{"id":6292,"date":"2021-10-13T10:36:54","date_gmt":"2021-10-13T08:36:54","guid":{"rendered":"http:\/\/www.italiaeconomiaonline.it\/web\/?p=6292"},"modified":"2021-10-13T10:36:54","modified_gmt":"2021-10-13T08:36:54","slug":"valore-aggiunto-unioncamere-chiudono-in-rosso-tutte-le-province-italiane-nel-2020","status":"publish","type":"post","link":"https:\/\/www.italiaeconomiaonline.it\/web\/valore-aggiunto-unioncamere-chiudono-in-rosso-tutte-le-province-italiane-nel-2020\/","title":{"rendered":"Valore aggiunto, Unioncamere: chiudono in rosso tutte le province italiane nel 2020\u00a0"},"content":{"rendered":"<p>Il Covid ha rimescolato la geografia dello sviluppo italiano. Sebbene tutte le province abbiano chiuso il 2020 con il segno meno davanti al dato sul valore aggiunto, a soffrire di pi\u00f9 sono stati: il Nord &#8211; 7,4%, le aree a maggiore vocazione industriale -7,9% (in particolare dove insistono i sistemi della moda e della cultura), quelle a pi\u00f9 elevata presenza di piccole imprese -7,5% contro una media nazionale del -7,1%.<\/p>\n<p>Sul fronte opposto, pur in un contesto di generale contrazione, migliore capacit\u00e0 di resilienza hanno invece mostrato le province: del Sud (- 6,4%) &#8211; con 8 province su 10 che mostrano riduzioni pi\u00f9 contenute -; alcune fra quelle che hanno una elevata concentrazione di imprese che investono nel Green o che sono caratterizzate da una forte importanza della Blue economy; con una pi\u00f9 elevata incidenza della pubblica amministrazione.<\/p>\n<p>\u00c8 a Roma e Milano che si produce il 19,7% dell\u2019intera ricchezza del Paese (+2 punti percentuali rispetto al 2000), con le prime 20 province che concentrano il 55,4% di tutta la ricchezza prodotta. Ma Milano si conferma prima nella classifica provinciale per valore aggiunto pro-capite con 47.495 euro, staccando la capitale di 7 posizioni.<\/p>\n<p>E\u2019 quanto emerge dall\u2019analisi realizzata dal <b>Centro Studi Tagliacarne e Unioncamere <\/b>sul valore aggiunto provinciale del 2020 e i confronti con il 2019, che \u00e8 una delle storiche attivit\u00e0 di misurazione dell\u2019economia dei territori realizzata dal sistema camerale<\/p>\n<p>\u201cL\u2019effetto Covid non ha risparmiato nessuna provincia italiana, ma senza la tenacia delle nostre imprese unita ai provvedimenti del governo le perdite del valore aggiunto che abbiamo registrato sarebbero state ben pi\u00f9 importanti. E anche il sistema camerale con le iniziative messe in atto ha certamente contribuito a contenere i danni causati dal lockdown, restando vicino alle imprese e ai territori\u201d. E\u2019 quanto ha sottolineato il<b> presidente di Unioncamere, Andrea Prete, <\/b>che ha aggiunto \u201cpreoccupa, in particolare, il Mezzogiorno dove la crisi pandemica, seppure abbia riportato perdite meno rilevanti, si \u00e8 insediata in un\u2019area gi\u00e0 fortemente provata socialmente ed economicamente tanto in termini di reddito pro-capite che di diffusione di situazioni di povert\u00e0. Per questo \u2013 ha evidenziato &#8211; \u00e8 importante mettere a terra le iniziative previste dal PNRR e in questo le Camere di commercio con la loro rete radicata nei territori possono essere uno strumento eccezionale\u201d.<\/p>\n<p><b>Reddito pro-capite, Milano prima e rafforza distacco con le altre province<\/b><\/p>\n<p>Milano si conferma al primo posto della classifica italiana provinciale per reddito pro-capite (quasi 47 mila e 500 euro per abitante, indice Italia =100 pari a 189,5), e rafforza il suo margine di vantaggio con la seconda in classifica, Bolzano (156,8), con uno scarto che sfiora il 21%, mai cos\u00ec alto dal 2012 a oggi. Segue in terza posizione Bologna (140,7).<\/p>\n<p><b>Pi\u00f9 penalizzati i territori industriali di piccola impresa <\/b><\/p>\n<p>Le economie territoriali a pi\u00f9 alta presenza di imprese con meno di 50 addetti, che sono la dorsale del nostro sistema Paese, hanno registrato le perdite pi\u00f9 consistenti di reddito prodotto, -7,5% fra il 2019 e il 2020. In particolare in quest\u2019ambito fanno registrare perdite pi\u00f9 significative di valore aggiunto: Pistoia (-9,0%), Prato (-9,5%), Fermo (-7,3%), Barletta-Andria-Trani (-10,6%) e Sud Sardegna (-9,5%).<\/p>\n<p>\u2026<b> e le aree ad elevata presenza sistema \u201cmoda\u201d e \u201ccultura\u201d<\/b><\/p>\n<p>Dal punto di vista settoriale, invece, ad essere penalizzate maggiormente sono state le aree manifatturiere (-7,9%). Sono soprattutto quelle a pi\u00f9 intensa vocazione nel tessile e abbigliamento (-8,1%) e nella cultura (-7,9% al netto di Roma e Milano) ad essere state colpite.<\/p>\n<p>Le 16 province nelle quali l\u2019incidenza del tessile abbigliamento \u00e8 superiore alla media nazionale hanno chiuso tutte quante con un bilancio peggiore della media nazionale (-9,4% contro il -7,1% medio nazionale) con quattro di queste che hanno registrato perdite in doppia cifra: Rovigo (-11,7%), Macerata (-12,5%), Ascoli Piceno (-11,9%) e Barletta-Andria-Trani (-10,6%).<\/p>\n<p>Sul fronte cultura al netto di Roma e Milano, che costituiscono i due principali poli della cultura italiana, le altre 9 province\/citt\u00e0 metropolitane che hanno un\u2019incidenza del sistema culturale e creativo\u00a0superiore alla media nazionale hanno perso il -7,9% (contro un calo del -6,1% delle due principali citt\u00e0 metropolitane). Si tratta di Torino (-7,4%), Padova (-8,1%), Trieste (-8,3%), Bologna (-6,5%), Ancona (-6,6%), Firenze (-9,8%), Pisa (-9,0%), Arezzo (-8,9%), Siena (-9,3%).<\/p>\n<p><b>Cali pi\u00f9 contenuti dove la componente pubblica \u00e8 maggiore<\/b><\/p>\n<p>Sul fronte opposto maggiore capacit\u00e0 di resilienza si riscontra nelle aree che presentano un contributo al valore aggiunto pi\u00f9 elevato proveniente dal settore pubblico, che nel 2020 hanno contenuto le perdite al -6,6% contro un calo nazionale del -7,1%. Nell\u2019ambito delle 21 province nelle quali il pubblico contribuisce per oltre il 20% alla formazione del valore aggiunto locale, ben 14 hanno fatto segnare un andamento del valore aggiunto migliore della media nazionale. E tra queste si segnalano diverse province appartenenti al novero di coloro che hanno saputo meglio contenere le perdite. Alcuni esempi: Rieti (-4,0%), Benevento (-3,3%), Taranto (-3,8%), Trapani (-3,4%), Caltanissetta (-2,0%), Enna (-1,7%), Isernia (-3,3%).