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	Corte dei conti
</title><meta id="MetaDescription" name="description" content="La Corte dei Conti è un organo di rilievo costituzionale, con funzioni di controllo e giurisdizionali, previsto dagli articoli 100 e 103 della Costituzione Italiana che la ricomprende tra gli organi ausiliari del Governo." /><meta id="MetaKeywords" name="keywords" content="Corte, conti" /><meta id="MetaRobots" name="robots" content="INDEX, FOLLOW" /><link href="/Portals/_default/skins/cdc.dnn.bootstrapitaliatheme/css/bootstrap.min.css?cdv=1927" type="text/css" rel="stylesheet"/><link href="/Resources/Shared/stylesheets/dnndefault/7.0.0/default.css?cdv=1927" type="text/css" rel="stylesheet"/><link href="/DesktopModules/Cdc.Internet.Dnn.ModuleContent/module.css?cdv=1927" type="text/css" rel="stylesheet"/><link href="/Portals/_default/skins/cdc.dnn.bootstrapitaliatheme/skin.css?cdv=1927" type="text/css" rel="stylesheet"/><link href="/css/stylesv2.4.css?cdv=1927" type="text/css" rel="stylesheet"/><script src="/Resources/libraries/jQuery/03_05_01/jquery.js?cdv=1927" type="text/javascript"></script><script src="/Resources/libraries/jQuery-Migrate/03_02_00/jquery-migrate.js?cdv=1927" type="text/javascript"></script><script src="/Resources/libraries/jQuery-UI/01_12_01/jquery-ui.js?cdv=1927" type="text/javascript"></script><link rel='SHORTCUT ICON' href='/Portals/0/favicon.ico?ver=eOQvYgxjljvHXNhb-82qIQ%3d%3d' type='image/x-icon' /><meta name="viewport" content="width=device-width,initial-scale=1" /></head>
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                                                <span class='cdc-card-link-title'>11-13/11 CONVEGNO DI STUDI “GIUSTIZIA AL SERVIZIO DEL PAESE - STATO COSTITUZIONALE E ISTITUZIONI DI GARANZIA”</span>
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                                        <div class='card-text'>Mercoledì 11, giovedì 12 e venerdì 13 novembre 2026, al Teatro Filarmonico di Verona (via Roma, 3), si terrà il convegno di studi <strong>“Giustizia al servizio del Paese”</strong>, organizzato dalla Corte dei conti e incentrato, quest’anno, su <strong>“Stato costituzionale e Istituzioni di garanzia”</strong>.</div>
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                                            <span><small class='font-weight-semibold'>13/10/2026</small></span>
                                            <span><small>Roma</small></span>
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                                                <span class='cdc-card-link-title'>12/10 AUDIZIONE PARLAMENTARE DELLA CORTE DEI CONTI NELL’AMBITO DELL’ATTIVITÀ CONOSCITIVA PRELIMINARE ALL’ESAME DEL DOCUMENTO PROGRAMMATICO DI FINANZA PUBBLICA 2026</span>
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                                        <div class='card-text'><p>Lunedì 12 ottobre 2026, a Roma, nella Sala del Mappamondo della Camera dei Deputati, la Corte dei conti è stata audita, dinanzi alle Commissioni Bilancio di Camera e Senato, nell’ambito dell’attività conoscitiva preliminare all’esame del Documento programmatico di finanza pubblica 2026</p><p><a...</div>
