tag:blogger.com,1999:blog-79470797358908524382024-03-13T05:40:33.455+01:00Ma sarà mai vero...Blog di discussioni sulla stupidità umana e sulla cucina, con digressioni sulla musica, la fisica, lo sport e la politica.paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.comBlogger255125tag:blogger.com,1999:blog-7947079735890852438.post-10679713318634386472019-03-22T11:13:00.003+01:002021-07-21T20:02:40.266+02:00HUAWEY, ma davvero li hanno progettati così male?<div class="separator" style="clear: both; text-align: justify;">
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQAbV1D6x2Nd90p44I-KghoJt_VGOYjv74PCgCanl67bL0YYM2EOQ" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per huawei y5" border="0" class="rg_ic rg_i" id="zSHoeb7pfGLm0M:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQAbV1D6x2Nd90p44I-KghoJt_VGOYjv74PCgCanl67bL0YYM2EOQ" style="height: 172px; margin-top: 0px; width: 175px;" /></a>Da vecchio softwarista (interessante questa parola italoinglese perché si pone il problema di come scriverla, softwerista o softwarista?) trovo quanto meno raccapricciante che un ARM multicore da svariate centinaia di MHz non sia in grado di gestire senza ritardi l'interfaccia operatore di un telefono, ma evidentemente la priorità di chi ha scritto Android e di chi lo ha implementato sui telefoni HUAWEY non era l'efficienza e noi ne prendiamo atto accettando, quando chiudiamo una telefonata,<br />
<a name='more'></a>che ci vogliano diversi secondo dalla pressione del tasto rosso perché il telefono se ne dia conto e termini effettivamente la comunicazione. La cosa non ha nessunissima giustificazione tecnica, si tratta solo di software mal scritto ma si tratterebbe di una pecca comunque accettabile se i softwaristi dagli occhi a mandorla si fossero presi la briga di svuotare il buffer degli eventi del touch screen <b>dopo </b>aver dato all'utente una <b>opportuna retroazione visiva</b>. Peccato però che i cinesi, che hanno evidentemente una forma mentis differente dalla nostra, non lo abbiano ritenuto necessario e così, quando chiamo col mio nuovo potentissimo HUAWEY Y5, succede quanto segue:<br />
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1) Entro nell'agenda premendo l'apposito tasto verde;<br />
2) Clicco sul nome che desidero chiamare;<br />
3) Effettuo la telefonata o, nel caso, decido di abortirla;<br />
4) Premo il tasto rosso per terminare la conversazione;<br />
5) La conversazione non termina in tempo ragionevole, mi viene il dubbio che la pressione non sia stata recepita e lo ripremo;<br />
6) Eventuali ripetizioni del punto 5;<br />
7) La conversazione termina e, siccome il telefono é di una lentezza inspiegabile, immediatamente non succede altro per cui lo metto in tasca convinto di aver terminato;<br />
8) Le pressioni rimaste in memoria vengono recepite dal telefono che chiama un numero (non l'ultimo chiamato) e, essendo ormai in tasca, mette in comunicazione il destinatario con i miei pantaloni.<br />
Conclusione: I telefoni HUAWEI, saranno anche economici e ben fatti ma <b>hanno un software terrificante</b> ed é bene lasciarli dove stanno (in negozio o, meglio ancora, in Cina).</div>
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P.S:</div>
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Si dice che i cinesi abbiano riempito i loro telefonini di back door che consentirebbero di spiare tutte le informazioni che girano sul telefonino stesso, di ascoltare tutte le conversazioni che vengono fatte vicino al telefonino e di entrare in tutte le reti alle quali il telefonino si collega. Si dice lo stesso, del resto, circa i telefoni coreani, quelli americani e così via. A noi, poveri utenti, resta l'opzione di scegliere a chi concedere di accedere a tutti i nostri dati riservati, ai coreani, ai cinesi, agli americani o ad eventuali altri ancora. Io, comunque, ho scelto di non portarmi il telefono in camera da letto, i cinesi potranno anche spiare le mie telefonate, ma non sapranno mai con certezza se russo o no.</div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-88607903717762961152016-09-20T05:25:00.002+02:002016-09-20T05:30:08.051+02:00El Calafate e el Perito Moreno.<div style="text-align: justify;">
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E dopo <a href="http://sarmaivero.blogspot.com.ar/2016/09/ushuaia-il-mondo-alla-fine-del-mondo.html" target="_blank">Ushuaia</a>, el Calafate, città simbolo della terra del fuoco. Quando Magellano giunse, per primo, in questo territorio che segna la fine dell'America australe, i fuochi accesi nell'interno dagli indigeni Yàmana per scaldarsi, il cui fumo era visibile dalle imbarcazioni, ardevano minacciosi, spingendo i superstiziosi marinai a chiamare questa terra prima "terra dei fumi" e, in seguito, "terra del fuoco", nome che le è rimasto da allora. Si tratta, in realtà, di un arcipelago, che, unito alla parte terminale del continente, forma la terra del fuoco, oggi in massima parte appartenente alla nazione Argentina e, in misura<br />
<a name='more'></a>minore, al Cile.</div>
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<a href="https://2.bp.blogspot.com/-oWvkQwGGLKs/V989vN76mqI/AAAAAAAADt0/P87FXjRRmno9zu03DP8mKpDVl8MOXlURACLcB/s1600/DSCN4433.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://2.bp.blogspot.com/-oWvkQwGGLKs/V989vN76mqI/AAAAAAAADt0/P87FXjRRmno9zu03DP8mKpDVl8MOXlURACLcB/s320/DSCN4433.JPG" width="320" /></a> La terra del fuoco, con le sue temperature rigide ed il vento che, perenne, la spazza, è una delle potenziali risorse per il futuro del pianeta. Energia eolica ed acqua a volontà, in un territorio quasi completamente disabitato la cui superficie è più o meno equivalente a quella dell'Italia, attende solo uno sfruttamento intelligente delle risorse per potersi trasformare nel "granaio" delle Americhe o, meglio, nel frutteto delle Americhe ma, in attesa della sua evoluzione, possiamo goderci il territorio selvaggio, talmente crudo ed arido che per l'allevamento di un solo animale sono necessari dai due ai tre ettari di terreno. Territorio dove si trovano, ai piedi delle Ande, gli immensi ghiacciai che formano il Lago Argentino, meta di turisti provenienti da ogni parte del globo.</div>
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<a href="https://1.bp.blogspot.com/-fjawY8toQRs/V98-OwQO5LI/AAAAAAAADuA/1LRY_BL_1qIkSRK1z6ETOM0s3C9sG_CJACLcB/s1600/DSCN4513.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="180" src="https://1.bp.blogspot.com/-fjawY8toQRs/V98-OwQO5LI/AAAAAAAADuA/1LRY_BL_1qIkSRK1z6ETOM0s3C9sG_CJACLcB/s320/DSCN4513.JPG" width="320" /></a> Al Calafate, è chiaro, si va per visitare il Perito Moreno e gli altri ghiacciai, meno famosi ma non meno imponenti, che scendono nelle chiare acque del lago, ed il Perito Moreno, in primis, lo si visita a piedi, attraverso un percorso di pochi chilometri che si svolge su di una passerella che lo fronteggia. La visione, inizialmente dall'alto, non rende l'idea dell'immensità del ghiacciaio fino a che non si scende a livello dell'acqua. Solo qui, infatti, ci si può rendere conto delle reali proporzioni e solo qui il continuo rumore del ghiaccio che si spacca può essere accompagnato, con un po' di fortuna, dalla vista di immense schegge di ghiaccio che crollano nelle acque del lago. Si tratta di uno spettacolo unico dove l'azzurro del ghiaccio, delle acque e del cielo dominano amplificando la sensazione di vivere al confine di un mondo magico, popolato da mitici giganti e dei.</div>