<\/p>\n<p><b>Green e Blue economy aiutano ad arginare la crisi <\/b><\/p>\n<p>L\u2019economia blu e verde si sono rilevate armi importanti in diversi territori per limitare i danni della pandemia sulla ricchezza prodotta. Sei province su dieci con la quota maggiore di imprese che hanno fatto investimenti green nel periodo 2016-2020 hanno retto meglio della media nazionale: Novara (-7,1%), Imperia (-6,9%), Varese (-6,0%), Ravenna (-7,0%), Salerno (-3,5%), Campobasso (-7,2%), Isernia (-3,3%) contro il &#8211; 7,1% del valore aggiunto nazionale.<span class=\"Apple-converted-space\">\u00a0 <\/span>Mentre le 48 province in cui il peso dell\u2019economia del mare \u00e8 pi\u00f9 elevato fanno registrare cali del -6,6% contro la media nazionale del 7,1% con Livorno (-4,1%), Savona (-5,7%) e Imperia (-6,9%) che sono le province che maggiormente hanno saputo capitalizzare l\u2019elevato peso che il mare ha nel caratterizzare le loro economie.<\/p>\n<p><b>Nel Sud 8 province su 10 meno colpite <\/b><\/p>\n<p>Il Sud \u00e8 stato meno duramente colpito dalla crisi Covid rispetto al resto dell\u2019Italia, con una perdita del -6,4% del valore aggiunto, a fronte di un calo nel Nord del -7,4% e nel Centro del -7,3%. Anche la lettura dei dati provinciali mette in luce questa nuova ricomposizione geografia della crisi: sono del Mezzogiorno otto province su dieci che perdono meno su scala nazionale. Sul fronte opposto, tra le dieci province che evidenziano perdite maggiori si collocano quattro del Mezzogiorno, due del Centro, due del Nord-Est e due del Nord-Ovest.<\/p>\n<p><b>Crisi, effetto lockdown ma non solo<\/b><\/p>\n<p>Le importanti perdite registrate dal manifatturiero si collegano alle problematiche generate dal lockdown con la sospensione di diverse attivit\u00e0 che hanno avuto riflessi su intere filiere. Infatti, nelle province in cui \u00e8 stato maggiore il numero delle attivit\u00e0 sospese, si riscontrano le variazioni peggiori: 36 di queste province su 40 complessive interessate dal fenomeno sono nel Centro-Nord.<i> <\/i>Si tratta di zone produttive che sono state, peraltro, particolarmente colpite dalla pandemia anche dal punto di vista squisitamente sanitario. Al contrario, le province con una quota mediamente pi\u00f9 bassa di addetti alle attivit\u00e0 sospese, hanno riportato riduzioni inferiori alla media: 22 di queste province su 29 interessate sono del Centro-Sud.<\/p>\n<p>Ma le perdite registrate in alcune aree non sono solo l\u2019effetto del lockdown. In diverse province, la crisi Covid si \u00e8 innestata infatti all\u2019interno di un processo di ridimensionamento gi\u00e0 in corso dal 2008 e che la crisi pandemica ha finito per far emergere in maniera chiara.<\/p>\n<p><b>Variazioni del valore aggiunto ai prezzi base e correnti fra 2019 e 2020 nelle province italiane, per regione, provincia e area geografica<\/b><\/p>\n<table cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td valign=\"middle\"><b>Province e regioni<\/b><\/td>\n<td valign=\"middle\"><b>Variazione<\/b><\/td>\n<td valign=\"middle\"><b>Province e regioni<\/b><\/td>\n<td valign=\"middle\"><b>Variazione<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Torino<\/td>\n<td valign=\"middle\">-7,4<\/td>\n<td valign=\"middle\">Perugia<\/td>\n<td valign=\"middle\">-6,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Vercelli<\/td>\n<td valign=\"middle\">-8,4<\/td>\n<td valign=\"middle\">Terni<\/td>\n<td valign=\"middle\">-6,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Novara<\/td>\n<td valign=\"middle\">-7,1<\/td>\n<td valign=\"middle\"><b>UMBRIA<\/b><\/td>\n<td valign=\"middle\"><b>-6,6<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Cuneo<\/td>\n<td valign=\"middle\">-7,3<\/td>\n<td valign=\"middle\">Pesaro e Urbino<\/td>\n<td valign=\"middle\">-10,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Asti<\/td>\n<td valign=\"middle\">-3,3<\/td>\n<td valign=\"middle\">Ancona<\/td>\n<td valign=\"middle\">-6,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Alessandria<\/td>\n<td valign=\"middle\">-8,7<\/td>\n<td valign=\"middle\">Macerata<\/td>\n<td valign=\"middle\">-12,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Biella<\/td>\n<td valign=\"middle\">-7,3<\/td>\n<td valign=\"middle\">Ascoli Piceno<\/td>\n<td valign=\"middle\">-11,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Verbano-Cusio-Ossola<\/td>\n<td valign=\"middle\">-5,3<\/td>\n<td valign=\"middle\">Fermo<\/td>\n<td valign=\"middle\">-7,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>PIEMONTE<\/b><\/td>\n<td valign=\"middle\"><b>-7,3<\/b><\/td>\n<td valign=\"middle\"><b>MARCHE<\/b><\/td>\n<td valign=\"middle\"><b>-9,4<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>VALLE D&#8217;AOSTA\/VALL\u00c9E D&#8217;AOSTE<\/b><\/td>\n<td valign=\"middle\"><b>-7,6<\/b><\/td>\n<td valign=\"middle\">Viterbo<\/td>\n<td valign=\"middle\">-1,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Varese<\/td>\n<td valign=\"middle\">-6,0<\/td>\n<td valign=\"middle\">Rieti<\/td>\n<td valign=\"middle\">-4,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Como<\/td>\n<td valign=\"middle\">-8,7<\/td>\n<td valign=\"middle\">Roma<\/td>\n<td valign=\"middle\">-6,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Sondrio<\/td>\n<td valign=\"middle\">-10,1<\/td>\n<td valign=\"middle\">Latina<\/td>\n<td valign=\"middle\">-5,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Milano<\/td>\n<td valign=\"middle\">-5,6<\/td>\n<td valign=\"middle\">Frosinone<\/td>\n<td valign=\"middle\">-7,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Bergamo<\/td>\n<td valign=\"middle\">-9,6<\/td>\n<td valign=\"middle\"><b>LAZIO<\/b><\/td>\n<td valign=\"middle\"><b>-6,3<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Brescia<\/td>\n<td valign=\"middle\">-7,2<\/td>\n<td