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                                            <span><small class='font-weight-semibold'>24/06/2026</small></span>
                                            <span><small>Roma</small></span>
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                                        <div class='card-text'>Mercoledì 24 giugno 2026, a Roma, nell’Aula delle Sezioni riunite della Corte dei conti (Viale Mazzini, 105), alla presenza delle più alte cariche istituzionali, è stato celebrato il <b>Giudizio di Parificazione del Rendiconto generale dello Stato per l’esercizio finanziario 2025</b>.</div>
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                                            <span><small class='font-weight-semibold'>29/05/2026</small></span>
                                            <span><small>Roma</small></span>
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                                        <div class='card-text'><p>Le Sezioni riunite in sede di controllo della Corte dei conti hanno pubblicato la Relazione sullo stato di attuazione del Piano Nazionale di Ripresa e Resilienza al secondo semestre 2025.</p></div>
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                                            <span><small class='font-weight-semibold'>28/04/2026</small></span>
                                            <span><small>Roma</small></span>
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                                        <div class='card-text'>Martedì 28 aprile 2026, nella Sala del Mappamondo di Palazzo Montecitorio, la Corte dei conti è stata audita dinanzi alle Commissioni riunite Bilancio della Camera dei deputati e del Senato della Repubblica nell’ambito delle audizioni preliminari all’esame del Documento di finanza pubblica 2026.</div>
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                                    <span class="font-weight-semibold">19/10/2026</span>
                                    <span>Roma</span>
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                                <div class="card-text"><p>La Sezione centrale di controllo sulla gestione delle amministrazioni dello Stato della Corte dei conti ha approvato, con Delibera n. 54/2026/G, ...</p></div>
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                                    <span class="font-weight-semibold">16/10/2026</span>
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                                        <span class="cdc-card-link-title">CONCORSO PUBBLICO, PER ESAMI, A N. 13 UNITÀ DI PERSONALE AMMINISTRATIVO APPARTENENTE ALL’AREA DEI FUNZIONARI - FAMIGLIA AMMINISTRATIVA E GIUSCONTABILE – CON ORIENTAMENTO GIURIDICO - DA INQUADRARE NEI RUOLI DEL PERSONALE DELLA CORTE DEI CONTI</span>
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                                <div class="card-text"><p>16 ottobre 2026 - Decreto nomina Commissione esaminatrice.</p></div>
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                                    <span class="font-weight-semibold">16/10/2026</span>
