di LUCIANO BARRA CARACCIOLO
1.1. Cosa resta, di fronte a un tale
discredito – auto-procurato nel più trito e scontato dei modi-, delle “
inderogabili” necessità “tecniche” sempre reclamate dalla Commissione come soluzioni ottimali (e quindi insindacabili) che,
come ben ci spiega Barroso, devono potersi imporre senza alcuna legittima resistenza degli stolidi parlamenti nazionali?
Se per la tutela ambientale e della salute questo risulta il
modus procedendi,
cosa è accaduto e cosa continua veramente ad accadere nei processi decisionali delle istituzioni UE sotto il ben più opinabile profilo politico-economico e fiscal-finanziario(rammentiamo infatti che Barroso parlò, come presidente della Commissione, del fiscal compact, in questi esatti termini;
sempre qui:
“non c’è miglior illustrazione, circa la INEVITABILITA’ del ruolo della Commissione dell’accordo intergovernativo chiamato Fiscal Treaty”).2. E’ arrivato, per “qualcuno” (e quel qualcuno non siamo certo noi) il momento di farsi delle domande ?
No, niente paura. O meglio, abbiatene ancora di più.
La critica alla “attendibilità” e alla trasparenza (eufemismo) dei processi decisionali tecnocratici delle istituzioni UE, pare obiettivamente corrispondere ad una ben prevedibilevalutazione di opportunità pre-elettorale.
3. Una plateale conferma di tutto ciò, l’abbiamo da
questa ulteriore notizia, che, se fosse compresa in tutta la sua portata, sarebbe una vera e propria bomba.
Dopo decenni di classifiche, neppure comprese in verità, sull’esercito dei dipendenti-pubblici-improduttivi (
consigliamo la rilettura di questo post del 2012), in Italia, e sull’esigenza di ridurne il numero, che si inserivano in questo quadretto:
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55rSbYP9sKWX9VFdd8HNW8jWbzS3bC3MQkQH++nUfiCf8Avmsf4Wf8j7Z/9c5f/QDRqaHwZ8UTMg2QxXQmXH/PJ+SB+DEfhXn0fcUavnY+wzG2KqVsC93BSXqm/wDgHoHxc1X7F4VjsUbEl9KFI/2F+Y/rt/OvKNS002XhLRLllw95Lcyf8BHlqP1DH8a6T4n30mteOIdMtvn8hUgRQeDI+Cf5qPwq78WbGPTLDw1Yw/6u3gkjX3wIxmtMR+8lOfRWX4nHk6+qUsLh/tVHKT9OV2/T7jsvhX/yIdr/ANdZf/QjXi+uXk2veKry4zue5uSsefTOFH4DAr2j4V/8iHa/9dZf/QjXiEJ/szxDGZhj7LdDeP8Adfn+VGJf7mmugsmiv7Rxk18Sen3v/JH0po2k22h6Tb6daoFjhQDIHLHux9yeav0isGUMpBBGQR3pa9ZJJWR+fTnKcnKbu3ufP3xN0SHRfFrm2QJBdxi4VFGApJIYD8Rn8a9V+G+pPqXgixaVi0kG6BifRT8v/juK8++MlwkniazgUgtFagt7Es3H5D9a7T4TQPF4IR2HE1xI6/Thf5qa86h7uKko7H2eaN1cioVKvxXX6/odzXCfFz/kSv8At6j/AJNXd1wnxc/5Er/t6j/k1dmI/hS9D53Jv+RhR/xI5T4L/wDIa1P/AK91/wDQq9mrxn4L/wDIa1P/AK91/wDQq9mrLBfwUdvE/wDyMp+i/I8Y+L3h+3sb+11e1jWMXZZJ1UYBcchvqRnP0966D4O6nJdeHruwkYsLOYFM9lcE4/MMfxqr8aLqNdM0u0yPMeZpcegAx/7NTPgrA62msXBHyO8SA+6hif8A0IVhFcuMtH+tD1asnW4cUqurTVv/AAK35XR5941/5HXWP+vp/wCde4aZ4t8OxaTZxvrdgrrAispnXIIUcda8P8a/8jrrH/X0/wDOuutfg7eXVnBcDV4FEsauAYTxkZ9ayoSqRqT9mrnoZpQwdbB4f63U5Elppe+i8memf8Jh4b/6Dun/APgQv+NaNhqNlqkBnsLqG5iDbC8ThgD1xkfUV5P/AMKWvf8AoMwf9+T/AI133grwzL4U0SSwluUuGedpt6KVABVRj/x2u6lUrSlacbI+Vx+Ey2lR5sNWc5drf8A87+M//If07/r1P/oRrr/hN/yI6f8AXxJ/SuQ+M/8AyH9O/wCvU/8AoRrr/hN/yI6f9fEn9K56X+9y/rsexjv+Seo+q/8Abjua5r4g/wDIh6t/1yH/AKEK6Wua+IP/ACIerf8AXIf+hCu2r/Dl6M+Yy/8A3yl/ij+aPKPhR/yPMP8A1wk/lXvlfLuiW2q3eorFo3n/AGwqSPIfY2O/ORXTf2D8RfTWP/As/wDxVebha7pwsotn2ue5TTxeKVSVeMNErPfr5nvlMllSGJ5ZGCxopZmPQAdTXiej6J4+j1uwkuhqv2dbmMy77oldgYZyN3Ixmu8+J+s/2V4OnhRsTXrfZ1x12nlj+QI/Gu2OIvCU3G1j5itlChiaeHp1VPn7dP63PJIRL42+IClw2L663MO6xDnH4IP0rd+LmjCx8RwX8SBYryIA4HG9MA/ptrG8CeItO8MavNqF/bzzv5XlxCIKdpJ5JyR2GPxNbnjjx7o/ivQ1tIbK8iuYpRJE8gXA7EHBz0P6CvNi4OjLmfvN3PtascVTzOkqUH7KMeXy1/ysvuPTvBOs/wBueErG7Zt0yp5U3rvXgk/Xg/jUXxB/5EPVv+uQ/wDQhXB/BvWfKvb3RpG+WZfPiB/vDhh+Ix/3zXefEH/kQ9W/65D/ANCFehCp7TDt+TPkMTg/qmcxprbni16Np/hseLeE/D//AAkltq9pEubuK3E9ufVlbG38QSPrit34V+JTpOtto905W2vWwm7jZN0H59Prip/gz/yMeof9en/s61W+KPhptG15dWtFKWt624lePLm6n6Z6/n6Vwwi4U41o9Nz6vE1qeJxlbLK+00nHydv6f39zuPi5/wAiV/29R/yasb4K/wDHnrH/AF0i/k1U/EXiQeJvhNFcOwN3BcxxXI/2gD830I5/P0q58Ff+PPWP+ukX8mroUlPFRkuq/wAzx5UJ4fIa1KorOM7fjE5T4qf8j5df9cov/QRVXxXok3h2/wBO1Oz3RwXkMd1A68eXJgFgPoTkexHpVr4qf8j5df8AXKL/ANBFeo6j4ej8TfDuzsSAJxaRSW7n+GQIMfgeh+tY+y9rOolutj0v7QWCw2DlP4JK0vRpa/L8rmn4T8QReJfD1vfrgTY2ToP4ZB1H07j2IrwvxV/yULUf+v4/+hVqfDnxFJ4a8TtYXpMdtdP5Myvx5cgOFJ9OeD9fasvxWMfELUc/8/p/nRWre1oxb3T1DLMu+o5lWjH4JRvH0vt8v8j2L4mf8k91T/tl/wCjUrzj4Qf8jnL/ANeb/wDoS16P8TP+Se6p/wBsv/RqV5v8ICB4zkz3s3x/30tbV/8Aeof13PNyr/kQ4j1f5RPda85+Mv8AyK9l/wBfo/8AQHr0avOPjKR/wjNiueTeA/8AjjV04r+DI8LIv+RjS9f0Mv4J/f1v6Qf+1K5v4qf8j5df9cov/QRXSfBMfNrh9oP/AGpXN/FT/kfLr/rlF/6CK4J/7nH1/wAz6/Df8lFW/wAK/KJ654C/5EbSP+uH9TXR1zngL/kRtI/64f1NdHXp0v4cfRHwuP8A97q/4pfmwr5q8a/8jrrH/X0/86+la+avGv8AyOusf9fT/wA648w+Bep9Jwd/vNT/AA/qj6J0j/kC2P8A17x/+girlU9I/wCQLY/9e8f/AKCKuV3x2R8pV/iS9WYvi3UX0nwnqd7E22SOAhGHZm+UH8yK8J8DaNHr3i6ytLhd1uCZZVP8SqM4/E4H417T8Q4GuPAWrIgyRGr/AIK6sf0FeUfCq5S38cwI5A86GSNc+uM/+y152K1xEIvb/gn2OQt08pxNWn8ev4R0/NnvqqqKFUBVAwABgAVDe2dvqNlNZ3USywTKUdG7g1PRXpWvofFqTi+ZPU+X7uKfw54lmjiciawuiEf1KNwf0r3XxtcLd/DjULlPuy2ySD6Eqa8Q8W3CXfi/V5oyCjXUgUjuAcZ/SvaPFMDW3wpuLdxh4rKJGHuNorycNoqiW3/Dn3+de9UwVSfxNr/239TyPwn4f/4SS21e0iXN3Fbie3Pqytjb+IJH1xW78K/Ep0nW20e6crbXrYTdxsm6D8+n1xU/wZ/5GPUP+vT/ANnWq3xR8NNo2vLq1opS1vW3Erx5c3U/TPX8/SohFwpxrR6bnXia1PE4ytllfaaTj5O39P7+53Hxc/5Er/t6j/k1Y3wV/wCPPWP+ukX8mqn4i8SDxN8Jorh2Bu4LmOK5H+0Afm+hHP5+lXPgr/x56x/10i/k1dCkp4