valign=\"middle\">L&#8217;Aquila<\/td>\n<td valign=\"middle\">-7,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Pavia<\/td>\n<td valign=\"middle\">-12,0<\/td>\n<td valign=\"middle\">Teramo<\/td>\n<td valign=\"middle\">-7,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Cremona<\/td>\n<td valign=\"middle\">-8,7<\/td>\n<td valign=\"middle\">Pescara<\/td>\n<td valign=\"middle\">-7,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Mantova<\/td>\n<td valign=\"middle\">-9,7<\/td>\n<td valign=\"middle\">Chieti<\/td>\n<td valign=\"middle\">-5,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Lecco<\/td>\n<td valign=\"middle\">-6,0<\/td>\n<td valign=\"middle\"><b>ABRUZZO<\/b><\/td>\n<td valign=\"middle\"><b>-6,7<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Lodi<\/td>\n<td valign=\"middle\">-5,4<\/td>\n<td valign=\"middle\">Campobasso<\/td>\n<td valign=\"middle\">-7,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Monza e della Brianza<\/td>\n<td valign=\"middle\">-11,4<\/td>\n<td valign=\"middle\">Isernia<\/td>\n<td valign=\"middle\">-3,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>LOMBARDIA<\/b><\/td>\n<td valign=\"middle\"><b>-7,3<\/b><\/td>\n<td valign=\"middle\"><b>MOLISE<\/b><\/td>\n<td valign=\"middle\"><b>-6,1<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Bolzano\/Bozen<\/td>\n<td valign=\"middle\">-8,8<\/td>\n<td valign=\"middle\">Caserta<\/td>\n<td valign=\"middle\">-9,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Trento<\/td>\n<td valign=\"middle\">-7,0<\/td>\n<td valign=\"middle\">Benevento<\/td>\n<td valign=\"middle\">-3,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>TRENTINO-ALTO ADIGE\/S\u00dcDTIROL<\/b><\/td>\n<td valign=\"middle\"><b>-8,0<\/b><\/td>\n<td valign=\"middle\">Napoli<\/td>\n<td valign=\"middle\">-6,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Verona<\/td>\n<td valign=\"middle\">-7,8<\/td>\n<td valign=\"middle\">Avellino<\/td>\n<td valign=\"middle\">-8,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Vicenza<\/td>\n<td valign=\"middle\">-8,9<\/td>\n<td valign=\"middle\">Salerno<\/td>\n<td valign=\"middle\">-3,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Belluno<\/td>\n<td valign=\"middle\">-12,5<\/td>\n<td valign=\"middle\"><b>CAMPANIA<\/b><\/td>\n<td valign=\"middle\"><b>-6,5<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Treviso<\/td>\n<td valign=\"middle\">-6,0<\/td>\n<td valign=\"middle\">Foggia<\/td>\n<td valign=\"middle\">-8,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Venezia<\/td>\n<td valign=\"middle\">-7,0<\/td>\n<td valign=\"middle\">Bari<\/td>\n<td valign=\"middle\">-3,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Padova<\/td>\n<td valign=\"middle\">-8,1<\/td>\n<td valign=\"middle\">Taranto<\/td>\n<td valign=\"middle\">-3,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Rovigo<\/td>\n<td valign=\"middle\">-11,7<\/td>\n<td valign=\"middle\">Brindisi<\/td>\n<td valign=\"middle\">-13,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>VENETO<\/b><\/td>\n<td valign=\"middle\"><b>-7,9<\/b><\/td>\n<td valign=\"middle\">Lecce<\/td>\n<td valign=\"middle\">-6,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Udine<\/td>\n<td valign=\"middle\">-5,3<\/td>\n<td valign=\"middle\">Barletta-Andria-Trani<\/td>\n<td valign=\"middle\">-10,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Gorizia<\/td>\n<td valign=\"middle\">-7,8<\/td>\n<td valign=\"middle\"><b>PUGLIA<\/b><\/td>\n<td valign=\"middle\"><b>-6,3<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Trieste<\/td>\n<td valign=\"middle\">-8,3<\/td>\n<td valign=\"middle\">Potenza<\/td>\n<td valign=\"middle\">-10,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Pordenone<\/td>\n<td valign=\"middle\">-4,9<\/td>\n<td valign=\"middle\">Matera<\/td>\n<td valign=\"middle\">-8,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>FRIULI-VENEZIA GIULIA<\/b><\/td>\n<td valign=\"middle\"><b>-6,1<\/b><\/td>\n<td valign=\"middle\"><b>BASILICATA<\/b><\/td>\n<td valign=\"middle\"><b>-9,9<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Imperia<\/td>\n<td valign=\"middle\">-6,9<\/td>\n<td valign=\"middle\">Cosenza<\/td>\n<td valign=\"middle\">-6,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Savona<\/td>\n<td valign=\"middle\">-5,7<\/td>\n<td valign=\"middle\">Catanzaro<\/td>\n<td valign=\"middle\">-9,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Genova<\/td>\n<td valign=\"middle\">-7,7<\/td>\n<td valign=\"middle\">Reggio Calabria<\/td>\n<td valign=\"middle\">-5,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">La Spezia<\/td>\n<td valign=\"middle\">-9,6<\/td>\n<td valign=\"middle\">Crotone<\/td>\n<td valign=\"middle\">-12,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>LIGURIA<\/b><\/td>\n<td valign=\"middle\"><b>-7,6<\/b><\/td>\n<td valign=\"middle\">Vibo Valentia<\/td>\n<td valign=\"middle\">-9,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Piacenza<\/td>\n<td valign=\"middle\">-8,0<\/td>\n<td valign=\"middle\"><b>CALABRIA<\/b><\/td>\n<td valign=\"middle\"><b>-7,7<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Parma<\/td>\n<td valign=\"middle\">-5,9<\/td>\n<td valign=\"middle\">Trapani<\/td>\n<td valign=\"middle\">-3,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Reggio nell&#8217;Emilia<\/td>\n<td valign=\"middle\">-8,7<\/td>\n<td valign=\"middle\">Palermo<\/td>\n<td valign=\"middle\">-4,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Modena<\/td>\n<td valign=\"middle\">-7,1<\/td>\n<td valign=\"middle\">Messina<\/td>\n<td valign=\"middle\">-7,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Bologna<\/td>\n<td valign=\"middle\">-6,5<\/td>\n<td valign=\"middle\">Agrigento<\/td>\n<td valign=\"middle\">-4,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Ferrara<\/td>\n<td valign=\"middle\">-8,6<\/td>\n<td valign=\"middle\">Caltanissetta<\/td>\n<td valign=\"middle\">-2,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Ravenna<\/td>\n<td valign=\"middle\">-7,0<\/td>\n<td valign=\"middle\">Enna<\/td>\n<td valign=\"middle\">-1,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Forl\u00ec-Cesena<\/td>\n<td