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                                <div class="card-text"><p>Si è tenuta a Parigi, martedì 13 e mercoledì 14 ottobre, una riunione del Comitato di contatto delle Istituzioni superiori di controllo, dedicata al tema «La transizione verde: un imperativo per rafforzare l’economia e l’autonomia strategica dell’UE».</p></div>
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                                    <span class="font-weight-semibold">02/10/2026</span>
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                                <div class="card-text"><p>La Sezione delle autonomie della Corte dei conti ha approvato, con Delibera n. 15/SEZAUT/2026/FRG, la Relazione al Parlamento sui Comuni in situazione di crisi finanziaria, aggiornata al 31 dicembre 2025.</p></div>
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                                        <span class="font-weight-semibold">16/10/2026</span>
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                                    <p class="card-text"><p>Si è tenuta a Parigi, martedì 13 e mercoledì 14 ottobre, una riunione del Comitato di contatto delle Istituzioni superiori di controllo, dedicata al tema «La transizione verde: un imperativo per rafforzare l’economia e l’autonomia strategica dell’UE».</p></p>
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                                        <span class="font-weight-semibold">02/10/2026</span>
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                                <div class='category-top'><span class='category'>Ufficio Stampa - Comunicato stampa n. 41 del 18/08/2026</span></div>
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0s-.48 2.41-1.52 2.25-1.28.16-1.69-.48-.08-.56-.88-1-2.2-.11-.92-1.18zm-4.41 9.38c.8-.72 1.76-.56 1.6-2s-1.36-2-.48-2.65 1.45-2.72 2.33-2.48.88 1.76 1.68 1.76c.55 0 .26.8.53 1.1a4 4 0 0 0-1.09 1.47 9.78 9.78 0 0 0-1 2.72c0 .72-.48 3.21-.4 3.77.05.39 0 2 0 2.92-.8.06-1.24.3-1.38.77s-1.12 1-1.44.16-1-2.17-.4-3 .72-1 .32-2-1.07-1.81-.27-2.5z" data-name="veneto" id="veneto-2"></path> </a> </g> <g id="friuliveneziagiulia" role="listitem"> <title>Friuli Venezia Giulia</title> <a aria-label="Friuli Venezia Giulia" href="/Home/Organizzazione/UfficiCentraliRegionali/UffFriuliVeneziaGiulia"> <path class="cls-1" d="M262.92 35.76c-1.82.32-3.74 1.07-3.42 1.92s3.31 1.93.85 2-6.2.53-6.63 2.56.86 2.67 0 3a44.43 44.43 0 0 0-4.27 2.76c-1.18.75-2.46 2-2.35 2.88s1.07 2.57 2.14 2.57a2.42 2.42 0 0 1 2.45 1.92A5.53 5.53 0 0 0 253 58.1c.32.32.85 1.18.64 1.61s-3.21 2.67-3.21 3.63.75 3.74.53 4.49-.53 2 1.39 2.89 2.65 1.49 2.65 2.35-.64 4.27 2.24 3.74 3.32.64 3.32 1.07.85.75 2.13-.54 2.36-2.46 2.89-1.49 1.07 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1.29 0 2.19 1.72 3.29z" data-name="umbria" id="umbria-2"></path> </a> </g> <g id="lazio" role="listitem"> <title>Lazio</title> <a aria-label="Lazio" href="/Home/Organizzazione/UfficiCentraliRegionali/UffLazio"> <path class="cls-1" d="M312.09 345.6c2.52-.43.86-5.13.75-7.48s1.55-3.26 4.41-4.44 2-2.19 2.16-3.95-.48-1.55-1.44-3.1-.69-3.05-.64-4.59c-1 .09-1.59-.92-2.14-1.7a3.69 3.69 0 0 0-3.21-1.55c-1.44 0-1.39-1.12-3.1-.8s-1.92-.48-1.92-1.39-1.12-.86-2.67-1.77a2.3 2.3 0 0 0-3.19.64l-.07.11c-.7.86-1.13 1.07-2.73 1.29s-1.17-1.23-1.39-1.82-1.28-.27-2.41-1.12-1.6-.91-4.06-.59-1.23-2.51-.26-3.53-.16-2.14-.81-2.46a9.39 9.39 0 0 