<\/p>\n\n\\n\n\n<p>Agiscono come ponte tra chi vuole migliorare le performaence del proprio business e i nostri team scientifici, traducendo esigenze e sfide nel linguaggio della <b>Decision Intelligence<\/b>.<\/p>\n\n\",\"margin_bottom\":\"default\",\"margin_top\":\"default\"}}]}]},{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"divider\",\"props\":{\"divider_element\":\"hr\"}}]}]},{\"type\":\"row\",\"props\":{\"layout\":\"1-2,1-2\"},\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"vertical_align\":\"middle\",\"width_medium\":\"1-2\"},\"children\":[{\"type\":\"headline\",\"props\":{\"content\":\"Scienza\\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_bottom\":\"remove\",\"text_align\":\"left\",\"title_color\":\"background\",\"title_element\":\"h2\",\"title_style\":\"text-lead\"},\"name\":\"1\"},{\"type\":\"headline\",\"props\":{\"content\":\"Algoritmi e modelli per decidere meglio.\\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_top\":\"xsmall\",\"title_element\":\"h4\"},\"name\":\"2\"}]},{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"width_medium\":\"1-2\"},\"children\":[{\"type\":\"text\",\"props\":{\"column_breakpoint\":\"m\",\"content\":\"\n\n<p><b>Data Science<\/b>, <b>Ricerca Operativa <\/b>e <b>Intelligenza Artificiale<\/b> sono il cuore del nostro lavoro. Costruiamo modelli matematici predittivi e prescrittivi e sviluppiamo algoritmi.<\/p>\n\n\\n\n\n<p>\u00c8 una scienza applicata che innova i processi aziendali, eliminando le inefficienze e liberando tempo umano.<\/p>\n\n\",\"margin_bottom\":\"default\",\"margin_top\":\"default\"}}]}]},{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"divider\",\"props\":{\"divider_element\":\"hr\"}}]}]},{\"type\":\"row\",\"props\":{\"layout\":\"1-2,1-2\"},\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"vertical_align\":\"middle\",\"width_medium\":\"1-2\"},\"children\":[{\"type\":\"headline\",\"props\":{\"content\":\"Tecnologia\\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_bottom\":\"remove\",\"text_align\":\"left\",\"title_color\":\"background\",\"title_element\":\"h2\",\"title_style\":\"text-lead\"},\"name\":\"1\"},{\"type\":\"headline\",\"props\":{\"content\":\"Dalla teoria alla pratica tecnologica.\\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_top\":\"xsmall\",\"title_element\":\"h4\"},\"name\":\"2\"}]},{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"width_medium\":\"1-2\"},\"children\":[{\"type\":\"text\",\"props\":{\"column_breakpoint\":\"m\",\"content\":\"\n\n<p>Rendere scalabile la Decision Intelligence richiede <b>tecnologie solide e flessibili<\/b>.<\/p>\n\n\\n\n\n<p>In Optit creiamo soluzioni e servizi intelligenti e modulari, che si integrano agilmente nei sistemi aziendali esistenti. Il nostro stack tecnologico \u00e8 sicuro, robusto e future-ready.<\/p>\n\n\",\"margin_bottom\":\"default\",\"margin_top\":\"default\"}}]}]},{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\"},\"children\":[{\"type\":\"divider\",\"props\":{\"divider_element\":\"hr\"}}]}]}],\"name\":\"Consulenza\"},{\"type\":\"section\",\"props\":{\"animation\":\"slide-bottom-small\",\"animation_delay\":\"200\",\"image_position\":\"center-center\",\"style\":\"default\",\"title_breakpoint\":\"xl\",\"title_position\":\"top-left\",\"title_rotation\":\"left\",\"vertical_align\":\"middle\",\"width\":\"default\"},\"children\":[{\"type\":\"row\",\"children\":[{\"type\":\"column\",\"props\":{\"image_position\":\"center-center\",\"position_sticky_breakpoint\":\"m\",\"style\":\"card-default\"},\"children\":[{\"type\":\"headline\",\"props\":{\"content\":\"<span>LAVORA CON NOI<\/span><br \/>\\n\n\n<div id=\\\"gtx-trans\\\" 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style=\\\"white-space: pre-wrap;\\\">Cerchiamo menti solide e spiriti aperti.<\/span>\\n\n\n<div id=\\\"gtx-trans\\\" style=\\\"position: absolute; left: -154px; top: -16px;\\\">\\n\n\n<div class=\\\"gtx-trans-icon\\\"><\/div>\n\n\\n<\/div>\n\n\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"margin_bottom\":\"default\",\"margin_top\":\"remove\",\"text_align\":\"left\",\"title_color\":\"background\",\"title_element\":\"h2\",\"title_style\":\"heading-small\"},\"name\":\"Titolo small\"},{\"type\":\"headline\",\"props\":{\"content\":\"<span data-metadata=\\\"&lt;!--(figmeta)eyJmaWxlS2V5IjoiOVBsMEREcTQ2dnJMS05LbWVrTnJOWiIsInBhc3RlSUQiOjkzMjA2NDExMywiZGF0YVR5cGUiOiJzY2VuZSJ9Cg==(\/figmeta)--&gt;\\\"><\/span>Entrare in Optit significa entrare in una comunit\u00e0 che non ha paura della complessit\u00e0, perch\u00e9 la affronta ogni giorno con metodo, curiosit\u00e0 e rispetto.\",\"image_align\":\"left\",\"image_margin\":\"xsmall\",\"title_element\":\"div\",\"title_style\":\"h2\"}},{\"type\":\"text\",\"props\":{\"column_breakpoint\":\"m\",\"content\":\"\n\n<p>Se ti riconosci in questo approccio, forse dovresti candidarti ora.<\/p>\n\n\",\"margin_bottom\":\"default\",\"margin_top\":\"default\",\"text_style\":\"large\"}},{\"type\":\"button\",\"props\":{\"grid_column_gap\":\"small\",\"grid_row_gap\":\"small\",\"margin_bottom\":\"default\",\"margin_top\":\"default\",\"text_align\":\"center\"},\"children\":[{\"type\":\"button_item\",\"props\":{\"button_style\":\"danger\",\"content\":\"Vedi tutte le posizioni 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