qMl1X+Z48qE8PkNalUVnGdvxicp8VP+R8uv+uUX/oIr1zwF/yI2kf9cP6mvI/ip/yPl1/1yi/9BFeueAv+RG0j/rh/U0Yb/eZ/P8wzr/kTYX/t3/0lnR0UUV6J8YFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFeY/FPUPEmjz211p9/PDpsqbGEQA2SDPVgM8jpz2NenVFc20F5bSW9zCk0Mgw8ci5DD3FZ1qbnBxTsduX4uOFxEas4KSW6f9bnlfgz4pWttpqWHiGWfzYydt2QZN4Jz83fI9ea6e6+KPhS3hLx30lw4HEcUDgn/voAfrVO/wDhF4eu5GktpLuzJ/gjcMo/BgT+tU4vgzpCvmXU7119FCKfzwa5I/W4Ll0Z71V5BXqOs3OLetktPyf5nl832nxb4sla1gxNqFyWWMc7Qx7/AEHU+1eufFaMQ+A44l6JcRKPwBrpNB8J6N4bQ/2daBJWGGmc7nYfU9B7DAqTxF4etPE2l/2feyTxxeYJMwsA2Rn1B9acMLKNOSb96QsVnlGvjKEoRap0n8+n+R5f8F/+Q1qf/Xuv/oVWPjLrO+4sdFjbhB9olA9TkL+m78xXceGPA2meFLqe4sJ7uR5kCMJ3UgAHPGFFUda+GWj69q9xqV5e6j58xBYJIgUYAAAyh4wKXsKiw/s1uX/amCnm7xs2+VLTTra3+ZzPgD4faTq3hlNR1e2eWWeRjFiRkwg46A+oP6V1P/CrvCf/AED5P/AiT/GupsLKHTdPt7K3BENvGsaA9cAY596sVvDDU4xScVc8nFZ1jKtec4VZJNuyTasuh82eItPk8J+M54bYlPs06zWzHnC8MvPfHA/CveZ9Qi1XwXPfw/6u4sHkA9MoePw6VQ8S+AdJ8VX0V5ey3UU0cfl5t3VdwySM5U+prR0vw5a6T4dbRIbi5ktSroGlZS6h85AIAHc9qyo0J05yX2Wd+ZZph8bh6Em37WFr6b99flf5ni/ws/5H2z/65y/+gGun+M2k/wDIO1hF9baU/my/+zV1OgfDfR/DmrxalZ3N880YZQszoV5GD0UHv61u69odp4j0iXTb0yLDIVbdGQGUg5yCQR7dO9TDDS9g6ctzfFZ5RebU8XSb5Uknp63/ADPF/hpYS6345S9uSZBaq1xIzd26L+pB/Ct/41/6zRPpP/7JXeeF/B2m+E1uRYPcSNcFd7TsrHjOAMAccmm+KPBmneLWtTfzXUf2YME8hlGd2M5yp/uihYaSw7h1Yp53Qnm8MU7+zirLTyfT1Zm/Cv8A5EO1/wCusv8A6Ea4D4o+FZtM1qTWLeMtY3jbnYDiOU9Qfr1/E17BoGhWvhzSI9Ns5JnhjZmDTEFuTk9AB+lX5oIrmF4Z4klicbWR1BVh6EGtZYfnoqEt0cNHOHhcyqYqkrxk3p3Td/vPJPBvxTgsNOh03XI5SsKhIrmMbjtHQMOvHqPy710Oo/Fvw9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…Questo il dettaglio OCSE sui numeri del 2011 (ripetiamo ulteriormente ristretti, con le politiche l€uropee seguite in Italia, dalle manovre degli anni successivi):
Dall’esame dei dati OCSE 2011, quindi dalla fonte sopra linkata, prendiamo queste osservazioni: “Contrariamente a quanto ritiene gran parte dell’opinione pubblica, i dipendenti pubblici in Italia non sono troppi: sono troppo pochi. Nel 2011 (dati OECD) in Italia c’erano 3.435.000 dipendenti pubblici (di cui 320.000 precari, tra collaboratori e partite IVA), contro i 6.217.000 della Francia e i 5.785.000 del Regno Unito, paesi con una popolazione molto simile a quella dell’Italia e un pil non troppo superiore. Anche in Spagna e negli Stati Uniti i dipendenti pubblici pro capite sono più numerosi che in Italia (rispettivamente 65.6 e 71.1 per mille abitanti, contro i 56.9 dell’Italia). Solo il dato tedesco è apparentemente simile a quello italiano (54.7 per mille abitanti), ma esso è influenzato verso il basso dal regime privatistico del personale sanitario.