valign=\"middle\">-8,1<\/td>\n<td valign=\"middle\">Catania<\/td>\n<td valign=\"middle\">-4,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Rimini<\/td>\n<td valign=\"middle\">-8,4<\/td>\n<td valign=\"middle\">Ragusa<\/td>\n<td valign=\"middle\">-3,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>EMILIA-ROMAGNA<\/b><\/td>\n<td valign=\"middle\"><b>-7,3<\/b><\/td>\n<td valign=\"middle\">Siracusa<\/td>\n<td valign=\"middle\">-8,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Massa-Carrara<\/td>\n<td valign=\"middle\">-8,4<\/td>\n<td valign=\"middle\"><b>SICILIA<\/b><\/td>\n<td valign=\"middle\"><b>-4,7<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Lucca<\/td>\n<td valign=\"middle\">-4,2<\/td>\n<td valign=\"middle\">Sassari<\/td>\n<td valign=\"middle\">-10,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Pistoia<\/td>\n<td valign=\"middle\">-9,0<\/td>\n<td valign=\"middle\">Nuoro<\/td>\n<td valign=\"middle\">-7,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Firenze<\/td>\n<td valign=\"middle\">-9,8<\/td>\n<td valign=\"middle\">Cagliari<\/td>\n<td valign=\"middle\">-5,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Livorno<\/td>\n<td valign=\"middle\">-4,1<\/td>\n<td valign=\"middle\">Oristano<\/td>\n<td valign=\"middle\">-7,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Pisa<\/td>\n<td valign=\"middle\">-9,0<\/td>\n<td valign=\"middle\">Sud Sardegna<\/td>\n<td valign=\"middle\">-9,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Arezzo<\/td>\n<td valign=\"middle\">-8,9<\/td>\n<td valign=\"middle\"><b>SARDEGNA<\/b><\/td>\n<td valign=\"middle\"><b>-7,9<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Siena<\/td>\n<td valign=\"middle\">-9,3<\/td>\n<td valign=\"middle\"><b>NORD-OVEST<\/b><\/td>\n<td valign=\"middle\"><b>-7,3<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Grosseto<\/td>\n<td valign=\"middle\">-4,2<\/td>\n<td valign=\"middle\"><b>NORD-EST<\/b><\/td>\n<td valign=\"middle\"><b>-7,5<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Prato<\/td>\n<td valign=\"middle\">-9,5<\/td>\n<td valign=\"middle\"><b>CENTRO<\/b><\/td>\n<td valign=\"middle\"><b>-7,3<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\"><b>TOSCANA<\/b><\/td>\n<td valign=\"middle\"><b>-8,3<\/b><\/td>\n<td valign=\"middle\"><b>SUD E ISOLE<\/b><\/td>\n<td valign=\"middle\"><b>-6,4<\/b><\/td>\n<\/tr>\n<tr>\n<td colspan=\"3\" valign=\"middle\"><b>ITALIA (*)<\/b><\/td>\n<td valign=\"middle\"><b>-7,1<\/b><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><i>(*) La variazione Italia \u00e8 -7,1% invece del -7.2% pubblicato da Istat in quanto le presenti valutazioni sono calcolate al netto della componente extra-regio<\/i><\/p>\n<p><i>Fonte: Centro Studi delle Camere di Commercio Guglielmo Tagliacarne-Unioncamere<\/i><\/p>\n<p><b>Variazioni del valore aggiunto ai prezzi base e correnti fra 2019 e 2020 nelle province italiane<\/b><\/p>\n<p><b><img decoding=\"async\" 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\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\" alt=\"pastedGraphic.png\" \/><\/b><\/p>\n<p><i>Fonte: Centro Studi delle Camere di Commercio Guglielmo Tagliacarne-Unioncamere<\/i><\/p>\n<p><b>Classifica delle province in ordine decrescente in base al valore aggiunto ai prezzi base per abitante 2020 (valori in euro e numeri indici Italia=100)<\/b><\/p>\n<table cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td valign=\"middle\">Posizione<\/td>\n<td valign=\"middle\">Province<\/td>\n<td valign=\"middle\">v.a.<\/td>\n<td valign=\"middle\">n. i.<\/td>\n<td valign=\"middle\">Posizione<\/td>\n<td valign=\"middle\">Province<\/td>\n<td valign=\"middle\">v.a.<\/td>\n<td valign=\"middle\">n. i.<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">1)<\/td>\n<td valign=\"bottom\">Milano<\/td>\n<td valign=\"bottom\">47.495,28<\/td>\n<td valign=\"bottom\">189,5<\/td>\n<td valign=\"bottom\">55)<\/td>\n<td valign=\"bottom\">Chieti<\/td>\n<td valign=\"bottom\">22.609,22<\/td>\n<td valign=\"bottom\">90,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">2)<\/td>\n<td valign=\"bottom\">Bolzano\/Bozen<\/td>\n<td valign=\"bottom\">39.298,94<\/td>\n<td valign=\"bottom\">156,8<\/td>\n<td valign=\"bottom\">56)<\/td>\n<td valign=\"bottom\">Pesaro e Urbino<\/td>\n<td valign=\"bottom\">22.591,77<\/td>\n<td valign=\"bottom\">90,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">3)<\/td>\n<td valign=\"bottom\">Bologna<\/td>\n<td valign=\"bottom\">35.249,09<\/td>\n<td valign=\"bottom\">140,7<\/td>\n<td valign=\"bottom\">57)<\/td>\n<td valign=\"bottom\">Grosseto<\/td>\n<td valign=\"bottom\">22.029,80<\/td>\n<td valign=\"bottom\">87,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">4)<\/td>\n<td valign=\"bottom\">Valle d&#8217;Aosta\/Vall\u00e9e d&#8217;Aoste<\/td>\n<td valign=\"bottom\">33.602,14<\/td>\n<td valign=\"bottom\">134,1<\/td>\n<td valign=\"bottom\">58)<\/td>\n<td valign=\"bottom\">Pistoia<\/td>\n<td valign=\"bottom\">21.913,21<\/td>\n<td valign=\"bottom\">87,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">5)<\/td>\n<td valign=\"bottom\">Modena<\/td>\n<td valign=\"bottom\">32.948,73<\/td>\n<td valign=\"bottom\">131,5<\/td>\n<td valign=\"bottom\">59)<\/td>\n<td valign=\"bottom\">Pescara<\/td>\n<td valign=\"bottom\">21.666,26<\/td>\n<td valign=\"bottom\">86,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">6)<\/td>\n<td valign=\"bottom\">Parma<\/td>\n<td valign=\"bottom\">32.828,79<\/td>\n<td valign=\"bottom\">131,0<\/td>\n<td valign=\"bottom\">60)<\/td>\n<td valign=\"bottom\">Terni<\/td>\n<td valign=\"bottom\">21.638,93<\/td>\n<td valign=\"bottom\">86,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">7)<\/td>\n<td valign=\"bottom\">Roma<\/td>\n<td valign=\"bottom\">32.816,19<\/td>\n<td valign=\"bottom\">131,0<\/td>\n<td valign=\"bottom\">61)<\/td>\n<td valign=\"bottom\">L&#8217;Aquila<\/td>\n<td valign=\"bottom\">21.548,72<\/td>\n<td valign=\"bottom\">86,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">8)<\/td>\n<td valign=\"bottom\">Firenze<\/td>\n<td