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<a href="https://4.bp.blogspot.com/-8qU-jEWmR7g/V98-ewgK91I/AAAAAAAADuE/PyB81KFqZbw-oaMyMXdzdiOU7yCV9xlpgCLcB/s1600/DSCN4632.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="180" src="https://4.bp.blogspot.com/-8qU-jEWmR7g/V98-ewgK91I/AAAAAAAADuE/PyB81KFqZbw-oaMyMXdzdiOU7yCV9xlpgCLcB/s320/DSCN4632.JPG" width="320" /></a> La gita al Perito Moreno, così chiamato in onore di Francisco Moreno, esploratore che per primo attraversò in lungo ed in largo la terra del fuoco e che dedicò, in tarda età, tutte le sue risorse economiche per la formazione di un parco atto a conservare le sue peculiarità, è solo il primo approccio ai ghiacci perenni. Conviene, infatti, acquistare un passaggio per il giro dei ghiacciai in catamarano, giro che dura circa 5 ore e che consente, in tutta comodità, di osservare dal lago diversi ghiacciai ed iceberg o "tempani", come sono detti dai locali. La gita, anche grazie al tempo splendido, si rivela spettacolare e, malgrado la velocità del catamarano, anche durante i trasferimenti si può restare in coperta senza soffrire il freddo.<br />
Il fatto è che, quando si visita la terra del fuoco, il tempo può cambiare con la rapidità di un fulmine e non è raro restare uno o due giorni rinchiusi in albergo. Per questo motivo ci si riserva sempre un giorno o due in più per ogni eventualità e, quando va tutto bene, bisogna trovare il modo migliore per occuparli. Fermo restando che, da bravi italiani, non vediamo nessun motivo per attraversare il pianeta e giungere alla fine del mondo solo per andare a sciare, decidiamo di visitare il parco de los glaciares partendo, per la nostra escursione, da El Chalten. Si tratta di un piccolo villaggio, a 3 ore di strada da El Calafate, strada che si può percorrere con un bus (si tratta di un "bus semicama", ovvero di un bus di linea con le poltrone reclinabili che consentono di farsi comodamente un pisolino durante il trasferimento) o in taxi. Il costo sembra più o meno lo stesso e quindi decidiamo per il bus che, malgrado l'ora antelucana della partenza, ci consente di restare uniti ed anche di riposare un po'.<br />
<a href="https://4.bp.blogspot.com/-Q_eO_zkEcPE/V-BsIa0nSKI/AAAAAAAADug/NxjDK20TleIRA26mJ5CIRjSB8eOFmi4IwCLcB/s1600/DSCN4727.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="213" src="https://4.bp.blogspot.com/-Q_eO_zkEcPE/V-BsIa0nSKI/AAAAAAAADug/NxjDK20TleIRA26mJ5CIRjSB8eOFmi4IwCLcB/s320/DSCN4727.JPG" width="320" /></a> Durante il viaggio possiamo vedere chilometri e chilometri di terra quasi brulla. L'unica vegetazione che resiste al vento, fortissimo, è sostanzialmente nana ed a lentissima crescita tanto che gli animali necessitano, per pascolare, di superfici enormi. Incontriamo Guanacos, qualche percora e qualche vacca ma, data la media di 3 ettari per animale, gli incontri sono veramente sporadici. Il panorama, invece, con la vista del lago argentino sullo sfondo, é meraviglioso.<br />
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<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-5dIFXY0jSEc/V-BuksUVaoI/AAAAAAAADus/2C0vYiU70zob98QleLxGV-u7XitqP0AswCLcB/s1600/ledma.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://4.bp.blogspot.com/-5dIFXY0jSEc/V-BuksUVaoI/AAAAAAAADus/2C0vYiU70zob98QleLxGV-u7XitqP0AswCLcB/s320/ledma.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Un ghiacciaio (credo il Ledma) compare improvvisamente durante<br />
l'escursione</td></tr>
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Giunti a El Chalten scopriamo, per la prima volta, cosa significhi il vento a queste latitudini. In una giornata di relativa calma quando si è investiti in pieno si fatica a restare in piedi, difficile pensare a come debba essere una vera bufera. Comunque, dopo qualche perplessità, ci infiliamo su per il sentiero che porta alla laguna Capri, l'unico, percorribile nel tempo che abbiamo a disposizione. Si tratta di circa quattro chilometri e mezzo all'andata ed altrettanti al ritorno con un dislivello totale fra il punto di partenza ed il punto più elevato di circa 450 m. Durante il percorso, per altro, il dislivello totale si assomma a circa 600 m all'andata ed altrettanti al ritorno il che, sommando la sosta per il pranzo, porta il tempo totale dell'escursione a circa 4 ore.<br />
<a href="https://1.bp.blogspot.com/-JtDSpOe1qXs/V-Bro7tUAgI/AAAAAAAADuc/dBZLhYQPnZYTIfV2F2OoAugj9v2wFne8gCLcB/s1600/picchi.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://1.bp.blogspot.com/-JtDSpOe1qXs/V-Bro7tUAgI/AAAAAAAADuc/dBZLhYQPnZYTIfV2F2OoAugj9v2wFne8gCLcB/s200/picchi.jpg" width="200" /></a> Il sentiero si snoda attraverso distese brulle battute dal vento e gole riparate che ospitano boschi nei quali i picchi provocano vere morie di alberi che poi, per il clima rigido e normalmente secco, impiegano anni per degradarsi trasformando con la loro presenza spettrale questi luoghi in scenari ideali per la fuga di Biancaneve dal castello della feroce matrigna. Riusciamo anche a scorgere, oltre che a sentire, una coppia di picchi al lavoro, ma fotografarli è una impresa.<br />
<a href="https://1.bp.blogspot.com/-mGssQCM0rrc/V-BqFFm76UI/AAAAAAAADuU/8UYGW3gN7ygYrrKk972RtaQlyuShVJDfwCLcB/s1600/biancaneve.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="133" src="https://1.bp.blogspot.com/-mGssQCM0rrc/V-BqFFm76UI/AAAAAAAADuU/8UYGW3gN7ygYrrKk972RtaQlyuShVJDfwCLcB/s200/biancaneve.jpg" width="200" /></a>Il tempo non è splendido e, specialmente durante il ritorno, incontriamo nevischio e pioggia leggeri ma sufficienti a bagnare per bene le nostre giacche a vento, al punto che decidiamo di rinunciare ad una seconda gitarella di un chilometro (due con il ritorno) perfettamente in piano e di attendere il bus nel rifugio con l'aiuto di un paio di ottime birre alla spina. Mentre ci riscaldiamo comodamente seduti di fianco ai caloriferi riflettiamo sul fatto che questa, forse, è stata l'unica gita dove il clima capriccioso di queste terre si è fatto sentire mostrandoci, in poche ore, una varietà stupefacente. Meglio non scherzare con il clima, da queste parti, ed avere sempre con sé gli abiti adatti al freddo perché in un attimo il tempo può cambiare, ancor più rapidamente che sulle Alpi.<br />
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<a href="https://2.bp.blogspot.com/-KBnmDhsXVG0/V-BsSFZhn_I/AAAAAAAADuk/_OOCmMXaxZ45MG6U1Fkh_1V8nGN5Id_mQCLcB/s1600/DSCN4733.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="133" src="https://2.bp.blogspot.com/-KBnmDhsXVG0/V-BsSFZhn_I/AAAAAAAADuk/_OOCmMXaxZ45MG6U1Fkh_1V8nGN5Id_mQCLcB/s200/DSCN4733.JPG" width="200" /></a></div>
Il consiglio che vorrei dare a chiunque desideri visitare questi luoghi è quello di organizzarsi per passare almeno una notte al rifugio. I prezzi sono modici (molto più economici che a El Calafate) ed il rifugio è bello e ben organizzato. Si può dormire in quadruple con uso del bagno comune o in doppie con bagno in camera ed usufruire dell'intera giornata per il trekking senza il timore di perdere la coincidenza per il rientro. Di tutti i sentieri possibili quello che noi abbiamo percorso è il più breve ma ce ne sono altri che richiedono anche più di otto ore per essere completati e volendo, ci si può organizzare per dormire nel parco. La birra, anche se mi sembra di averlo già detto, è ottima, nettamente al di sopra degli standard argentini.<br />