Se consideriamo il solo personale amministrativo, per avere in Italia lo stesso numero di dipendenti pubblici pro capite che c’è in Germania bisognerebbe ricorrere a 417.000 nuove assunzioni, a fronte di uno stock attuale di 1.337.000: un incremento del 31%. E per avere lo stesso numero di impiegati amministrativi pro capite degli USA bisognerebbe assumerne addirittura 1.310.000.”
4. Or dunque, dopo tutto questo, oggi, alla vigilia della presentazione delle linee fondamentali della manovra di stabilità (moderatamente pro-ciclica…), se ne escono appunto con questo titolo:
“Il governo pensa al concorsone Mezzo milione di statali in uscita nei prossimi 4 anni. L’esecutivo punta ad anticipare le uscite e ad assumere giovani nella pubblica amministrazione”.
E allora, come si concilia coi precedenti slogan, diktat e pseudo-dati?
5. Ma, guarda un po’, prima delle elezioni, 500.000 persone, specialmente i ggiovani(anzi, quali potenziali aspiranti, molte di più), potrebbero venir convinte che, se riuscissero a uscire da disoccupazione e precarietà, allora vorrà dire che non c’è piùcastacriccacorruzione (eh sì, questi sono i sillogismi correnti nell’opinione di massa che si orienta sui principali partiti, di opposizione inclusi; anzi, specialmente).
E quindi, verrà da pensare a tutti costoro, qualcuno ce l’avrà questo merito…
E questi nuovi sillogisti con prospettiva di mega-bandi, una volta che sia scritto nella legge di stabilità che si faranno i concorsoni, (e per quanto, quindi, ben lungi dall’essere assunti), saranno una nutrita schiera riconoscente: ma anche disponibile a rivedere, per se stessa (soltanto), l’idea che gli impiegati pubblici siano dei fannulloni e che “c’ha proprioraggione Checco Zalone“.
Naturalmente, SE lo faranno, i bandi saranno soggetti alla clausola rebus sic stantibus, relativa alla stabilità finanziaria&fiscale: ne L€uropa funziona così. Dovrebbero averlo accettato tutti che siamo governati dallo “stato di eccezione”, versione istituzional-€uropea della shock-doctrine.
E così, purtroppissimo, dopo le elezioni, nell’arco di lunghi e tempestosi anni della futura legislatura, potrebbe scappar fuori una nuova “crisi del debito pubblico” che si cura, – si sa, anche se è controfattuale-, tagliando la spesapubblicabrutta per rassicurare “i mercati”.
5.1. E poi, poi, non scherziamo: se, al delimitato scopo di mantenere (non incrementare!‘Nziamai), il numero dei pubblici dipendenti, già “tagliato” da 25 anni di blocchi del turn over, nonché abbondamentemente sotto la media degli Stati comparativamente significativi, si desse il via libera a tante-tante assunzioni (di mera conservazione degli organici attuali e…salvo crisi sopravvenute), temo che si arriverà a dire che il jobs act si applichi integralmente a tutto il pubblico impiego.
La flessibilità, in cambio di una pseudo-misura espansiva (e a malapena capace, semplicemente, di non incrementare l’attuale insufficienza e disfunzionalità delgi organici), parrà un ragionevole prezzo da pagare…
Ma dopo le elezioni; rigorosamente.
Fonte: http://orizzonte48.blogspot.it/2017/09/insindacabili-contraddizioni-le.html
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