valign=\"bottom\">32.355,14<\/td>\n<td valign=\"bottom\">129,1<\/td>\n<td valign=\"bottom\">62)<\/td>\n<td valign=\"bottom\">Macerata<\/td>\n<td valign=\"bottom\">21.514,99<\/td>\n<td valign=\"bottom\">85,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">9)<\/td>\n<td valign=\"bottom\">Trento<\/td>\n<td valign=\"bottom\">32.213,35<\/td>\n<td valign=\"bottom\">128,6<\/td>\n<td valign=\"bottom\">63)<\/td>\n<td valign=\"bottom\">Massa-Carrara<\/td>\n<td valign=\"bottom\">21.391,85<\/td>\n<td valign=\"bottom\">85,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">10)<\/td>\n<td valign=\"bottom\">Reggio nell&#8217;Emilia<\/td>\n<td valign=\"bottom\">30.619,72<\/td>\n<td valign=\"bottom\">122,2<\/td>\n<td valign=\"bottom\">64)<\/td>\n<td valign=\"bottom\">Potenza<\/td>\n<td valign=\"bottom\">21.352,01<\/td>\n<td valign=\"bottom\">85,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">11)<\/td>\n<td valign=\"bottom\">Genova<\/td>\n<td valign=\"bottom\">30.247,93<\/td>\n<td valign=\"bottom\">120,7<\/td>\n<td valign=\"bottom\">65)<\/td>\n<td valign=\"bottom\">Rovigo<\/td>\n<td valign=\"bottom\">21.264,38<\/td>\n<td valign=\"bottom\">84,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">12)<\/td>\n<td valign=\"bottom\">Trieste<\/td>\n<td valign=\"bottom\">30.201,23<\/td>\n<td valign=\"bottom\">120,5<\/td>\n<td valign=\"bottom\">66)<\/td>\n<td valign=\"bottom\">Verbano-Cusio-Ossola<\/td>\n<td valign=\"bottom\">21.155,12<\/td>\n<td valign=\"bottom\">84,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">13)<\/td>\n<td valign=\"bottom\">Brescia<\/td>\n<td valign=\"bottom\">29.055,02<\/td>\n<td valign=\"bottom\">116,0<\/td>\n<td valign=\"bottom\">67)<\/td>\n<td valign=\"bottom\">Fermo<\/td>\n<td valign=\"bottom\">21.081,20<\/td>\n<td valign=\"bottom\">84,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">14)<\/td>\n<td valign=\"bottom\">Verona<\/td>\n<td valign=\"bottom\">28.808,81<\/td>\n<td valign=\"bottom\">115,0<\/td>\n<td valign=\"bottom\">68)<\/td>\n<td valign=\"bottom\">Imperia<\/td>\n<td valign=\"bottom\">20.698,70<\/td>\n<td valign=\"bottom\">82,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">15)<\/td>\n<td valign=\"bottom\">Vicenza<\/td>\n<td valign=\"bottom\">28.780,99<\/td>\n<td valign=\"bottom\">114,9<\/td>\n<td valign=\"bottom\">69)<\/td>\n<td valign=\"bottom\">Pavia<\/td>\n<td valign=\"bottom\">20.314,87<\/td>\n<td valign=\"bottom\">81,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">16)<\/td>\n<td valign=\"bottom\">Padova<\/td>\n<td valign=\"bottom\">28.703,74<\/td>\n<td valign=\"bottom\">114,5<\/td>\n<td valign=\"bottom\">70)<\/td>\n<td valign=\"bottom\">Ascoli Piceno<\/td>\n<td valign=\"bottom\">20.230,83<\/td>\n<td valign=\"bottom\">80,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">17)<\/td>\n<td valign=\"bottom\">Treviso<\/td>\n<td valign=\"bottom\">28.444,46<\/td>\n<td valign=\"bottom\">113,5<\/td>\n<td valign=\"bottom\">71)<\/td>\n<td valign=\"bottom\">Teramo<\/td>\n<td valign=\"bottom\">20.195,16<\/td>\n<td valign=\"bottom\">80,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">18)<\/td>\n<td valign=\"bottom\">Torino<\/td>\n<td valign=\"bottom\">28.261,04<\/td>\n<td valign=\"bottom\">112,8<\/td>\n<td valign=\"bottom\">72)<\/td>\n<td valign=\"bottom\">Latina<\/td>\n<td valign=\"bottom\">19.934,09<\/td>\n<td valign=\"bottom\">79,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">19)<\/td>\n<td valign=\"bottom\">Piacenza<\/td>\n<td valign=\"bottom\">28.025,69<\/td>\n<td valign=\"bottom\">111,8<\/td>\n<td valign=\"bottom\">73)<\/td>\n<td valign=\"bottom\">Bari<\/td>\n<td valign=\"bottom\">19.701,56<\/td>\n<td valign=\"bottom\">78,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">20)<\/td>\n<td valign=\"bottom\">Bergamo<\/td>\n<td valign=\"bottom\">27.751,18<\/td>\n<td valign=\"bottom\">110,7<\/td>\n<td valign=\"bottom\">74)<\/td>\n<td valign=\"bottom\">Frosinone<\/td>\n<td valign=\"bottom\">19.368,20<\/td>\n<td valign=\"bottom\">77,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">21)<\/td>\n<td valign=\"bottom\">Ravenna<\/td>\n<td valign=\"bottom\">27.694,61<\/td>\n<td valign=\"bottom\">110,5<\/td>\n<td valign=\"bottom\">75)<\/td>\n<td valign=\"bottom\">Viterbo<\/td>\n<td valign=\"bottom\">19.331,03<\/td>\n<td valign=\"bottom\">77,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">22)<\/td>\n<td valign=\"bottom\">Forl\u00ec-Cesena<\/td>\n<td valign=\"bottom\">27.669,62<\/td>\n<td valign=\"bottom\">110,4<\/td>\n<td valign=\"bottom\">76)<\/td>\n<td valign=\"bottom\">Isernia<\/td>\n<td valign=\"bottom\">18.688,61<\/td>\n<td valign=\"bottom\">74,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">23)<\/td>\n<td valign=\"bottom\">Prato<\/td>\n<td valign=\"bottom\">27.362,26<\/td>\n<td valign=\"bottom\">109,2<\/td>\n<td valign=\"bottom\">77)<\/td>\n<td valign=\"bottom\">Campobasso<\/td>\n<td valign=\"bottom\">18.669,28<\/td>\n<td valign=\"bottom\">74,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">24)<\/td>\n<td valign=\"bottom\">Cuneo<\/td>\n<td valign=\"bottom\">27.280,76<\/td>\n<td valign=\"bottom\">108,9<\/td>\n<td valign=\"bottom\">78)<\/td>\n<td valign=\"bottom\">Rieti<\/td>\n<td valign=\"bottom\">17.271,63<\/td>\n<td valign=\"bottom\">68,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">25)<\/td>\n<td valign=\"bottom\">Udine<\/td>\n<td valign=\"bottom\">27.195,32<\/td>\n<td valign=\"bottom\">108,5<\/td>\n<td valign=\"bottom\">79)<\/td>\n<td valign=\"bottom\">Sassari<\/td>\n<td valign=\"bottom\">17.188,95<\/td>\n<td valign=\"bottom\">68,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">26)<\/td>\n<td valign=\"bottom\">Pordenone<\/td>\n<td valign=\"bottom\">27.191,90<\/td>\n<td valign=\"bottom\">108,5<\/td>\n<td valign=\"bottom\">80)<\/td>\n<td valign=\"bottom\">Catanzaro<\/td>\n<td valign=\"bottom\">17.040,11<\/td>\n<td valign=\"bottom\">68,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">27)<\/td>\n<td valign=\"bottom\">Venezia<\/td>\n<td valign=\"bottom\">27.175,92<\/td>\n<td valign=\"bottom\">108,5<\/td>\n<td valign=\"bottom\">81)<\/td>\n<td valign=\"bottom\">Matera<\/td>\n<td valign=\"bottom\">16.979,04<\/td>\n<td