<a href="https://2.bp.blogspot.com/-gOziboiFLuA/V-Cr2JyQJKI/AAAAAAAADu8/MFqDnWOCQP8EWUQ0tF_PyMWcmxEG0NaZQCLcB/s1600/serra..jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://2.bp.blogspot.com/-gOziboiFLuA/V-Cr2JyQJKI/AAAAAAAADu8/MFqDnWOCQP8EWUQ0tF_PyMWcmxEG0NaZQCLcB/s320/serra..jpg" width="320" /></a> Un'ultima considerazione sulla terra del fuoco e su El Calafate, la vorrei fare. Innanzi tutto la città di El Calafate, a differenza di quella di Ushuaia, è assolutamente in crescita e non si trova sospesa nel tempo in attesa di qualcosa che non succederà mai. Qua lo spirito imprenditoriale è ammirabile ed il turismo è al centro di ogni iniziativa. Alberghi, ristoranti, locali, negozi di ricordini, mercati artigiani ed agenzie che propongono le gite più disparate, tutte sembrano lavorare congiuntamente per offrire il massimo a chi visita questi luoghi e, ovviamente, per vuotargli il più possibile le tasche. La qualità dei servizi è alta e non credo che se i nostri altoatesini, che io prendo sempre come riferimento per un turismo ben fatto e rispettoso della natura, avessero in mano queste risorse saprebbero poi fare di meglio. Diverso, invece, è il discorso relativo allo sfruttamento delle risorse naturali. In un posto come questo il vento costante potrebbe voler dire energia a volontà e la presenza di immensi quantitativi di acqua dolce unita ad un clima molto più mite di quanto si potrebbe pensare vista la latitudine, consentirebbe la coltivazione in serra di quasi tutte le specie fruttifere esistenti, <a href="http://sarmaivero.blogspot.com.ar/2012/08/perche-non-mangiare-le-banane-col.html" target="_blank">banane </a>comprese. Nell'ottica di una costante desertificazione del pianeta, mi sembra che avviare una sperimentazione tesa a rendere produttiva un'area così vasta dovrebbe essere un obiettivo primario del governo argentino che invece rimane in attesa di iniziative private, iniziative ben lungi da venire. Io, personalmente, se dovessi investire qualche milione di dollari non avrei dubbi in proposito, il futuro del pianeta è qui, dove acqua, spazio, luce solare ed energia sono disponibili in abbondanza e ad un costo irrisorio.</div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-11666899598454216212016-09-18T21:46:00.001+02:002016-09-19T01:14:04.691+02:00Ushuaia, il mondo alla fine del mondo.<br />
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Corso principale della città</div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> </span><span style="font-family: "arial" , "helvetica" , sans-serif;"> Ushuaia, Argentina, 3910 km di distanza dal polo Sud, la città più australe del mondo. </span><span style="font-family: "arial" , "helvetica" , sans-serif;">Non il centro abitato, attenzione, perché questo si trova in Cile ed è Puerto Toro, piccolo insediamento che conta un centinaio di abitanti principalmente dediti alla pesca del granchio reale del sud. Quando parliamo di Ushuaia, invece, parliamo di una vera e propria città completa di aeroporto, ospedale,</span><br />
<a name='more'></a>negozi, alberghi ed attività produttive, un luogo nel quale si potrebbe vivere e non sopravvivere, un luogo dove il clima, in considerazione alla posizione geografica, è insolitamente mite, dove i bambini possono giocare all'aperto, il mare è pescoso ed il turismo offre una continua fonte di reddito.<br />
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<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-DrZ2bMV5GeE/V97edgfOkSI/AAAAAAAADr0/ta5e49_auCciCqBjQtgbL0ZYZlhJdWnnACLcB/s1600/DSCN4026.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="font-family: "arial" , "helvetica" , sans-serif;"><img border="0" height="179" src="https://1.bp.blogspot.com/-DrZ2bMV5GeE/V97edgfOkSI/AAAAAAAADr0/ta5e49_auCciCqBjQtgbL0ZYZlhJdWnnACLcB/s320/DSCN4026.JPG" width="320" /></span></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Vista della baia di Ushuaia dall'aeroporto</span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Eppure, arrivando ad Ushuaia, la prima cosa che si nota è che la città sembra, come dire, non nata, in attesa di un divenire che non si è realizzato né, a quanto sembra, si realizzerà mai. Alberghi a cinque stelle vuoti, cattedrali nel deserto costruite in guisa di gigantesche baite tirolesi; una seggiovia che porta al ghiacciaio Marziale a lato di una pista da sci con una spettacolare vista sul mare costruita da anni ed abbandonata, pare, per disaccordi sindacali. Case e baracche che convivono pacificamente in una città priva di qualsiasi forma di piano regolatore, le prime in attesa di invecchiare diventando baracche e le seconde in attesa di un futuro migliore che le trasformi in case. Attività commerciali che spacciano ai turisti prodotti d'importazione a prezzi che gli abitanti del posto non possono certo affrontare e negozietti, più piccoli, che vendono ai turisti meno abbienti gadget di produzione cinese. </span></div>
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<a href="https://2.bp.blogspot.com/-bc2sewDgJjU/V97fK2XIHNI/AAAAAAAADsA/FDEck1SQWlYJlosw7RJHz4JJLjmVQq9CACLcB/s1600/DSCN4064.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="179" src="https://2.bp.blogspot.com/-bc2sewDgJjU/V97fK2XIHNI/AAAAAAAADsA/FDEck1SQWlYJlosw7RJHz4JJLjmVQq9CACLcB/s320/DSCN4064.JPG" width="320" /></a><a href="https://2.bp.blogspot.com/-bc2sewDgJjU/V97fK2XIHNI/AAAAAAAADsA/FDEck1SQWlYJlosw7RJHz4JJLjmVQq9CACLcB/s1600/DSCN4064.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="font-family: "arial" , "helvetica" , sans-serif;"></span></a><span style="font-family: "arial" , "helvetica" , sans-serif;"> Ristoranti, questo si, che presentano agli </span><span style="font-family: "arial" , "helvetica" , sans-serif;">avventori la squisita Centolla, granchio "ragno" gigante talmente grande che le zampe di un solo esemplare possono tranquillamente soddisfare la curiosità, se non la fame, di 8 persone e il rinomato "cordero patagonico", agnello o agnellone di produzione locale, magrissimo, cotto in fronte ad un fuoco di legna per 2-3 ore dal lato interno, per sciogliere il poco grasso presente nelle carni e terminato con un'ora di cottura dal lato della cotenna che deve risultare "biscottata" e saporitissima. Di ristoranti ce ne sono tanti e tutti di buon livello, con materie prime simili, del resto, é difficile riuscire a rovinare un piatto anche se, dopo aver mangiato la centolla, viene spontaneo domandarsi se, invece che limitarsi a bollirlo ed a presentarlo assieme ad un congruo numero di pinze da crostaceo, il granchione venisse preparato, che so, alla "catalana", circondato da verdure e salsine per mitigare il sapore dolce e un po' stucchevole della carne, il risultato non sarebbe nettamente migliore e, alla fine, una domanda similare ce la si pone di fronte al cordero. </span><br />