0-3.86-1.6c-2-.27-5.33-3.37-6.61-4s-1.28 1.07-2.78.53-1.55-3.1-1.61-3.84-1-1.61.7-1.88 2.14-1.28 2.35-2.83 4.6.27 6.41 1.61 2.89.1 2.84-.8.37-1.5 2.29-2.14-.05-1.55-2-2.14a5.37 5.37 0 0 1-3.32-4.87c.05-1.76-.64-1.6-2.19-2.24s-.21-2.09.38-2.67-.22-1.29-1.77-1.82-.59-2.73 1.18-3.69.1-1.87-1.13-3 .11-1.11.86-1.11.91-1 .69-1.93 2.19-.9 3.73-.1a5.08 5.08 0 0 0 2.93.64c1.15.11 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1.6.48 1.69 1.84 1.69 2.73-.65 3.93.48 4.17 3.45 5.21 4.17 1.52.8 1.12 1.92.16.88 1.45 1.28 2.72 1.13 2.8 1.53a1.92 1.92 0 0 0 3 0c1-1.44 2.32-4.17 3.85-4.17 1.24 0 3.53-.19 5.25 1a5.82 5.82 0 0 0 2.67-6.21z" data-name="campania-2" id="campania-2-2"></path> </a> </g> <g id="molise" role="listitem"> <title>Molise</title> <a aria-label="Molise" href="/Home/Organizzazione/UfficiCentraliRegionali/UffMolise"> <path class="cls-1" d="M319.09 337.42c2 1.18 6.26 2.94 4.81.54s-1.87-3.64-.58-4.65 2.72-.06 3.79-.54.7-1.33 3.15 0a55.49 55.49 0 0 0 8.29 3.53c.91.16 1.6.43 1.6 1.34s1.93.85 2.94.91a1.69 1.69 0 0 1 1.44.9 1.74 1.74 0 0 0 2.29-.87 1.07 1.07 0 0 0 .07-.19c.48-1.5 1.44-1.29 2.51-1.23s3 0 3.26-1.33a1.47 1.47 0 0 1 1.76-1.11 1.39 1.39 0 0 1 .75.43c.54.72 2.46.88 2.51-.29a7.85 7.85 0 0 1 1.95-.65c.89-.14 2.16.42 2.43-2.15-.58-.4-1.12-.78-1.54-1.1-1.61-1.23-.59-4.17-.43-5.94s1.71-1.92 2.83-1 2.19-.37 2.35-.91a9.29 9.29 0 0 1 4-3.31c2.3-1.18-.43-1.23-1.55-2s-.27-3.26-.43-4.7.16-1.61 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id="calabria" role="listitem"> <title>Calabria</title> <a aria-label="Calabria" href="/Home/Organizzazione/UfficiCentraliRegionali/UffCalabria"> <path class="cls-1" d="M466.87 473a4.64 4.64 0 0 1-2.32-4.81c.32-1.76.88-2.32.88-3.77s-1.44-3.2-1.84-3.85a4.81 4.81 0 0 1-.08-3.52c.48-1.05.64-2.73 1.28-3.69s.32-1.52-.72-2.09-4.89-2.16-5.05-3-.4-.72-2.17-1.44-6.49-3.37-7.61-4.58-1.93-3-4.25-2.88a22.39 22.39 0 0 1-6.82-.64c-1.68-.48-3-1-3-2.73a3.75 3.75 0 0 0-1.53-3.13c-.48-.32-.56-1.92-.48-3.36a7 7 0 0 1 2-4.65c1.52-1.69 3.2-3.45 3.68-4.17s1.13-1.2.16-2.49a4.87 4.87 0 0 1-1.28-4.08 5.84 5.84 0 0 1 1.85-3.17c-1.5-.87-6.56-.47-8.7-.95s-1.93.69-1.87 1.23a35.69 35.69 0 0 0-.43 4c.11 1.39-.32 2.94-1.07 3.47s-.91.8-.91 2.94 0 2.19-1.66.53-1.7-1-3.52-.32-1.07 1.07-1.82 1.18a33.75 33.75 0 0 0-4.76 1.07 2.28 2.28 0 0 1-3-2.94c.42-1.17.53-1.71-.49-1.66s-.9.16-2-.91-1.13-1-2.36 0-.75 1.18-2.08 0-2.09.33-3 1.13a15.7 15.7 0 0 0-2.63 3.44 11.13 11.13 0 0 1 1.37 2.33c.56 1.68.64 2.08 0 2.81s-.06 1.52.45 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1-.56 1.77-1.68 2.41S53.88 379.61 54 381s1.28.32 1.52-.48 1.36-.88 1.12.08a1.29 1.29 0 0 0 .64 1.69 1 1 0 0 0 1.34-.44v-.05c.08-.4 1-.56 2.16-.72s1.15 2.66 1.15 4.1 1.29 1.53 2.33 2.25.72 2.56.72 3.44.32 1.29-.16 2.09a4.2 4.2 0 0 0-.88 2.32c-.16 1.37 1.52 1.21 3.13 1.53s1 1 1.44 2.24a3.22 3.22 0 0 1-.72 3c-.56.88-.48 1.52-.8 3.29s.24 3.2 1 3.6.4 1.61.4 2.81-1.61 1.6-2.73 1.6-1.6-.16-2.48.67.88 1.18.72 2.38-.72 3.05-.8 4.25.88.8 1.68 2.16 1 1.53 1 .8.24-2.08 1.53-2.16a3.62 3.62 0 0 1 2.88 1c.88.72.48 2.89.24 3.69s-.16 2.33-.8 3.61a18.37 18.37 0 0 1-1.7 2.41c-.88 1.37-.88-.08-2.25-1.2s-.88 1.28-.88 3.45a14.15 14.15 0 0 0 .88 4.73c.4 1.36-.32 1.52-.24 2.88s-.8 2.49-2.56 3.45-1 1.52-.24 3.21-.32 1.84-1.61 3.37 1.29 2.72 1.93 3.44.24 1.77-.16 3.13-2.25 1.44-3.13 