valign=\"bottom\">67,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">28)<\/td>\n<td valign=\"bottom\">Lecco<\/td>\n<td valign=\"bottom\">27.071,47<\/td>\n<td valign=\"bottom\">108,0<\/td>\n<td valign=\"bottom\">82)<\/td>\n<td valign=\"bottom\">Palermo<\/td>\n<td valign=\"bottom\">16.755,35<\/td>\n<td valign=\"bottom\">66,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">29)<\/td>\n<td valign=\"bottom\">Mantova<\/td>\n<td valign=\"bottom\">26.894,36<\/td>\n<td valign=\"bottom\">107,3<\/td>\n<td valign=\"bottom\">83)<\/td>\n<td valign=\"bottom\">Napoli<\/td>\n<td valign=\"bottom\">16.709,75<\/td>\n<td valign=\"bottom\">66,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">30)<\/td>\n<td valign=\"bottom\">Pisa<\/td>\n<td valign=\"bottom\">26.865,88<\/td>\n<td valign=\"bottom\">107,2<\/td>\n<td valign=\"bottom\">84)<\/td>\n<td valign=\"bottom\">Salerno<\/td>\n<td valign=\"bottom\">16.581,26<\/td>\n<td valign=\"bottom\">66,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">31)<\/td>\n<td valign=\"bottom\">Siena<\/td>\n<td valign=\"bottom\">26.859,16<\/td>\n<td valign=\"bottom\">107,2<\/td>\n<td valign=\"bottom\">85)<\/td>\n<td valign=\"bottom\">Catania<\/td>\n<td valign=\"bottom\">16.458,76<\/td>\n<td valign=\"bottom\">65,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">32)<\/td>\n<td valign=\"bottom\">Cremona<\/td>\n<td valign=\"bottom\">26.721,74<\/td>\n<td valign=\"bottom\">106,6<\/td>\n<td valign=\"bottom\">86)<\/td>\n<td valign=\"bottom\">Taranto<\/td>\n<td valign=\"bottom\">16.308,69<\/td>\n<td valign=\"bottom\">65,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">33)<\/td>\n<td valign=\"bottom\">Belluno<\/td>\n<td valign=\"bottom\">26.679,08<\/td>\n<td valign=\"bottom\">106,5<\/td>\n<td valign=\"bottom\">87)<\/td>\n<td valign=\"bottom\">Nuoro<\/td>\n<td valign=\"bottom\">16.244,30<\/td>\n<td valign=\"bottom\">64,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">34)<\/td>\n<td valign=\"bottom\">Varese<\/td>\n<td valign=\"bottom\">25.876,62<\/td>\n<td valign=\"bottom\">103,3<\/td>\n<td valign=\"bottom\">88)<\/td>\n<td valign=\"bottom\">Ragusa<\/td>\n<td valign=\"bottom\">16.166,35<\/td>\n<td valign=\"bottom\">64,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">35)<\/td>\n<td valign=\"bottom\">Ancona<\/td>\n<td valign=\"bottom\">25.756,60<\/td>\n<td valign=\"bottom\">102,8<\/td>\n<td valign=\"bottom\">89)<\/td>\n<td valign=\"bottom\">Oristano<\/td>\n<td valign=\"bottom\">16.052,05<\/td>\n<td valign=\"bottom\">64,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">36)<\/td>\n<td valign=\"bottom\">Novara<\/td>\n<td valign=\"bottom\">25.556,29<\/td>\n<td valign=\"bottom\">102,0<\/td>\n<td valign=\"bottom\">90)<\/td>\n<td valign=\"bottom\">Avellino<\/td>\n<td valign=\"bottom\">16.033,51<\/td>\n<td valign=\"bottom\">64,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">37)<\/td>\n<td valign=\"bottom\">La Spezia<\/td>\n<td valign=\"bottom\">25.380,05<\/td>\n<td valign=\"bottom\">101,3<\/td>\n<td valign=\"bottom\">91)<\/td>\n<td valign=\"bottom\">Messina<\/td>\n<td valign=\"bottom\">15.684,34<\/td>\n<td valign=\"bottom\">62,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">38)<\/td>\n<td valign=\"bottom\">Rimini<\/td>\n<td valign=\"bottom\">25.377,09<\/td>\n<td valign=\"bottom\">101,3<\/td>\n<td valign=\"bottom\">92)<\/td>\n<td valign=\"bottom\">Foggia<\/td>\n<td valign=\"bottom\">15.680,81<\/td>\n<td valign=\"bottom\">62,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">39)<\/td>\n<td valign=\"bottom\">Lucca<\/td>\n<td valign=\"bottom\">25.292,80<\/td>\n<td valign=\"bottom\">100,9<\/td>\n<td valign=\"bottom\">93)<\/td>\n<td valign=\"bottom\">Benevento<\/td>\n<td valign=\"bottom\">15.636,38<\/td>\n<td valign=\"bottom\">62,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">40)<\/td>\n<td valign=\"bottom\">Cagliari<\/td>\n<td valign=\"bottom\">25.280,43<\/td>\n<td valign=\"bottom\">100,9<\/td>\n<td valign=\"bottom\">94)<\/td>\n<td valign=\"bottom\">Siracusa<\/td>\n<td valign=\"bottom\">15.610,11<\/td>\n<td valign=\"bottom\">62,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">41)<\/td>\n<td valign=\"bottom\">Monza e della Brianza<\/td>\n<td valign=\"bottom\">24.946,41<\/td>\n<td valign=\"bottom\">99,6<\/td>\n<td valign=\"bottom\">95)<\/td>\n<td valign=\"bottom\">Reggio Calabria<\/td>\n<td valign=\"bottom\">15.395,27<\/td>\n<td valign=\"bottom\">61,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">42)<\/td>\n<td valign=\"bottom\">Savona<\/td>\n<td valign=\"bottom\">24.719,73<\/td>\n<td valign=\"bottom\">98,6<\/td>\n<td valign=\"bottom\">96)<\/td>\n<td valign=\"bottom\">Brindisi<\/td>\n<td valign=\"bottom\">15.016,63<\/td>\n<td valign=\"bottom\">59,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">43)<\/td>\n<td valign=\"bottom\">Arezzo<\/td>\n<td valign=\"bottom\">24.363,56<\/td>\n<td valign=\"bottom\">97,2<\/td>\n<td valign=\"bottom\">97)<\/td>\n<td valign=\"bottom\">Crotone<\/td>\n<td valign=\"bottom\">14.768,33<\/td>\n<td valign=\"bottom\">58,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">44)<\/td>\n<td valign=\"bottom\">Sondrio<\/td>\n<td valign=\"bottom\">24.342,84<\/td>\n<td valign=\"bottom\">97,1<\/td>\n<td valign=\"bottom\">98)<\/td>\n<td valign=\"bottom\">Trapani<\/td>\n<td valign=\"bottom\">14.619,63<\/td>\n<td valign=\"bottom\">58,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">45)<\/td>\n<td valign=\"bottom\">Gorizia<\/td>\n<td valign=\"bottom\">24.306,94<\/td>\n<td valign=\"bottom\">97,0<\/td>\n<td valign=\"bottom\">99)<\/td>\n<td valign=\"bottom\">Lecce<\/td>\n<td valign=\"bottom\">14.546,22<\/td>\n<td valign=\"bottom\">58,1<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">46)<\/td>\n<td valign=\"bottom\">Como<\/td>\n<td valign=\"bottom\">24.033,70<\/td>\n<td valign=\"bottom\">95,9<\/td>\n<td valign=\"bottom\">100)<\/td>\n<td valign=\"bottom\">Enna<\/td>\n<td valign=\"bottom\">14.381,20<\/td>\n<td valign=\"bottom\">57,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">47)<\/td>\n<td valign=\"bottom\">Alessandria<\/td>\n<td valign=\"bottom\">23.841,45<\/td>\n<td