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<a href="https://4.bp.blogspot.com/-yBJJHFpeFec/V97ug0V41RI/AAAAAAAADtk/2CykLW7iKfATMQXVJO-6o3r6SUaOvC_owCLcB/s1600/DSCN4750.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="https://4.bp.blogspot.com/-yBJJHFpeFec/V97ug0V41RI/AAAAAAAADtk/2CykLW7iKfATMQXVJO-6o3r6SUaOvC_owCLcB/s200/DSCN4750.JPG" width="133" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;"> Voglio dire, lo so, gli antichi cuocevano la carne in questo modo ma siamo nel 2016, hanno già inventato da tempo lo spiedo ed il girarrosto. Da bravo italiano, dopo aver assaggiato il "porceddu" sardo, non posso fare a meno di pensare che se quello spettacolare "cordero" fosse stato infilato in uno "espiedo jiratorio" e cotto di fronte alla fiamma invece che crocefisso, il risultato sarebbe forse stato migliore ma qua ci si scontra con una curiosa caratteristica tipica dell'argentinità, l'orgoglio nazionale, quella cosa che fa si che l'argentino, anche l'argentino benestante, quello che ha girato il mondo e che dovrebbe essere obiettivo, difficilmente accetti di pensare che da qualche parte nel mondo ci sia qualcuno che fa le cose meglio di lui.</span></div>
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<tr><td class="tr-caption" style="text-align: center;"><span style="font-family: "arial" , "helvetica" , sans-serif;">Il carcere di Ushuaia,<br />ora museo, e la sua<br />simpatica mascotte.</span></td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> In ogni modo, parlando della città di Ushuaia, non posso fare a meno di citare un po' di storia e, in particolare, parlare del carcere. Ushuaia era, in origine, nal 1884, un avanposto militare, costruito con il solo scopo di ribadire la proprietà di quello che all'epoca si poteva tranquillamente considerare un inutile pezzo di terra conteso con il Chile. Nel tentativo di promuovere la fondazione di una vera città nel 1896 si iniziò la "colonizzazione penale" inviando ad Ushuaia uomini e donne con lunghe condanne penali. Questi costruirono il carcere con le loro mani, vivendo in un regime di semilibertà che li vedeva di giorno occupati in lavori di disboscamento e di manifattura e di notte reclusi in un ambiente dove il clima stessa fungeva da sorvegliante meglio di qualsiasi guardia armata. Pochissimi sono stati i casi di evasione ed il fuggitivo, quando non s'è riconsegnato spontaneamente, è sempre stato ricatturato rapidamente. Il progetto di popolare la città con i prigionieri, però, era destinato a fallire per la mancanza di una sufficiente popolazione femminile e, col tempo, il carcere, dopo essere stato usato come edificio militare, venne abbandonato. Oggi è stato restaurato ed ospita un interessante museo navale, la cui visita é caldamente consigliata a tutti coloro che passano per la città. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Sempre parlando della storia della città è interessante sapere che nel 1948 Peron, nel tentativo di salvare l'ormai abbandonata Ushuaia, promuove con un bando la trasformazione di quello che era un semplice avamposto in una città. Il bolognese Carlo Borsari si aggiudica l'appalto e parte assieme a 650 volontari per costruire la città più australe del mondo. Difficile dire quale deve essere stata la costernazione degli emigranti quando, dopo tante promesse, sono giunti nella baia di Ushuaia, di fronte al canale di Beagle, ed hanno scoperto che la terra promessa era tanto simile ad un inferno che gli stessi argentini, dopo aver fatto fuori gli indigeni che invece si, quelli ci stavano benissimo, non volevano abitarla. Va detto, infatti, che, dopo aver adempiuto al contratto ed aver costruito ospedale, chiesa, municipio e le basi della città stessa, la maggior parte degli italiani, quelli per lo meno che potevano contare, in patria, su un lavoro, preferì ritornarsene a casa, lasciando la città in mano ad un turn over di persone che, da allora, è caratteristico di questo luogo. La gente non vive, ad Ushuaia, ci lavora. Viene da luoghi lontani e spesso con climi completamente distinti, dal Chaco, da Mendoza, dall'Impenetrabile quando non dall'estero, si adatta a condizioni di vita complicate ed un lavoro spesso massacrante per qualche anno per poi, alla fine, sconfitta dalla precarietà e stanca di attendere un futuro migliore che sembra sempre dietro la prossima curva, non ritorna da dove è venuta. Ritorna un po' più ricca, certo, ma senza nostalgia, Ushuaia è così, una città che ti prosciuga e che non ti lascia certo con il desiderio di tornare.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Uscendo dalla città, invece, le cose cambiano rapidamente. Qua il parco "de la fin del mundo" è davvero parco, qua le cose si fanno sul serio. Le guide sono gentili, i percorsi ben segnati, i luoghi magici. Malgrado i cambiamenti climatici, che hanno costretto persino i castori ad allontanarsi in cerca di un clima più rigido ed adatto alle loro pellicce, la natura è prorompente, selvaggia ed incontaminata. Nel parco la neve è quasi assente, a fine inverno, e fa caldo. Siamo nella città più australe del pianeta e ci muoviamo con la giacca a vento slacciata e senza guanti. Gli occhiali da neve, protezione quattro e polarizzati, che ci siamo premurati portarci sono assolutamente superflui, il sole è quello di una normale giornata primaverile italiana e non ci sono nevi eterne che possano rifletterlo malignamente. L'autista del furgoncino che ci ha portato fino all'ingresso del parco ci dice, con un po' di nostalgia, che fino ad una decina di anni fa il parco era impraticabile per la neve, in questo periodo dell'anno, ma a noi in fin dei conti va bene così. La neve la conosciamo bene, abbiamo le Alpi per quello ed il poter passeggiare per il parco senza grosse difficoltà non ci disturba più di tanto. </span><br />
<a href="https://1.bp.blogspot.com/-M0t8_5LKc8g/V97lxP1yzvI/AAAAAAAADtE/wRcGy4VAUv0rgYkwjxgd3GE9b7S4JIO2wCLcB/s1600/DSCN4244.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="112" src="https://1.bp.blogspot.com/-M0t8_5LKc8g/V97lxP1yzvI/AAAAAAAADtE/wRcGy4VAUv0rgYkwjxgd3GE9b7S4JIO2wCLcB/s200/DSCN4244.JPG" width="200" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;"> Più pesante il clima, invece, quando si esce in barca per andare a visitare il canale di Beagle. Il vento e l'umidità in questo caso fanno si che la temperatura rigida si senta ben di più e la maggior parte delle persone si ripara nella piccola timoneria della barca. Io, ben bardato, decido di restare fuori per godermi ogni secondo del viaggio e stavolta gli abiti pesanti, il berretto, la giacca a vento e gli occhiali sono effettivamente bene accetti. </span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> La barca è pesante sull'acqua ed il mare a volte, malgrado tranquillissimo per gli standard locali, tira al mosso. Seduto sull'unico autogonfiabile del battello, un cilindro di metallo arrugginito che dà l'idea di non essere stato ispezionato da un secolo, mi viene da pensare che la sopravvivenza, in caso di immersione in acque a 6 gradi come queste, è di pochi minuti, troppo pochi per pensare ad un qualsiasi soccorso. Mi rincuora il pensare che, in fin dei conti, la barca ha parecchi anni sulle spalle e, se ancora non è affondata, è logico pensare che il comandante sappia il fatto suo.</span><br />