2.16.32 1.37 1.36 2 1 1.52 1.61 2.56.88 1.93 1.68 3.45.72 1.29 1.6 1.85.72 1.12 2.49 1.68.24 1.28.08 3.37 1.36 1.68 2.24 2.48 0 1-.8 2-.32 1.12.88 2 0 0 .32 1 1.13.1 1.29-.62a5.55 5.55 0 0 1 1.76-2.4c.88-.81 2.49-.32 3.29.4a16.81 16.81 0 0 0 3.78 2.45c1.6.8 3.68-2.08 4-2.88s2.49-2 3.85-2.73 1.36-2.48 2.09-3.53.24-1-1-2.16-.17-2.17-.41-3.37 3.21-3.13 3.77-3.93-1.12-.64-2.64-1.6-.89-1.12-.24-1.68 2.4 1.84 3.44 2.32.72.56 1 1.2a3 3 0 0 0 1.52 1.45c.56.24 1-.72 1.12-1.85s2.49-.4 3.61-.4a8 8 0 0 1 3.61 1.28 17 17 0 0 1 3 3.45c.72 1.2 1.61 1.28 3.45 1.12s.8-.72 1.12.48 1.21.73 1.13 0 1-1 1.76-1.52.48-.88.72-1.12a1.51 1.51 0 0 0-.24-1.68c-.48-.41.08-1.45.08-2.81a2.3 2.3 0 0 1 2.17-2.33c1.28-.24 1.2-.8.4-1.44s-.4-1.28-.81-2.32.73-3 1.69-4.17a3.43 3.43 0 0 0 .88-2.73c0-.88-.56-2.48-.56-3.2a4.54 4.54 0 0 1 .8-2c.4-.8.16-5 .16-6.41s.64-1.93 1.12-2.89.08-2.65 0-4.25 1-3.45 1.13-4.89.32-2 1-2.48a1 1 0 0 0 .28-1.39.83.83 0 0 0-.2-.22c-.32-.32-.56-.8-.64-2.56s1-3.37 1.84-4.81-2.16-4.09-3.21-5.06-1-4.32-1.12-6.17 4.65-6.41 6.09-7.13a3.92 3.92 0 0 0 2-3 16 16 0 0 1 1.28-3.61c.4-.8-.56-3-1.12-4.17a3.77 3.77 0 0 0-1.61-1.89z" data-name="sardegna" id="sardegna-2"></path> </a> </g> </svg></div> <div class="col-lg-7 col-md-12"> <div class="row"> <div class="col-md-6 col-sm-12"> <div class="link-list-wrapper"> <ul class="link-list"> <li><a aria-label="ufficio regionale Abruzzo" class="list-item icon-left abruzzo-2" data-regions="abruzzo" href="/Home/Organizzazione/UfficiCentraliRegionali/UffAbruzzo"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Abruzzo</span> </a></li> <li><a aria-label="ufficio regionale Basilicata" class="list-item icon-left basilicata-2" data-regions="basilicata" href="/Home/Organizzazione/UfficiCentraliRegionali/UffBasilicata"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Basilicata</span> </a></li> <li><a aria-label="ufficio regionale Calabria" class="list-item icon-left calabria-2" data-regions="calabria" href="/Home/Organizzazione/UfficiCentraliRegionali/UffCalabria"><svg class="icon icon-primary"> <use 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href="/Home/Organizzazione/UfficiCentraliRegionali/UffLombardia"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Lombardia</span> </a></li> <li><a aria-label="ufficio regionale Marche" class="list-item icon-left marche-2" data-regions="marche" href="/Home/Organizzazione/UfficiCentraliRegionali/UffMarche"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Marche</span> </a></li> <li><a aria-label="ufficio regionale Molise" class="list-item icon-left molise-2" data-regions="molise" href="/Home/Organizzazione/UfficiCentraliRegionali/UffMolise"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Molise</span> </a></li> </ul> </div> </div> <div class="col-md-6 col-sm-12"> <div class="link-list-wrapper"> <ul class="link-list"> <li><a aria-label="ufficio regionale 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sicilia-2" data-regions="sicilia" href="/Home/Organizzazione/UfficiCentraliRegionali/UffSicilia"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Sicilia</span> </a></li> <li><a aria-label="ufficio regionale Toscana" class="list-item icon-left toscana-2" data-regions="toscana" href="/Home/Organizzazione/UfficiCentraliRegionali/UffToscana"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Toscana</span> </a></li> <li><a