valign=\"bottom\">95,1<\/td>\n<td valign=\"bottom\">101)<\/td>\n<td valign=\"bottom\">Caltanissetta<\/td>\n<td valign=\"bottom\">13.875,35<\/td>\n<td valign=\"bottom\">55,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">48)<\/td>\n<td valign=\"bottom\">Livorno<\/td>\n<td valign=\"bottom\">23.780,39<\/td>\n<td valign=\"bottom\">94,9<\/td>\n<td valign=\"bottom\">102)<\/td>\n<td valign=\"bottom\">Caserta<\/td>\n<td valign=\"bottom\">13.841,53<\/td>\n<td valign=\"bottom\">55,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">49)<\/td>\n<td valign=\"bottom\">Biella<\/td>\n<td valign=\"bottom\">23.448,14<\/td>\n<td valign=\"bottom\">93,6<\/td>\n<td valign=\"bottom\">103)<\/td>\n<td valign=\"bottom\">Cosenza<\/td>\n<td valign=\"bottom\">13.643,25<\/td>\n<td valign=\"bottom\">54,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">50)<\/td>\n<td valign=\"bottom\">Vercelli<\/td>\n<td valign=\"bottom\">23.387,12<\/td>\n<td valign=\"bottom\">93,3<\/td>\n<td valign=\"bottom\">104)<\/td>\n<td valign=\"bottom\">Vibo Valentia<\/td>\n<td valign=\"bottom\">13.584,20<\/td>\n<td valign=\"bottom\">54,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">51)<\/td>\n<td valign=\"bottom\">Asti<\/td>\n<td valign=\"bottom\">23.152,32<\/td>\n<td valign=\"bottom\">92,4<\/td>\n<td valign=\"bottom\">105)<\/td>\n<td valign=\"bottom\">Agrigento<\/td>\n<td valign=\"bottom\">13.525,65<\/td>\n<td valign=\"bottom\">54,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">52)<\/td>\n<td valign=\"bottom\">Perugia<\/td>\n<td valign=\"bottom\">23.084,04<\/td>\n<td valign=\"bottom\">92,1<\/td>\n<td valign=\"bottom\">106)<\/td>\n<td valign=\"bottom\">Barletta-Andria-Trani<\/td>\n<td valign=\"bottom\">13.397,48<\/td>\n<td valign=\"bottom\">53,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">53)<\/td>\n<td valign=\"bottom\">Ferrara<\/td>\n<td valign=\"bottom\">22.996,56<\/td>\n<td valign=\"bottom\">91,8<\/td>\n<td valign=\"bottom\">107)<\/td>\n<td valign=\"bottom\">Sud Sardegna<\/td>\n<td valign=\"bottom\">12.968,01<\/td>\n<td valign=\"bottom\">51,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">54)<\/td>\n<td valign=\"bottom\">Lodi<\/td>\n<td valign=\"bottom\">22.988,20<\/td>\n<td valign=\"bottom\">91,7<\/td>\n<td valign=\"bottom\"><\/td>\n<td valign=\"bottom\"><b>ITALIA<\/b><\/td>\n<td valign=\"bottom\"><b>25.058,02<\/b><\/td>\n<td valign=\"bottom\"><b>100,0<\/b><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><i>Fonte: Centro Studi delle Camere di Commercio Guglielmo Tagliacarne-Unioncamere<\/i><\/p>\n<p><b>Variazioni del valore aggiunto a prezzi base e correnti fra 2019 e 2020 in alcuni cluster di province individuati secondo varie caratterizzazioni<\/b><\/p>\n<table cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td valign=\"middle\"><\/td>\n<td valign=\"middle\">Sotto la media nazionale<\/td>\n<td valign=\"middle\">Sopra la media nazionale<\/td>\n<td valign=\"middle\">Differenziale<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto artigiano<\/td>\n<td valign=\"bottom\">-6,3<\/td>\n<td valign=\"bottom\">-7,8<\/td>\n<td valign=\"bottom\">-1,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto delle piccole imprese (0-49 addetti)<\/td>\n<td valign=\"bottom\">-6,7<\/td>\n<td valign=\"bottom\">-7,5<\/td>\n<td valign=\"bottom\">-0,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto manifatturiero<\/td>\n<td valign=\"bottom\">-6,4<\/td>\n<td valign=\"bottom\">-7,9<\/td>\n<td valign=\"bottom\">-1,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto agroalimentare<\/td>\n<td valign=\"bottom\">-7,1<\/td>\n<td valign=\"bottom\">-7,1<\/td>\n<td valign=\"bottom\">0,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto del tessile e abbigliamento<\/td>\n<td valign=\"bottom\">-6,7<\/td>\n<td valign=\"bottom\">-8,1<\/td>\n<td valign=\"bottom\">-1,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto del Sistema Produttivo Culturale e creativo (al netto di Milano e Roma)<\/td>\n<td valign=\"bottom\">-7,3<\/td>\n<td valign=\"bottom\">-7,9<\/td>\n<td valign=\"bottom\">-0,6<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto proveniente dalla blue economy<\/td>\n<td valign=\"bottom\">-7,5<\/td>\n<td valign=\"bottom\">-6,6<\/td>\n<td valign=\"bottom\">-0,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Percentuale di imprese che hanno investito in tecnologie green fra 2016 e 2020<\/td>\n<td valign=\"bottom\">-7,2<\/td>\n<td valign=\"bottom\">-7,1<\/td>\n<td valign=\"bottom\">0,2<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Incidenza del valore aggiunto proveniente dalla PA<\/td>\n<td valign=\"bottom\">-7,6<\/td>\n<td valign=\"bottom\">-6,6<\/td>\n<td valign=\"bottom\">1,0<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><i>Fonte: Centro Studi delle Camere di Commercio Guglielmo Tagliacarne-Unioncamere<\/i><\/p>\n<p><b>Variazioni percentuali del valore aggiunto ai prezzi base e correnti nelle 16 province con la maggiore incidenza di valore aggiunto proveniente dal comparto tessile e abbigliamento<\/b><\/p>\n<table cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td valign=\"bottom\">Vercelli<\/td>\n<td valign=\"bottom\">-8,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Como<\/td>\n<td valign=\"bottom\">-8,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Mantova<\/td>\n<td valign=\"bottom\">-9,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Vicenza<\/td>\n<td valign=\"bottom\">-8,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Rovigo<\/td>\n<td valign=\"bottom\">-11,7<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Macerata<\/td>\n<td valign=\"bottom\">-12,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Ascoli Piceno<\/td>\n<td valign=\"bottom\">-11,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Pistoia<\/td>\n<td valign=\"bottom\">-9,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Firenze<\/td>\n<td valign=\"bottom\">-9,8<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Pisa<\/td>\n<td valign=\"bottom\">-9,0<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Arezzo<\/td>\n<td