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<tr><td class="tr-caption" style="text-align: center;">Marinai scartano il pescato fuori misura</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Il percorso prevede la sosta su di un isolotto e qui, ancorati in una rada riparata, incontriamo dei pescatori che, rientrati dalla giornata di lavoro, stanno selezionando le "centollas" pescate e, calibro alla mano, restituiscono alle acque quelle sotto misura. Vorrei che i pescatori italiani, quelli che scioperano per il fermo pesca, che raccolgono i "nunnati" e che usano di nascosto le reti a strascico imparassero da questi uomini che vivono alla fine del mondo e che hanno capito perfettamente che la loro stessa sopravvivenza dipende dall'impatto sull'ecosistema ma, come si dice "vabbé", questa é fantascienza.</span><br />
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<tr><td class="tr-caption" style="text-align: center;">Mentre l'harem si occupa dei piccoli il signore dello scoglio<br />
continua beato a godersi gli ultimi raggi di sole</td></tr>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Rientrando passiamo per un isolotto che ospita una colonia di "lobos marinos". Ci avviciniamo per scattare qualche foto e subito le femmine, timorose, allontanano dalla riva i piccoli mentre il maschio, incurante della nostra presenza, continua imperterrito il suo pisolino. Sono animali simpatici e curiosi ma, devo dirlo, il loro scoglio fa un odore terribile. Incredibile a dirsi, dopo aver attraversato mezzo globo per vedere questi animali, si rischia di portare a casa più che altro il ricordo della loro puzza. Per fortuna che il gentile comandante ci offre un boccale di birra rossa casalinga che, se anche non aiuta i pochi che soffrono il mal di mare, allontana il ricordo dell'odore dalle nostre menti.</span><br />
<span style="font-family: "arial" , "helvetica" , sans-serif;"> A posteriore, dopo essere sbarcati, devo dire a coloro che sbarcheranno da queste parti che <span style="font-size: large;">questa gita deve assolutamente essere fatta</span>. Vorrei aggiungere che deve essere fatta in coperta, adeguatamente bardati, ma non voglio infierire su chi, per non soffrire un po' le intemperie ha rinunciato a panorami incredibili e degni della fine del mondo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Ovviamente non si va ad Ushuaia senza visitare il "glaciar martial". Questo ghiacciaio è famoso per la vista spettacolare che si gode dalla cima della funivia, un lungo canalone di neve terminante con la vista sulla baia e sul canale di Beagle, peccato solo che la funivia, per tutta una serie di motivi non perfettamente chiari, non funzioni. Salire sulla neve é faticoso ma aiuta a bruciare le calorie delle cene a centolla o a cordero e la vista vale lo sforzo. E con la panoramica dal ghiacciaio chiudiamo questo breve escursus sulla città più australe del mondo, non perdetevi il prossimo post su "El Calafate". </span><br />
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-68337744078249374002016-05-31T00:33:00.000+02:002016-05-31T15:19:42.774+02:00Come funziona la democrazia francese<div style="text-align: justify;">
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per libertè egalitè fraternitè" border="0" height="149" 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" width="200" /></a> <span style="font-size: large;"> <b><span style="background-color: blue;"><span style="color: white;">Libertè</span></span>, egalitè, <span style="background-color: red;">fraternitè</span></b>. </span>Questo il motto che, a partire dalla rivoluzione francese (1789-1799) ha caratterizzato le repubbliche d'oltralpe e dico repubbliche, al plurale, perché, prima di arrivare all'attuale, se ne sono succedute ben cinque. L'evoluzione fra la terza e la quinta, in particolare, ha tentato, sembra con successo, di risolvere il problema del frazionamento del potere che portava a situazioni di stallo e di inazione, esattamente quello che sta</div>
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succedendo oggi nel nostro paese, ma non si è cercata la soluzione nell'eliminazione del sistema bicamerale quanto, piuttosto, nell'aumento dei poteri reali conferiti al presidente istituendo quella che di fatto potremmo chiamare una repubblica semipresidenziale.</div>
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<a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per suffragie universel" border="0" height="167" 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" width="200" /></a> Il <b>presidente della repubblica francese</b>, infatti, che viene <b>eletto a suffragio universale</b> (con eventuale ballottaggio dopo il primo turno) detiene, per cinque anni, il <span style="font-size: large;">potere esecutivo</span> assieme al primo ministro, eletto dal presidente ma con il consenso della camera bassa. </div>
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<a href="http://1.bp.blogspot.com/_uuaVaItMN9Y/S8Wnejrr4KI/AAAAAAAAACo/4l3TwWIAoh8/s1600/Immagine.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="174" src="https://1.bp.blogspot.com/_uuaVaItMN9Y/S8Wnejrr4KI/AAAAAAAAACo/4l3TwWIAoh8/s320/Immagine.bmp" width="320" /></a> Il potere viene diviso fra le due cariche lasciando al presidente quello di comandare l'esercito, di stabilire la politica estera e di orientare la politica nazionale nonché quello di sciogliere la camera nazionale. Il primo ministro, invece, "dirige l'azione del governo, è responsabile della difesa ed assicura l'esecuzione delle leggi, esercita il potere regolamentare ed attribuisce cariche civili e militari. Sostituisce, nel caso. il presidente nella presidenza di consigli e comitati e può sostituirlo in via eccezionale dietro esplicita richiesta dello stesso nella presidenza del consiglio dei ministri per una determinata sessione ed ordine del giorno. </div>
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<a href="https://upload.wikimedia.org/wikipedia/commons/thumb/4/4b/Parlement-Paris-Charles7.jpg/220px-Parlement-Paris-Charles7.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://upload.wikimedia.org/wikipedia/commons/thumb/4/4b/Parlement-Paris-Charles7.jpg/220px-Parlement-Paris-Charles7.jpg" width="194" /></a> Il parlamento è composto dalla camera nazionale (o camera bassa), <b>eletta a suffragio universale in</b><b> collegi uninominali</b>, e dal senato, eletto dai grandi elettori. La camera nazionale, essendo l'<span style="background-color: yellow;">emanazione diretta del volere popolare</span>, ha funzioni di controllo sul governo (primo ministro e presidente). <span style="font-size: large;">Le leggi devono essere approvate da entrambe le camere</span> anche se, quando non si raggiunge un accordo, il governo può decidere di attuare una procedure chiamata "<i><b><span style="color: blue;">commission mixte paritaire</span></b></i>" con la quale una commissione mista di quattordici membri (sette per ogni camera) tenta di trovare un accordo e, qualora anche questo fallisse, di affidare la decisione all'assemblea nazionale. </div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per potere giudiziario francia" border="0" height="146" src="data:image/jpeg;base64,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" width="200" /></a> <span style="font-size: large;">Il potere giudiziario</span>, infine, viene spartito fra giurisdizione ordinaria ed amministrativa. L'ultima istanza della prima è la corte di cassazione mentre la corte amministrativa di più alto grado è rappresentata dal consiglio di stato, organo composto principalmente da funzionari amministrativi. Il consiglio di stato ha anche il ruolo di "<b><i style="background-color: white;"><span style="color: blue;">consigliare</span></i></b>" il presidente in materia legislativa esaminando i progetti di legge e le ordinanze prima che queste vengano sottoposti al consiglio dei ministri valutandone la correttezza in termini giuridici e l'opportunità amministrativa. La valutazione del consiglio di stato può essere di approvazione, di rifiuto o di modifica del testo e non è vincolante. Il governo può presentare in parlamento a sua scelta il testo originale o la versione modificata dal consiglio, ma non può alterare il testo senza risottoporlo al parere del consiglio.