aria-label="ufficio regionale Trentino alto adige - Bolzano" class="list-item icon-left trentinob-2" data-regions="trentino-alto-adige-bolzano" href="/Home/Organizzazione/UfficiCentraliRegionali/UffTAABolzano"><svg class="icon icon-primary"> <use xlink:href="/bootstrap-italia/dist/svg/sprite.svg#it-chevron-right"></use> </svg> <span>Trentino Alto Adige - Bolzano</span> </a></li> <li><a aria-label="ufficio regionale 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                                    <span class='text-muted font-weight-light h4'>4 giugno</span>
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                                        <a href='/Download?id=88b11b9e-f9dd-4eca-8eed-f5c40ea37ac9&FileType=E' class='btn-add-event text-muted font-weight-normal text-decoration-none' role='button' title='Aggiungi evento al calendario' aria-label='Aggiungi evento al calendario'>Aggiungi
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                                <h3 class='h6'><a href='/Home/StampaMedia/Agenda/DettaglioAgenda?Id=88b11b9e-f9dd-4eca-8eed-f5c40ea37ac9'>4 GIUGNO CONVEGNO “RIFLESSIONI SULLE CINQUE RESPONSABILITÀ DEL PUBBLICO DIPENDENTE”</a></h3>
                                <div class="card-text"><p>Giovedì 4 giugno 2026 (ore 15), a Roma, nell’Aula Turina della sede centrale della Corte dei conti (Edificio Montezemolo, via A. Baiamonti 6), si è svolto il convegno dal titolo “<b>Riflessioni sulle cinque responsabilità del pubblico dipendente
    alla luce delle più recenti riforme normative</b>”.</p>

<p>Dopo i saluti istituzionali del Presidente della Sezione giurisdizionale della Corte dei conti per la Lombardia, <b>Vito Tenore</b> - che ha coordinato i lavori -, del Sindaco di Roma, <b>Roberto Gualtieri</b> e del Consigliere Segretario dell’Ordine
  degli avvocati di Roma, <b>Alessia Alesii</b>, sono seguiti i contributi del Giudice costituzionale, <b>Francesco Saverio Marini</b> (<em>Le responsabilità del pubblico dipendente davanti alla Corte costituzionale</em>); del Procuratore generale
  presso la Corte d’Appello di Roma, <b>Giuseppe Amato</b> (<em>La responsabilità penale di dipendenti e amministratori pubblici oggi</em>); del Segretario Generale dell’Avvocatura dello Stato, <b>Maurizio Greco</b> (<em>La difesa in sede civile
    della P.A. e del funzionario o amministratore pubblico</em>); del Procuratore generale presso la Corte dei conti,<b> Pio Silvestri</b> (<em>La responsabilità amministrativo-contabile dopo la legge n. 1/2026 c.d. riforma Foti</em>); del
  Giornalista e Professore di Comunicazione e Marketing presso la Luiss Guido Carli, <b>Francesco Giorgino</b> (<em>L’impegno della P.A. nella comunicazione ed il marketing pubblico</em>); del Consigliere nazionale forense, già presidente del
  Consiglio dell’Ordine degli avvocati di Roma, <b>Antonino Gallett</b>i (<em>La difesa dei dipendenti e amministratori pubblici nell’attuale quadro normativo</em>), e di <b>Vito Tenore</b>, Presidente della Sezione giurisdizionale della Corte dei
  conti per la Lombardia e Direttore del Servizio Massimario e Rivista della Corte dei conti (<em>La responsabilità disciplinare del pubblico dipendente</em>).