valign=\"bottom\">-8,9<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Teramo<\/td>\n<td valign=\"bottom\">-7,4<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Biella<\/td>\n<td valign=\"bottom\">-7,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Prato<\/td>\n<td valign=\"bottom\">-9,5<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Fermo<\/td>\n<td valign=\"bottom\">-7,3<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Barletta-Andria-Trani<\/td>\n<td valign=\"bottom\">-10,6<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><b>Variazioni del valore aggiunto a prezzi base e correnti fra 2019 e 2020 nelle province classificate secondo la quota percentuale di addetti alle attivit\u00e0 sospese durante il lockdown<\/b><\/p>\n<table cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td rowspan=\"2\" valign=\"middle\"><\/td>\n<td colspan=\"2\" valign=\"middle\">Percentuale di addetti alle attivit\u00e0 sospese<\/td>\n<td rowspan=\"2\" valign=\"middle\">Differenziale<\/td>\n<\/tr>\n<tr>\n<td valign=\"middle\">Sotto la media nazionale<\/td>\n<td valign=\"middle\">Sopra la media nazionale<\/td>\n<\/tr>\n<tr>\n<td valign=\"bottom\">Variazione percentuale del valore aggiunto fra 2019 e 2020<\/td>\n<td valign=\"bottom\">-6,4<\/td>\n<td valign=\"bottom\">-7,9<\/td>\n<td valign=\"bottom\">-1,5<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><i>Fonte: Centro Studi delle Camere di Commercio Guglielmo Tagliacarne-Unioncamere<\/i><\/p>\n<p><img decoding=\"async\" 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\" alt=\"pastedGraphic_1.png\" \/><\/p>\n<p>N.B. In rosso le province con variazioni del valore aggiunto peggiori della media e maggior peso delle attivit\u00e0 sospese (40), in blu quelle con variazioni del valore aggiunto migliori della media e minor peso delle attivit\u00e0 sospese (29).<\/p>\n<table cellspacing=\"0\" cellpadding=\"0\">\n<tbody>\n<tr>\n<td valign=\"top\"><b>Le 58 province\/citt\u00e0 metropolitane con una maggiore incidenza del valore aggiunto della Pubblica Amministrazione classificate secondo la variazione del valore aggiunto totale fra 2019 e 2020<\/b><\/td>\n<td valign=\"top\"><b>Le 52 province\/citt\u00e0 metropolitane italiane con una maggiore incidenza del valore aggiunto<span class=\"Apple-converted-space\">\u00a0 <\/span>manifatturiero classificate secondo la variazione del valore aggiunto totale fra 2019 e 2020<\/b><\/td>\n<td valign=\"top\"><b>Le 81 province\/citt\u00e0 metropolitane italiane con una maggiore incidenza del valore aggiunto delle imprese fino a 49 addetti classificate secondo la variazione del valore aggiunto totale fra 2019 e 2020<\/b><\/td>\n<\/tr>\n<tr>\n<td valign=\"top\"><img decoding=\"async\" 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\" alt=\"pastedGraphic_4.png\" \/><\/td>\n<\/tr>\n<tr>\n<td valign=\"top\"><b>N.B. In rosso le 27 province\/citt\u00e0 metropolitane con variazioni del valore aggiunto peggiori della media nazionale. <\/b><\/p>\n<p><b>In blu le 31 province\/citt\u00e0 metropolitane con variazioni del valore aggiunto migliori della media nazionale <\/b><\/p>\n<p><b>Fonte: Centro Studi Tagliacarne-Unioncamere<\/b><\/td>\n<td valign=\"top\"><b>N.B. In rosso le 35 province\/citt\u00e0 metropolitane con variazioni del valore aggiunto peggiori della media nazional. In blu le 17 province\/citt\u00e0 metropolitane con variazioni del valore aggiunto migliori della media nazionale <\/b><\/p>\n<p><b>Fonte: Centro Studi Tagliacarne-Unioncamere<\/b><\/td>\n<td valign=\"top\"><b>N.B. In rosso le 47 province\/citt\u00e0 metropolitane con variazioni del valore aggiunto peggiori della media nazional. In blu le 34 province\/citt\u00e0 metropolitane con variazioni del valore aggiunto migliori della media nazionale <\/b><\/p>\n<p><b>Fonte: Centro Studi Tagliacarne-Unioncamere<\/b><\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n","protected":false},"excerpt":{"rendered":"<p>Il Covid ha rimescolato la geografia dello sviluppo italiano. Sebbene tutte le province abbiano chiuso il 2020 con il segno meno davanti al dato sul valore aggiunto, a soffrire di pi\u00f9 sono stati: il Nord &#8211; 7,4%, le aree a maggiore vocazione industriale -7,9% (in particolare dove insistono i sistemi della moda e della cultura), [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":5002,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[56],"tags":[1720,68],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v22.2 - https:\/\/yoast.com\/wordpress\/plugins\/seo\/ -->\n<title>Valore aggiunto, Unioncamere: chiudono in rosso tutte le province italiane nel 2020\u00a0 -<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/www.italiaeconomiaonline.it\/web\/valore-aggiunto-unioncamere-chiudono-in-rosso-tutte-le-province-italiane-nel-2020\/\" \/>\n<meta property=\"og:locale\" content=\"it_IT\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Valore aggiunto, Unioncamere: chiudono in rosso tutte le province italiane nel 2020\u00a0 -\" \/>\n<meta property=\"og:description\" content=\"Il Covid ha rimescolato la geografia dello sviluppo italiano. Sebbene tutte le province abbiano chiuso il 2020 con il segno meno davanti al dato sul valore aggiunto, a soffrire di pi\u00f9 sono stati: il Nord &#8211; 7,4%, le aree a maggiore vocazione industriale -7,9% (in particolare dove insistono i sistemi della moda e della cultura), [&hellip;]\" \/>\n<meta property=\"og:url\" content=\"https:\/\/www.italiaeconomiaonline.it\/web\/valore-aggiunto-unioncamere-chiudono-in-rosso-tutte-le-province-italiane-nel-2020\/\" \/>\n<meta property=\"og:site_name\" content=\"ItaliaEconomiaOnline\" \/>\n<meta property=\"article:published_time\" content=\"2021-10-13T08:36:54+00:00\" \/>\n<meta property=\"og:image\" content=\"https:\/\/www.italiaeconomiaonline.it\/web\/wp-content\/uploads\/2021\/01\/Schermata-2021-01-03-alle-15.40.37.png\" \/>\n\t<meta property=\"og:image:width\" content=\"1360\" \/>\n\t<meta property=\"og:image:height\" content=\"890\" \/>\n\t<meta property=\"og:image:type\" content=\"image\/png\" \/>\n<meta name=\"author\" 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