Premiati enti locali in rosso

Con il Decreto del 22 dicembre 2009 del Ministero dell’Economia, pubblicato in Gazzetta Ufficiale il giorno 19 gennaio, è stato deciso che anche i comuni che sono in rosso a causa di una gestione insufficiente dei conti, riceveranno dei soldi comunque, solamente perchè le città in questione hanno tanti abitanti.

E’ questo quanto deciso con questo Decreto, che premia così chi non sa gestire i fondi, andando a creare un pericoloso precedente.

L’esempio di città che non hanno saputo tenere i conti in regola e riceveranno soldi come se fossero stati comuni virtuosi e ricchi sono quelli di Palermo e Catania, a cui andranno rispettivamente 1.562.860 euro e 983.411 euro.

Il caso di Catania è forse quello più eclatante: una città rimasta al buio perchè l’amministrazione non aveva i soldi per pagare le bollette, riceverà un premio di quasi un milione di euro, solamente per due parametri che descriviamo qui di seguito.

Vengono presi in considerazione l’autonomia finanziaria (rapporto di entrate tributarie ed extra-tributarie su quelle correnti) e la rigidità strutturale (quota di entrate correnti assorbita da costi del personale e spese per mutui e interessi).

Le città che invece più si sono distinte sono Milano, a cui andranno 6,8 milioni, Brescia (3,4), Venezia (2,7), Bologna (2,4) e Torino (2,2).

bandara yogyakarta internasionalaroma masakhidangan istimewainspirasi masakinfo alam indonesialiburan pariwisatajelajah alam indonesiawisata alam indonesiacek kesehatandunia edukasisolusi ekonomidunia skincarezona lifestylezona musikhidup trendiarsitek moderndesain ruangrambut sehatrevolusi teknologidunia mahasiswateknologi otomotifsahabat sehatgaya hidup sehatdokter keluargasolusi kulit sehatRambut Sehat BerkilauRambut Indah SehatTren Hidup SehatInspirasi Lifestyleinspirasi hidup sehatZona Musik IndonesiaDunia Musik Hitsmusik kitaInovasi OtomotifRevolusi Otomotifotomotif digitalgaya rumah murahArsitek Kreatifdesain ruanganbelajar bersamakebun indonesiatanaman indonesiakebun mandirikarya anak indonesiaide kreatifkreatif tanpa bataskreativitaskudunia kebundunia mistisalam mistiskisah mistissumber misteridunia misteriberita sejarahsejarah masa laluwarisan sejarahsejarah internasionalmisteri sejarahkulit sehatdaily skinskin care hariantren skin carerahasia glowingRahasia Kulit Mulusrekomendasi medanrekomendasi baliamritayogafoundationwulonzusbabyhttps://arewethereyetmum.com/ kaligrafi jawaspesial alat kesehatanhttps://www.nyetakbuku.com/portal beritaadler talenttoarcoUIPM Worldhttps://slemania.or.id/https://firdaus-malang.or.id/https://lazismupekalongan.or.id/atalayanew soccer fcsmart leadersnulebaksiufilm movieIkabi SurabayaIkabi MedanIkabi PalembangIkabi SemarangIkabi BatamIkabi PekanbaruIkabi BogorIkabi LampungIkabi MalangIkabi BalikpapanIkabi PontianakIkabi BanjarmasinIkabi DenpasarIkabi JambiIkabi SurakartaIkabi ManadoIkabi JayapuraIkabi BengkuluIkabi PaluIkabi SukabumiIkabi KendariIkabi AmbonIkabi DumaiIkabi BinjaiIkabi TegalIkabi SorongIkabi BanjarbaruIkabi Pematang SiantarIkabi SingkawangIkabi ProbolinggoIkabi Tanjung PinangIkabi Padang SidempuanIkabi BitungIkabi PasuruanIkabi TernateIkabi GorontaloIkabi SalatigaIkabi LhokseumaweIkabi PalopoIkabi MagelangIkabi SibolgaIkabi Mataramjlpt jakartajlpt bandungjlpt surabayajlpt medanjlpt yogyakartajlpt denpasarjlpt manadojlpt malangjlpt semarangjlpt makassarjlpt palembangjlpt bogorhttps://trentmcbride.com/https://serojavip.com/https://makmurvip.com/https://capcuslagi.work/https://lokaljp.com/Hobi BolaCAPCUSJPCLBKTOTOCLBKTOTOclbktotocapcusjpWright PrintingMultan CollegeForza Roma KoniPolitikosMr FlockMondoRealityGayPriderhttps://daftarinovasi.id/Juru Kulinerhttps://elmaddah.com/Touring NusantaraTips GadgetZona InvestasiBelajar CermatTrik BakeryNgopi Aja DuluResep Diet SehatPortal SepakbolaNarasi Teknohttps://elmemar.com/Solusi ParentingJurnal MisteriCerita DramaTren GamingRekomendasi KulinerSesi TeduhJaipur Hospitalhttps://smilink-dental.com/https://lapakcerita.com/https://arenaolahraga.id/https://sportku.id/https://trenberita.id/https://ruangcerita.id/https://lapakgadget.id/https://gama-est.com/https://faktapopuler.id/https://kabartravel.com/https://ruangkuliner.id/https://kabarmisteri.id/https://tipsparenting.id/https://mediatren.id/https://spotwisata.id/optimizaclickSnapchat Pro APKUnimar EADhttps://hot-shop-sale.com/HifzeQuran OnlineMCPEDLsouth punjab hospitaldienlanhniemtinvietluxury clubfloristeriasurtiflorespescheriabellavistasaliserphttps://hub-less.com/creatiwiselacteezeBlog de LUXURY CLUBMobengSMAN 1 KalasanUniblessAmupehttps://jwhartmakh.com/lazismupekalonganEpiltechsd islam attaqwa tangselSTT Abdi Sabdahttps://www.ibshospitals.com/https://kotobna.net/Institut Bisnis dan Ekonomi Indonesiahttps://sobek-store.com/https://saudi-click.com/https://colombo4d.comhttps://baladytex.com/https://eureka.deltawy.com/https://hegy-keys.com/https://emdad-aljanoub.com/https://moda-home.deltawy.com/https://nour-hayah.deltawy.com/https://pistaj.deltawy.com/https://refat-norelden.deltawy.com/awalnya iseng malah dikasihcara transformasi baris tengahmeja high roller dengansimbol kunci menuju jackpotstrategi betting berjenjang untukteknik rahasia budi tembustips manajemen emosi saatapakah fitur buy spinblueprint mahjong cara mengaturframe emas investigasi menghitunghigh stakes starlight strategikemenangan fantastis bedah memenprincess logic perbedaan perilakuthe bandits lucky wildblueprint navigasi baris tengahpada angka spesifik megaprotokol pencarian titik jenuhstudi kasus pengulangan polasuasana puasa penuh haruterus menerus bisa bikinthr lebaran cair bacarratanalisis scatter gantung caraframe emas investigasi menghitungmahjong masterclass cara memanfaatkanstrategi interupsi mengapa mengubahthe bandito roadmap mengapathe multiplier teknik menaikiwild bounty analysis perbedaanevaluasi komparatif perbedaan karakteristikexperimen multiplier menemukan efekobservasi prikologi menemukan caraoptimalisasi multiplier strategi mempertahankanriset rtp real timethe power of doublingwild bandito experiment menemukanaudit expected value luckydragon roadmap discovery menemukandragon tiger balance menyeimbangkanintegrasi mekanik klasik pengaruhlogika konversi probabilitas matematismanajemen siklus permainan mengidentifikasimatematika eksponensial bedah logika