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<p><a target="_blank" title="Collegamento al Programma completo" href="/Download?id=d7f01092-cb6c-4abb-abb7-9b284b513c38">Programma del convegno</a>.</p>

<p><a target="_blank" title="Collegamento a sito Esterno" href="https://www.youtube.com/watch?v=DNCPOvL-xZU">Registrazione del convegno</a>.</p>


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                                    <span class='text-muted font-weight-light h4'>17 settembre</span>
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                                <h3 class='h6'><a href='/Home/StampaMedia/Agenda/DettaglioAgenda?Id=c2d5f6da-160b-411b-aeb5-51273220b2e3'>17-18/09 PRIMO SEMINARIO DEL PUBLIC PROSECUTOR OFFICES COMMITTEE DI JURISAI</a></h3>
                                <div class="card-text"><p>Giovedì 17 e venerdì 18 settembre 2026, a Roma, nella sede del Forte Aurelia Antica, si è svolto il Primo Seminario del <i>Public Prosecutor Offices Committee</i>, del quale fanno parte gli uffici di Procura delle Istituzioni aderenti a JURISAI, l’organizzazione internazionale che riunisce le Istituzioni Superiori di Controllo con funzioni giurisdizionali. Il Comitato è presieduto, per il triennio 2025-2027, dalla Corte dei conti nella persona del Procuratore generale.<br>Dopo i saluti istituzionali del Generale di Corpo d’armata, Comandante in seconda della Guardia di finanza, <b>Bruno Buratti</b>; dell’Ambasciatore <b>Riccardo Guariglia</b>, Segretario generale del Ministero degli Affari esteri e della Cooperazione internazionale; del Procuratore generale presso la <i>Cour des comptes</i> della Francia (che ricopre l’attuale Presidenza di JURISAI), <b>Veronique Hamayon</b>, e del Presidente della Corte dei conti, <b>Guido Carlino</b>, è seguito l’avvio dei lavori, articolati in diverse sessioni.<br>Nell’ambito della prima giornata, le due sessioni (<i>La collocazione istituzionale e l’organizzazione delle Procure erariali negli ordinamenti nazionali; Le funzioni delle Procure erariali nei diversi sistemi giurisdizionali</i>) sono state moderate dal Procuratore generale aggiunto della Corte dei conti, <b>Andrea Lupi</b>, e hanno preceduto la Riunione del <i>Public Prosecutor Offices Committee</i>.<br>La terza sessione (<i>L’attività istruttoria del Pubblico Ministero: uno sguardo comparativo</i>) è stata moderata dal Presidente delle Sezioni riunite in sede di controllo della Corte dei conti, nonché Responsabile dell’Ufficio affari internazionali, <b>Mauro Orefice</b>. <br>La quarta e la quinta sessione in calendario per la seconda giornata (<i>I rapporti con le altre magistrature; La tutela del bilancio euro-unitario</i>) sono state moderate dal Presidente delle Sezioni riunite in sede giurisdizionale della Corte dei conti, <b>Giovanni Coppola</b>.<br>La conclusione dei lavori è stata affidata al Procuratore generale presso la Corte dei conti, nonché Presidente del PPOC - <i>Public Prosecutor Offices Committee</i> di JURISAI, <b>Pio Silvestri</b>.<br>Diverse le personalità istituzionali, nazionali ed estere, che hanno assicurato il loro contributo.<br>Il programma completo è disponibile nel pdf allegato </p><div><br></div>
<p><a target="_blank" title="Collegamento al Programma completo" href="/Download?id=a6ac7a1a-d64e-4623-acd2-34e83cbae495">Programma completo</a>.</p>

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                                    <span class='text-muted font-weight-light h4'>24 settembre</span>
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                                <h3 class='h6'><a href='/Home/StampaMedia/Agenda/DettaglioAgenda?Id=1d19559b-a795-4de2-8d88-ad518a0c1843'>24-25/09 CONVEGNO "EVOLUZIONE DEI CONTROLLI E RIFORMA DELLA RESPONSABILITA’ ERARIALE, NELL’OTTICA DELLA SEMPLIFICAZIONE E DEL BUON ANDAMENTO"</a></h3>
                                <div class="card-text"><p>Giovedì 24 e venerdì 25 settembre 2026, a Reggio Calabria, nell’Auditorium dell’Università degli Studi Mediterranea (via dell’Università n. 25), si è tenuto il convegno <em>“Evoluzione dei controlli e riforma della responsabilità erariale, nell'ottica della semplificazione e del buon andamento”.</em></p>
<p>In apertura, giovedì 24 settembre (ore 16), hanno portato i propri saluti il Rettore dell’Università degli Studi Mediterranea, <strong>Giuseppe Zimbalatti</strong>, il Presidente della Corte dei conti, <strong>Guido Carlino</strong>, il Procuratore generale presso la Corte di Cassazione, <strong>Pietro Gaeta</strong>, e altre autorità istituzionali nazionali, regionali e locali. Sono seguite le relazioni di rappresentanti delle Università degli Studi Mediterranea e di Firenze, della Corte dei conti e del TAR.</p>
<p>La seconda giornata, venerdì 25 settembre (ore 9.30), ha previsto, tra gli altri, interventi di magistrati del Consiglio di Stato, della Corte dei conti e di docenti dell’Università degli Studi Tor Vergata di Roma.</p>
<p>I lavori sono proseguiti con una tavola rotonda, dal titolo “<em>Azione amministrativa: regole e risultati”, </em>cui hanno preso parte la Ragioniera generale dello Stato, la già Presidente del Tribunale di Reggio Calabria, componenti dei Consigli di Presidenza della magistratura contabile, tributaria e amministrativa e un rappresentante della Regione Calabria.</p>
<p>Le conclusioni sono state affidate al Procuratore generale della Corte dei conti, <strong>Pio Silvestri</strong>.</p>
<p>Il programma completo e i contatti sono visualizzabili nei pdf allegati.</p>

<p><a target="_blank" title="Collegamento al Programma completo" href="/Download?id=63147023-19b1-42c0-98aa-54818f7e10c5">Programma completo</a>.</p><p><a href="/Download?id=a406f5b2-025a-4f2a-a411-974d01d14015" target="_blank">Locandina</a>.</p><p><br></p></div>
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                                <h3 class='h6'><a href='/Home/StampaMedia/Agenda/DettaglioAgenda?Id=ec347287-6360-476b-a1d4-a54da55c6543'>08/10 CONVEGNO “L’OBBLIGO DI COPERTURA ASSICURATIVA NELLA LEGGE N. 1/2026”</a></h3>
                                <div class="card-text"><p>Giovedì 8 ottobre 2026, a Roma, nell’Aula Turina della sede centrale della Corte dei conti (Edificio Montezemolo, Via Baiamonti 6), si è svolto il convegno “<b>L’obbligo di copertura assicurativa nella Legge n. 1/2026</b>”, moderato dal Consigliere della Corte dei conti <b>Paola Briguori</b> e introdotto da <b>Enrico Labella</b>, Avvocato dell’Autorità Garante della Concorrenza e del Mercato e coordinatore del Master in “Responsabilità della pubblica amministrazione e del pubblico funzionario” dell’Università degli Studi Roma Tre.</p><p>Dopo i saluti istituzionali del Presidente della Corte dei conti, <b>Guido Carlino</b>, e del Procuratore generale della Corte dei conti, <b>Pio Silvestri</b>, sono seguiti gli interventi del Consigliere della Corte di Cassazione, <b>Marco Rossetti</b>, del Presidente di Sezione della Corte dei conti, <b>Elena Tomassini</b>, del Professore ordinario di Diritto commerciale e delle assicurazioni dell’Università della Campania “Luigi Vanvitelli” e della Luiss “Guido Carli”, <b>Nicola De Luca</b>, nonché del Professore associato di Diritto processuale civile dell’Università “Pegaso”, <b>Paola Chiara Ruggieri</b>, e del Broking Executive <b>Giancarlo Gobbi</b>.</p><p>Le conclusioni sono state affidate al Vice Procuratore Generale della Corte dei conti, <b>Maria Cristina Razzano</b>.</p><p>L’evento è stato trasmesso in diretta streaming.</p><p>Il programma completo è disponibile nel pdf allegato.</p><div><br></div><p><a href="/Download?id=d6d3f27b-b852-4eac-9db3-7e7b2c6a23db" target="_blank">Locandina</a></p>
<p><a target="_blank" title="Collegamento a sito Esterno" href="https://youtu.be/TcH_w-dX12k" target="_blank">Registrazione del convegno</a></p></div>
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