</div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSwlE_g8NDQS2wJoBueO4JQp8bSTpaJWOtVbDEBlsgHT8MkTlv-" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per montesquieu" border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSwlE_g8NDQS2wJoBueO4JQp8bSTpaJWOtVbDEBlsgHT8MkTlv-" width="135" /></a> <a href="http://sarmaivero.blogspot.com.ar/2016/05/come-funziona-la-democrazia-americana.html" target="_blank">Come per il caso degli U.S.A.</a>, vediamo se riusciamo ad identificare alcuni pregi ed alcuni difetti di questo governo. Innanzi tutto, alla faccia di Montesquieu, la divisione dei 3 poteri, pur essendo prevista, non è, in Francia, netta come in America. Non si tratta necessariamente di un difetto in quanto sono previsti dei meccanismi che impediscono, di fatto, forme indebite di controllo, ma le cose non son lineari come nella teoria. Inoltre, con l'istituzione delle elezioni in collegi uninominali, l'elettorato che viene chiamato a votare per l'assemblea nazionale non può esercitare il proprio potere se non parzialmente. Non solo l'esistenza di collegi sicuri nei quali i partiti tendono a candidare gli esponenti più desiderati toglie parte del potere agli elettori, ma il fatto che per ogni collegio, dato un orientamento politico, si possa votare una sola persona, aumenta enormemente il potere dei partiti.</div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRid5CBnNtJeki2UQx9_MNbhxfOpbIf3fN8QJEVeUkM3_sqRMFK9Q" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per leggi mal scritte" border="0" height="200" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRid5CBnNtJeki2UQx9_MNbhxfOpbIf3fN8QJEVeUkM3_sqRMFK9Q" width="175" /></a> Un notevole pregio, invece, è quello, secondo me, del preparere del consiglio di stato sul testo delle leggi. Il consiglio di stato è formato, se non da giuristi, per lo meno da personale qualificato in termini giurisprudenziali. Leggi con testi contorti, orribili, ridondanti, aggirabili o privi di logica non possono passare da questa valutazione, che come già detto non è di merito quanto di forma, senza le necessarie correzioni e questo rende se non impossibile, visto che gli emendamenti del consiglio non devono necessariamente essere approvati dal governo, quanto meno improbabile che entrino a far parte dei codici. Inoltre il meccanismo semplificato di palleggio fra le camere per la approvazione delle leggi, con l'ultima decisione spettante alla camera nazionale, cioè quella più rappresentativa del volere del popolo, pur mantenendo un alto livello di controllo reciproco fra le due camere rende molto difficile ai partiti di minoranza il blocco delle decisioni. Altro aspetto molto positivo è dato dalla non ingerenza del parlamento sulle questioni esecutive. Il potere, spartito fra il primo ministro ed il presidente, consente al governo una reattività immediata e coerente. Come ulteriore vantaggio, rispetto alla democrazia USA, la democrazia francese lascia spazio anche ai piccoli partiti prevenendo il bipolarismo americano.</div>
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<a href="https://hanoverjoigny.files.wordpress.com/2015/11/french_and_american_flags.jpg?w=605" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="FRENCH_AND_AMERICAN_FLAGS" border="0" height="160" src="https://hanoverjoigny.files.wordpress.com/2015/11/french_and_american_flags.jpg?w=605" width="200" /></a> Come commento generale direi che questa forma di governo, pur essendo nel suo progetto meno pulita di quella nordamericana, sembra ben pensata, <span style="font-size: large;">superando gli impasse presenti anche nel governo italiano senza per questo rinunciare ai meccanismi di sicurezza necessari per prevenire che un governo totalitario possa stabilire una dittatura di fatto</span>. Del resto si tratta niente di meno che dell'ultima stesura di una costituzione che ha le radici nel 1700, e tre secoli di debug non mi sembrano certo roba da ridere.</div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-40307965899437360952016-05-29T22:20:00.002+02:002016-05-30T14:12:10.199+02:00Il diritto di comprare armi è il diritto di essere liberi<div style="text-align: justify;">
<a 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UCTfjHnoOVfQO1SZQ2y2NMqffAHPh76z4utkyUuOp4QmAkEo/s5gu7aKl+24ZVI4CT6SSfMU4fVFoMWAvqVGuMYUBKUahKQm/HLF/hVjhIvwEmOJPAA8K8lWeajyTv7C2NEBCqYGfPfdvBGuXMBHmSfSknaJKlBOdaRkvB1JI16Cx9aYbaxJS2SCQomQNDuwIHiqBP71ZTtPjMjjbJUoqypK53iomwnrA99bsBSc54Pf5DVU1jaAitnONvNqUlUlBgpi4HBVh7M/CuYhSHVKQFjMmx4QR+HSs+ztkNJeaaTAXbNof5DWPGlrggW+evP3++u+3BSSZI4LOTZPH8cltEhaHpIBSRNh/eHlQiNpNE6ZP3TvJ4cZmNedLQ2BEKTm5G14J424AXOpoV9BCoIJTcSBrYaTxuPWtTabGWm6XJK0ICSFEFJMWg9ZsDfpx1ofEpyTPD86Gk2EIS4ApZCb6gjwkcKY7UdIb1kKgDjI8eVXsJ4pHNgwgcIuc10Sbwrj4HnfSin1NoMOMpk3GVZAjoB4UFhsUUAiElKtQpIIkfhPvrzSm0pGZCiTedBqRa9xb41U4GVaEKs1wG1dUNa5wp0yjXq9Xqii9Xq5XaCi9TnZWF3M51USAOg/E2pNWgaMBKdMoA89SfUj0oGUrtEViYSFHgB8AI+I9DSrY+FU8opBiATJ4cvfRG1XIaB4OK9QnX0JitJ2L7PmG3ykHMFeHIT5iqKtcUaZcSo1pKYdi9goSrvVCVAEpJ4SSBHXKJ/iFMcEz3uJK1t7iZUhRBEREQdDMjn7Jq3aW6WWGzBJlRHBCAJPmBH8VNmmwlJm4AgROgE6cDM6dK85XxD3k1Dq6w5BaWtAgcFcg269KqxCgIHM+sfzI9auHn/vUVJSVTrHy/n8K5zRdXHRJXWwvEIReGxJm43YOpvdSk/c6Vke25zPqVaBuj+H+ZresYYN94tOYkyTPiTbmJUa+WbXUrvVBU6m/zrudFszV5B+UR/azVrCEuKRm4wTxN4q7EOxlQCYuqL2nXQzGUEzfTSuYcDOOQodbgUoJvrfpe54iyRrb2uMV6GoqW6rxQm+bUidZgnePs6QI1SePKptNlKYClQYkAzEiSCkTwnUDSvHEBQAzSCZUFDSL2KtbbohQ0FXuiVyrUCJJm5M2JVzvZX0vKsxJ3VkIXGJzRATOhKUxJNohJKeE8Pbq/auIDym0Npy5U5bnU6eVgKuwmGLzkAjQrlUqgWSnUZojLaSLUvspUqIAJJkD5DQU9Nw0SuCj+rk7s70xki8nl7qpWFJMGQRaOVWKdJieHHj60VhsGHQVrfbQqYhZMmwvYH8irCY1SoJ5AClAGQCQCOPXzqubef4V1Qsa99Hz/PwpkVXXa9Xqii5Xq6a9URRGzkS4kcBc+V6txGKMqjifxpj2QwAedKJuQfIc9NJirNvdmjh3UpKwoKBVYXAFjPC50vVPXsD+rJuhl3VWRWILKEp/ZoSUJi0wM61XPPU6aV9LwTQwuESkqjKm5J04n40n7N4FBUpOYZWGkoUE/XcOde94JSk+JqvttiA6gNJXCiU7o1MqAAI1i5M/u1xcU/4io2kLCZKub2QSjOxrhfW9ijoT3Tc/VF1HxJj0rWE34/m5+HvpT2fwQYaS0DPdiFGCJUd5R8L0eo2kHWAOGvj0+Fc3EOD6hLdNB3K1tgrQu/E8efQUIttDWY7xzaiSqIlRIBPM8Ogrz+LAEhSTMlI0kCBr9uL9aV9odoKYbUUgBKAL63Eki/M5BP71JTpuLgBuoXBOMpDUFRUQACo2J62tSjENIUCFAGL3j3cah2UdU7hG5JJKRJm5IP8AKjGMinlJkWtE+vjVwYab3DgVW/tQsNtvZbTTaCkK7xcqAFxc2EcDBBFZlspkk2keBg3JAJ+oPrfSGta/9IraO/AhUZU5o0GuX3A2tpSJrCDupE2E71xJNrKGX2QkG4O8OVejovLqTXE6qqIKBS8hJziYACQCD4kWItYDU2VVTWJgLgqBOkWt4ggacwdBRuL2eUtIOgMTcgb14hW6TBTcK+jfnVDbGSQRPHeBSb2ulQKSAQoW63q1uUqGQp4bFFtLikqAzJyQIFjbkOZ4DSgEEiIsb3nWRp0MSPOiMURASibXV46Dy/GhXY8Dx5T0p2tASlMsClEZgnMkf8RBsRb2geIEkx0FB4ooznu5KOGbWqM1ra/LlXfSmAIMoKHOvJ08vnXSK8n5GmRUBXqllrlRReivV2r8CxncSnmb+AufdUUX0TsFshCGs5BLihvJKSmJuN4jkBpzon+ixisS4tZIbQMiTN82siZ0J9RS/s2/i0JccALiVGAlaoj98k/RER18qCxOMc7xbQM75O7rx18jP+9cZ1F5rPLXCePDinzCBZadxDWFZDTUkayTKlqUeJ4kkisZsfALdxaXHjugl1Zv7KZItyMDyUOdPsM06o53YEgpYCiBvZTCoJ3jyH4Uw2Js5SO+lAWEkNoChqkJSToLyQkfw1SKraIfBknfv4JgC660CHkkSIiSL2BjXxtXMS7lQSBfhP1iYA9fjQ+I2cFJCIUn95NwCsyrjqYIn96pwr2kwqSpe6YsBCEgcZrmZWzZWyUIMNKxA/ZtqCZB4NjNHWVkfcrO9ssaHWkNgxnOZQiCmBmAPP2k+lanDqKU3RcqCLCJJupR4RmKr18+7dY9Zxhy+ygBFhadVe8x5VvwTM9YTo339Sq32atj2RwxRhUJJ0BNrWKiR7jRu12WQpAcsSslu2qrWJi0yBROzQMvQJEDpGlI/wBJCP6slYJBQ4kiOs+l4oMirXvaT9UY7Kwe2dprexCrgpJyi1wLgciYEnz61cFJWN2xUYgXyp4jdhRhPMH2TS5YvMTIn8aLY2U64kFlOdWYgptvRcxPSK75Y1rBeFRKOLKlFIbyrczGWwQlXEGYAE3UmFJ+kNRQrzTiU5VtrR3pBnLANrXRaZExlm5qhbSm1hY3VZMxi2U6Qeua/jWm2xi31YIOJICIQVZhCio3tBIjNeLRasriWubEQSmmQsViEQohI+llT1ixEcZNVMs5iAbTZPjy6VNkwYVMK48uo8DXXm+JN5g9Z0UOYrZpZKqS2Zg/n+VSygc6IKd5RUCsJEEp0BiEkmNJjxq04lIsEJXYXIIOg5EU0lCEAoWmptJ0n6pNVqNqsQbfw/OoioBuoFNWC1RVRQUK0nYvBypbigSlICABqpSvojrA14CTWbr6b2ZwrTGA7x2xUFOTxhUAAeIyj+I9ayYyt1bBGpMJ2tlKdsY4gktr9oZCkHcVHAJ07tHA8T42YdgdlgqW8VTlOUiNTHM8L1m2St90AJvGg0SlN7DkBJ6k19F2YwlhLTKSgOKGddspLYOsX3pUBc8TyrPjnijQ6tp7R+ilMFzpOizHabu33v6xnbyyltKkwlVxcK0JPzFbPY2BLLTTczkSAokmZi563jwogJgJCotKlZhI568LnXpVitDGsxzA5/H3Vw6mIzsawCwWgNgklAFJAUsNqCzYQqQSshM+QCTJFvWq8Tiheb7xA+iohuJuNZcgcBemoiLcpt7rUGW0qWELKVlMC4hUphRJItBOW2lAPDtR7981IhZztRtVTDjKEmSlJUc0G6jlTJ6DObcqpcwwcUgEJUVkmcqTpckOIN/BQ413b2Pz4oJMpIVkRmbGoBMpVcEEkdfCitjMTiXLIlDdigZZzHj1AgeddJsUqMxeJ9+JVLu06FocK3Cr8qz3b94FlTfHKVR9mD+FaeIj09ayGMhzGKLlm20KzTpyA8yRWLBmXZztdPUsICxmEwTmIbCWkFSmxKoibk6c7R761GEcVh2UlCR3ggCfrq6cYMz4UyZbZwrbi2AN8gAg5rmwA9dKVpuqDGVIzAKQVAqVKUg8pkwTxFdR2INa0dkGe/j6qkiEvwuyF4hJSs5L5swTJUL8DB1+FG9rcQoYdLCUKRlOa5G8hAG8I4SRr9U1q8FgQlCQANAkEXsOIn186+c9tMWXcU5lMpbhFjwFj/ekelLQqOxFe4sLpiMoSQuEqk66weP+9dWoBUhUpSBlnkeEcxJ9KodVMc9K6tAiQDFh4Hj8DXYhVonvkhO6pQKlEqR9GAQUeOqtelexWJK1ZihAJ+qMo8YBqLTftHVtJAUoCCAZAN6scXlhMggCxB4ST53J9KFtlEJ3diTz/P56V0mx8hUXF+k6fn83rnebvmflRRXAa6TUM9ezUVFZhms60pH0iB6mtjtrGl3K2mA03ZIFpItJ8Px51nuzGIabfC3jCUgxYm+nDpNOE7YLq1ZGUZSYSoGCBBIkSQTlE1mef1Acumh5lQzCAwWJU3iEKbQXFpNkgTfyBv8ACt7jsayh8nvQ3ilpTmCwXEAa5MyQMsR051lNkYw4V7vEpmxCgbSD1gxcD0q3b21v1jKUspbXIKl6kxpBgW8edZ8TSfVrC1o1keoOydrgGrVbA7RBRU3iFBt2UhKIIzCNUhSATJm160fciMoteTG6ZOptx1NL9hS9hmlvALWRMqSnmYItAtFNjXncQ5ucwIjW9vBaWiygTfpJN7QB/O96ExuMDaHHF5kpQLGAvXikC6hJAj92rGsSlUwTElN+OXWBx8ay3brFFLTbCSErdUVKybsjTjzzX8DVuFpGpUDPcboOMCVmNmqzuJy3ki7YSCFLJWrcWeAzDdgSE+e+2dgAhS3MxUopygFOUwOJHElQJkQINfOtgtJdxaSV5lZlKUVCEkpkpgg8SAeFb8vltWJUJIbbaSkSTIGabkzJJN66XSAJOVp2+4CqZGpTqMwB8CKRbc2f+xxJjeWn/CJ+NPMAvM2hWgKQfUUDtjEjuTIgSUkc7HTymuRQzh9uI9CrXgRK+abPcW53YKioSBlniLJPSLU+2C0oqBkmSVFSViUpRupzJNrE5pub0AlxhjDJcbP7VailR1ghKvTUGjsFiEpSQM6hmbEABRDSRIOgImeMWNegqkvBgRt5H33rMBdbDHv9yyt06NoJ5X4e+1fFnHFKOYk7xgnnz8a3XbDtQ0+wWGVHMpcKzCLJk2OhBITesSyBChreUE9LmR1EelHo6iabCXC5PomqGTZUFEEiJiZjiPLhxqwZ2XBaFJgiROokGDY2NVkwZGl4kDQ2000qSVRcQRP0oJhOgI5aeldEhVKTbsFJAAI145tZn1iKMGLKf+Ed0wYKQYMXEkdKEeQICkzB16Eaj59ARVdSAboKmvASB4n5VKLeNcB3fM/KimXQwToJB0ggnzAuKqUIsbGisJgVLKeCSbq5AXJ8hVeMfzrJkkCyZ1yiw06Uma8IqmKuYxCkGUkg1osHhGX0JDbd0JGZcaqH0SOM86niNiJVIAyrJBOYHLbXKoWv+RVRrtmCmyofAbWaWScQSkhMApEhRm5MaGI99PmsAFhCwCGlAGSLhPP0vWKxWAWgmUmAdRcfnrTDYfaNbBymVsnVBMwP3Tw8KWoxxE0yljivqadrsKa/ZuCICbe0kaezEiB8KW47te0hTaW3QoCe8ISTMDdAk8SdZtFJV4JpQQ82rcXEEahRMR0M/Ch8ds7OslRBcIsJGYjQGOPjFc6lgKG5JCc1nL6El1K4Ckg5gCDqDIMgHwGvI1nO1aGhmecR3i1fs20q9kJSbmI1Jn1ofAdo0pKG3GlpDae73BEFUcJnQDS+8aC7RYtKzuKUUITYrt1Oon15VThMI9lcTIHv8Kx7wRZMOxrae+fDSAymEEpG9J3puq4E8BTHb20yy6lvKkBzLLmsAKj2egNfP8Pi3EOd4lRDg4g+o6imuM2q7iSFORAmABATMTflbjW+p0dNfrD8se+9JnlsDVfRMCkhtAPIUo7Z2wxN91YPrI9L1R2f7RhxxLOWwQAFT7ShANuX4VHtxiwMK6gzmUpKAOZICvhXFoUXsxQBG/pK0VmFjYday+cs4F0pSvIrKoZ0kX1JSD6iK0pZS1gnXVKSVAJCIMKzkQMw45Z48ulW7IAbKgC8ypIzBtyVbqEjIN7mtSzaAKH7c4oLDSU5JMKVF9AUpTzNwufKu5UqOqPayLcVkgBY5hUqFhcZQdIPAz0t5VPIrclINkmBqQok3jSbihc1FMpWn9oBxFxwURI0+HlW4hKi8ZACihSVI9gD6qVDOnxKTM9RS9lYB3gSOIBg+Rq1lYHtixBsBETNwY4K/CqFNKCQogwqSDzgwffao21ioVcp8KJJAEi0W0gT7qNwOx3nk522ypMxMgaeJpWleogX48rzaj28e42lKWnnMsSQCUhKjqIBv49aD8wHZUEboB02FRGhryzXUjU9KdQKxnFFKFpGqrTOg4gDrA9KorleAoQBdRanYO18ikhyEoKVFahcEwIMDkEgW5mtm0ELQFhW4oSDwI87jzr5y0zYJCVEGLhJME6cNDpHMGt12axwdb7uAFIEKSBFhaQOXSuZiKQHaathHYDm3G6E2h2fzAlBKPs2SZ1sLEUl25gG+7zKsucoKRGY6gHgdK2CXFpeS2kpLZBUoXlPARBtJ4RwNC9rNnnuSpKsqUkqVb2gAZHTxpKNdzagY49xSOaC3MF8+wm1nmYSlZgKCspuJHThXto49WIcLq4zGBAsBA4fHzoRxBmDrHhw49aKZAPu+A+ddRrG5pi6oU2ce6mN9RAIMKJIkEEdeArd7SbTimGihOUvR/CIMzWBy69KZ7OdUlopzkhRBACjAF5AHCZvFVYhgEOBghW0KD6zsrVDZ+H3ZUYAJSQNcwOg/E++ilvWj2U8vx5mqGFwpabAKAUOABTY+G6fdRzWHGshXIi48vxpSXVLE2XSz0MIyYl+n55Jv2ewqGsr7qoOqU8hzPMxwpniGDisYgpKVYdtQWd76WUQImeA99IdrbqUpkSAQfEEyKCYwZIzAeBGtZ/h5JqAwYIC5tTEPqul919BXgkrfKyJMRfSAeXj8a+U9p8QF4l1aAAkKKUgaQm3vgnzrZHHYllha3HTupKQFJvKrDe1Jn4V8+fTah0dQc0uLjOw198FU8hDtpBNzA5/y40bhMQZWFKH7QST+8DmBPI69bkcaFCBY70QQftXgD3e+ixhc9mwkpQAoypIJzZQZPjw4TXRfG6UKrEYkKQkZQFhSySOIVBA8jNQw+JUmQDIiCDcEZgqOgkSY61di2Ed4oTkTBUOOqcyRANpkDpxqzHbMcbSypQTlWmUKTBniQSPpCYpczLDj/1Eyg3DJJAgGSAOAp7sDYnfNFeZA3iN6Z0HIjnS3DOFKXXEKSi2QJneIWb5eOgueRPOoYPAPLTLbbikzEpSSJ8QKJPNBBqrxqwRl4zIqCtadRV0RgpzSFRYjyIII8xI86oq9tvdJykgZSTyvzGk9aV2iIWk7KuureCWycursjXgkk8Sfxp5tXYy0K75mUOCSYtPM8j1FT7Jqb7kraQptBUZzKk2H1uKR+NLNr7ed71wtu/sjAA1FkwTe3En0Nctzy+pDbRqtmFbUzS0Tx4KnC7eKXFOrGZSgkW9ndn01Ne2rjn8QAgGUrITCLpHiBceJruyuzyl3XKU69T5cPP0oVkobeC0klKFwocY087T6VawMLrbLZNMhzGRMe4RWE7NYZIV3zqluj6CbJnlmiVeNqvRsPChI75SmCo7gSSqfEKmPI0ftvGNM/tcubN7BBgG3Th+NK8BiFOgqKipQEq3SQlJN8hTcGBrobggirpee00++SwCkB86htHAfqglacyD7MCyvHl50mO0QZJAmbJAgf7VrMRtJWVLeKbSUrJ3gqc6J9qPoxIv0rJba2SrDvZTvJIzNq+sPxGhqUmh7O1qtDsXVYQRtbT3/SC/WSVSr89PSqQ4pB3SQehitRj9j4dSlKQVtgEwqMyNeYk+4UtxnZ16M6MrieaDOnMcKtY9qw1Hudd2qGb2w5osBfuPqK0ew+1DCCAtKkxpaQPSsa6ypJ3gQeoiuDmRPjRfRbUbBVYK+jdtNqDENNhk50SVLKbwRYA+prCYhVUpcKSCklB5gkR5iiv6TUoQ4lLg5kQr7wv6zQoURQZkboo45jKGCzlyzuzMddJ9KiIm+lpjlRS+7OmZB5KuPUXqtzCKFwMw5pM/Cr7ILrDmVKoQlYURGa6gEEKNgbSIBPKetQXjFKzDRKjOUWSNbAcBc2FS2dh0rdQhwqSlRglIk30gcyYHnUcYmFnQRYic0FO6b+InzFIA3NG6N4VE022Z2jxDCMja4TJMePhSirEJFF7GuEOEoAkaKQFrc6pFXcPX4VW1Y3ooryTB4eYmmLONbKk96wgp0OQqQPtEJuojpFBqT+71rXdneyinWi4ohsqkAFAVI57+k8x41mxD2Mbmf9/snaOC1zbSUsAtDMhKNxIvmAFhfUnS9IhggcCpfdIaeUngmCBOkEWzRpH0qF7NvYhK14VL7aSgkJzJzzl1jeBGvXSubZdfQ33br7bl5ICTKr6T9Xjw8TXJZQcHkBw1Bm+nlC1CmXWaEZjds92hITlU59MC4Bi4nxrKBASDw40RhMMtxUNgGRMSB6E60ixj6la2ExHhW+jSgwCt2ehhWaS9N1FTrZykFCTcA6HnHDxoTDgpVIE2IE8OtBoKmyhSVEKKZt1Jt1EAUf8A0kFe2gT9ZNvUaekVpyOA7OizCvSqmaljxVX66sJU3MT7RjeIGgKtcoiw0rQDaKMWyGljK6CS2eAMczfeNo8KSrLarmx4HQ1ANpScyVD1FDwgpvhwCYcC3vWh2g+hLKGUpuN7NOoJJjmDp6Cu4BzdSeOeZ460scJVvH6V/W9HbP8AZ8DVzaTW07d/muVUcc0JrhglwFLqQreUL62jjrVG1OyTAZU9mLQT5zNrefSicKx+1XyzfjUu3eLysssj6RK1eAsPeT92ue8v65rWGJ1UYLGVkBshRuy4hzoDlV91V6CxGGUlX7VKk85T+FXupqxvaLzYELOU3CVbyY00VPEGujDhvPv3sghe5SRZV+EzH8qm03FyAkD6SVfk0ajHsuWdw4n6zJyH7plJqleCZX/wcQB+68Mh++JSfdTZ41CkIXEPAn63U6/eHzrxxgU4XJCVm90gp0jSOXSoYzZbzW8pshP1hCk/eTIoZ9/PEpSDzAiaTsuuEVYMMrUCR0M/CvInrVSIAkKIV+eIpzs3HqKN6FGdVAE6DiUk0SSFEq+QriUzHw516rsKlSicpggE65bAXuSLxPjUcYCZG7KaaW4y2RmJcTmmYykkFNoJJsZ+F53OzO0yFd6SMrbasqIvmF4ygdB76zmGxLjZRnQjdbGQqCVKzHjKbixiOUUK64VKJgJzGSEgJ+ArlYhjawh+neulhcG999Ao7Wx+bFF9CclxoZOkSeEkcqgtskkkyedWJwpc3UDeNh41dsrCl5txsQHgIGa1puPGLVZLW0xFgIHgtsMw7i3XdNOzeziSHZ3RItx4HyrH7bZSh5aEBSUhRgK18fDlX0jYfeMspSr2r5hOa5JOpnnXzztIqcS6b3VJkzrytpyqYOsH1HAaBczFl73Z3eXBC4r2gOSUD+6Pmaia84vMSo6morNdNtgsSnmqNcSa7FFRad5s5UyZISB93dHuAqvCqgEdaNS8pTbYMxkBH8Qn4zQIsTRpmRCpK1zKgVdTlV6pH41k+0eKL2IWqd1MIT4Jt7zJ86avYooUlSdS0kjxAj4is6pBSFA69axUKWV2Y8FYChHXKGcNdcNVrNbVFbhMQULSoapII/DwNRd52veBwvp+edVIFSUakCZR5KeGxbjZltakH90xPjwNFoxveEJcZQ4okAFP7NZJ6osfMGlwrwWQQRYi4I4UhaComCsCwokJeLSgSMrokSNR3iJHqBTnY2xHggwgLGaykKQsEQNCCayqhexnS/xprspoZDM68B0FIWmNVECETAEkkwAKdYfZyUXWMyo9mZCep+semnjSfMRlixF587eGlORiRaZBMbpF7/LrVNdzgOyuj0eyg5xNU6KZkniSabtbI7tAdxEpTKQEggEzzJMJt+RTjsu2wSS0lS4SD3qhAMkiEg3GhrRraChBAI5G/urzWK6RdTq5A3TXj+F1K+OluWlbmlqmGkspWGwMqcyQUiUkifI9axW0Wl4Z5p4/+okFdoGf6Q+HvrY7fxikhtCWisOKyqgxA4247oVQm3OzysS22kuZVoCibSCpXW0CemlNh8WWkOqwGumd7f8AVyWkh8i5U8PiAtII0Imvl+1ly84eaj8a2uzCppJaXdxtYQQm4gjMSVevDUVhcQrMtR5k/Gux0fRDHOI0tHclxNTMAF6uKrqa8s11ljVc1MKquvCgFFsdnCcO0roR6KNVs4NTjmVOut6v7Mb2Fj6q1fI/OusgtvoVfUe+1UCoQ1wGomFUR2lsdndnt1JVEhrKD4k1gMWyQpYIIG8UzNxJgydfGvsWHO6PCvmvbPEhWIVuKQUjKcxueoHARFq52BqudVMrRUYA1YtzjawsT+fCufqqzJCFEAAkwbA3BNrCKPwiwG3QtC1IUtJKkqCcqk54BlJmcxt0piztdxshBaMkNJibnI2prdtYkmekRXWzFVws+cOsAEpISdCQQD4HQ1xtC7qSDYQSBMAiLnhIpvtPEqcbbR3a0qbQgHSCAgAGAgG8TcnjV42ktXeJ7lalLAsbyQhKMxlGYwRNiNYPWZiUVnVMlOoI43EW5+FVKp5t3GFwplC0DMtW+ZMrIJAMDdTaB1POkyhTAyEF5Lm7lgazPHlE8qLbbTAnMPIX6ieFAijl4hawnMfZSEJ0Fhp8aUyNEUSyymSSvKE5QSATqbzBt6XIokQs5QpszEJG6ZJAAuYUbmTBuDTvZmzm2l5YJOdJSqYKSLcZSq8m441pkbKaU6CttsrTCkrCcpmT7UWVpXOrYksPyz5K5rEs2TthSWlICVKIAShSUjIDkjgITvgffp3sIvFqX7LJ0IggCBeCbkgnXjRLaAkHKAASSYESTqfGg8DtArWpJAABVH8Kst/jXCrUnVA4sYBueK0ggbq5/DS4lX1QYnmY+U+tX4h8pQpWQkgEgJGvShsK6vOoKKVAaQmOAPMzr7qtwWJK76CVCNfZUR8qy1cPUEZhMIAjZfPtmsKSp191tTakockrnfcOsEi0CbTxpVg8Jkwbj6jdawygRyhZUTOkAjStJtvApcwingVJWVZljOopUVk3ykwkibdKXY3DRgMKidVurNuIkfA16em8mOboPKASs7uCy01AmiHGetRxGGyqKZmI4c66UqlUV0VMt615DUihKi1/YRQU26g80n1B/Cm+OwClGU6291IuwyYdcHNIPof51u9nolwTXPrPLHkhDLJT7ZxltM6xFI9sdmQ/iO9J3e705rGnlEelPkmAAKp2ji+7aWuJypJjSelc1he10t1WqBF18ZYbEuocdLQzXEFQJBIMgcR86LThkrVKcQtZEGQ0tUEXkgdZieRoHaxzYh4xEuLMcpUTUcK4tPsLUnNE5SRzA0N9TXfbcArMUzSwtBnvnBKkpktKgwEga8RKhHHLUsQgIWmcWpKgLS0oEX+FhfpSxzEOnV1ZgyJUTBBMESfzNUvZlGVKKjpJuefncmjCEqW1XpP/ABO8AFjly8uHOwpfRGIasfAGqslO1RV5aMw7aot/iA9xNVtt38q1Gxey6Xm86lkEkiw5edRxAUX/2Q==" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per le armi di isher" border="0" height="200" 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" style="cursor: move;" width="139" /></a> <span style="color: blue; font-size: large;"><i> Il diritto di comprare armi è il diritto di essere liberi</i></span>. Si, lo so, è una storia vecchia, come vecchio del resto è il libro dal quale ho tratto questa citazione, parlo di "<b><i style="background-color: white;"><span style="color: blue;">le armi di Isher</span></i></b>", di Van Vogt, un romanzo del 41, epoca nella quale in America, patria del libro, era talmente comune il possesso di un'arma che la sola idea di poterlo vietare poteva parere un'eresia. Eppure Van Vogt, con quella preveggenza che spesso ha caratterizzato gli autori di SF degli anno d'oro, immaginava una sorta di monarchia, sia pure benevola, che vedeva nei commercianti di armi la sola opposizione, il solo impedimento alla detenzione del potere assoluto. L'idea di impedire ai comuni cittadini il<br />
<a name='more'></a>possesso di un'arma, del resto, pur essendo sporadicamente comparsa negli anni, è stata sancita non per niente da uno dei più grandi dittatori della storia. Adolf Hitler in persona, infatti, sosteneva: -<b><i style="background-color: white;"><span style="color: blue;">L'errore più folle che si possa commettere é forse quello di lasciare che le razze da noi soggiogate posseggano armi. La storia </span></i></b>- prosegue la citazione - <b><i><span style="color: blue;">mostra che tutti i conquistatori che hanno consentito alle razze a loro soggette di portare armi hanno in tal modo approntato la loro caduta.</span></i></b>-</div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSJ9KY6ejH6AkOR0HqGzeQ1RmJWaf0xXDrKNUsEf6J3lJg_OFXdpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per il diritto di possedere un arma" border="0" height="100" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSJ9KY6ejH6AkOR0HqGzeQ1RmJWaf0xXDrKNUsEf6J3lJg_OFXdpg" width="200" /></a> In ogni modo in America, luogo dove, almeno per quanto riguarda la libertà ed il diritto di essere liberi, le idee sono abbastanza chiare, si è sposata l'idea che il popolo abbia il diritto inalienabile di possedere armi e questo diritto, nel dubbio, lo si è sancito nella costituzione. </div>
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<tr><td style="text-align: center;"><a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSGypYu__7kH0LFeDHGlF8BWY3yQEpF8MDbmSoYR8lBgqyMrNH0hQ" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Risultati immagini per giappone katana" border="0" height="72" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSGypYu__7kH0LFeDHGlF8BWY3yQEpF8MDbmSoYR8lBgqyMrNH0hQ" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><a 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mzxrrekOSFpRSlVlUOeibXPKLjGIfvA5+mcARNBCVKZ1Je/BgT8xaJliWACEpbjbXnEsaxfF7QTLBu6gHA+LgzZwPDYiXLFKlCrNZ/qLVepiy8RLLE0EjLLQt9Y4JlA3pdW9fXR7xMQPDYuWFzFFQdRzv3UWbzKj4w5KxaFAkKBa5+sCJlf0f8Y7tkJIFhUzc3y65GCLjHIpqKmS7OeMU+8JL99Pr14c45U+VkaRSciwANw9/HyMcFyntR4N0/fSGCZGNlqIZQc5WvcO3K0XTi0Gu/cerkz39D5QJWKlJLEpB/YiVYqWwLpAWHBsxDO/lDFQvacoe8+dgC9s4snGopqdg5GR0d/k8CE+UkA7rEWtpb6iGO0QCEWe5b528YAadpS3AqzJGuYIHDmIMRvj+1XzTFETZZ1Q+nd/enpBffH9qvmmIE14hYWR2TioCpjlu3yvmryMPhA4DyjPnS59RpKKSbPoG5DjBsL21W/2dLHuku9mzH93pFDSk2LAOxbSM3BLY0J9wOs0neWogljrmrzEaM4kCwc6BwB4nhCRxE4huzSDa9aSGs9rF7/uzoJRjyR/Bm9CkD5mIxOImFKqElKgUtUl82dqSX4PkICZs/fJSkEWQKwxbU2e7/wDGNGUXSCWBIuHH6Q8EVkqJqJsHZI5Cznr8miVrAzUPOLEjjHjPaJCVT12FgjMkZ1ObHpCdt8OMt7eg29JE2QtCWUTSaaqamILVaO0B9nJ8vsEgJEumxS4zYGp+YIPjHkcTLllBAF9WUq3rAcCiUlAqSw41KzfrHT4/xX4cd8vo6ZiXzD9RHLMeEwUyWFyylg0xDMSczkXMe5M0Hj5RjMTnxk8FFbTobtJSkAqpBdJD6PSXvBNry3QCmkKcAOHF1J/UJPhAsVsRCwnemApUFPUpWWlyQ0B9pJQKEVJmKRUHEvN3DOBcjMdSIvXpg4JCJgSpSQS3zv5RdOClNTSGepnNyzQjtASzSQlSqUggJJFlGlIbXM9GghmSEqQCTVLsLktcWLZ3MF019ikj3EXfx4/pBDhpZpcDdDDkIxpSZClLUtW6+7vHJ3Jy+J8sm5xXEyZI7iid5NW8SybKUw1LOP8Au5WYjaXg5RsUIsPTL9PSKKTKDd1kXHKlxlyY+URKkS11DeILAlz7lmJN3frxjl7Mk6p5BySQTa3P6xAOWvDqpcJClvbPXK3dOrcYLMkyEG6UgsVP0/W59YsjZskMQkeBN7nnfM+cSvZ0sqKiCSSCd4tYMLPwtDYgcjsprqKQDd3Z87k8LuPAxM4St0KKbWTwHIHw+UFTs+Ux3E3ABs7gZC8VmYWSkAFCACbCkZktk3E+sTVcFSSGdDJ5iwLjPzEVmT8OCSVIdneoXHK/T0hj7PLyoTcfCMukKpxMqohIQaXqIGRcADK/C3LjBAJc7DpcpKTSAbAqzJAuxcu8MyZtSknilXzTyhpLaN4QNf8AET/ar5pgpCfgkqUr8RiS5yfLJ+HKORggVAdqSoDk7Bv34wLHTsOVqSuoKSQc1XLAukAtkwyhvZaJB3pQundPes7Ehj4RfQcMsaAQjJkKVUUzA9Z91xuhqWJyfh5w/PlkpISWJBY82tCuHwjJbtFboY5Bj8xxiQUmy1AMqaQ5ADJD8WOjMM2EOhMKowgXSvtJhs4LtY3BZuFocSi1j6v6woqRHh/aYDt18Gl5u2ao9xMDCPD+0qvxl2yTLz6qi8XT8fkjihQkqADkDwBPGA4EJUL3a4NuFvrBcTMBRxFwxyL5QvsuXQkm19BpYD99Y6T/AJb61EoUrSoWPaJsOAMfRpagQ4yOUfPMOplgsC0xH7PGPdYIGkgZAkB+ELNjP5PQydqywwKmLs5SpIJ4AkRl+1GLPZskqCXZRTxcMKtNctWg2O2eVgJmzCtIVWwSE5ZDMwPa1QSkS0hRUQwJASwUkuTwenLjDjxnlx9D4OaqhDIQoMljU5LXB66w/JxYVmCknQtfoRCGzyAEo3SpIzDhzqxhsSwRk9xb4WyZvnDlJ9NGJ9VJpseNv1hNC551lsQaSCDUW3dPlwgmLXuFJUxsHtqc26P5RTD4qQHUEhDs6qQCSbs4uSzE9RHPAf8AFrTlRTvCz1eWWUDxGGmGZVuqSBuhTsCTckDO3zgWHmA4hRrqsUpAyuyll/yjzh0YlNSk6pAUehiIqkTf+meHeH1geJXNA92+6GJdzbUdfSKYScp0hyqsrUVZAAHQcLhvnAMTtJIUFEEkFktexDqPIsG8YsgYlInpCQOzAA5nU68G+UdNwsxRDqQAkggUk6DMk3LvA520CyVAEDMggjPdYlrAEuTwHOHpM0quzDnYnw0HWCFU4eaFlVYNR+EClIcjW9384Bi8GlLzCpZUSLBt5TskNrctD+LxaZaalOzgW5wrK2kJndSaSlBBPFYcABrkC8Jqiy8EbEzFFg2gDNy6Z84vM/io/tX80wtN2rYUomEkgXlrYakm3CLpnVzZZAI3VuCCD7uh5wRWdiVpUfwSoPYgPoGOV35ZNDGAnKUDVLoZm0fP9GgWJlz6iZakNwVpYcBxe0NYULY9pS7nu5Np+sS+FicRMIFklRNmHzhGYmaoUhFANTuoXGQApJIcfKD4szHBSpKUDvE8iDw4AjxgK5U1aKVKRvBjmCXLkBst1xxtCA0kTgAPw25Pl7vW0Mygprs/AZecZ8vDz7BS0MCksl0ixJbp3erNGgnzhREw2jyW35VeIUkn3ZeXIqtHrZlwY85tTBTlzStCQU0oD1AMQS/zix0/H5eP2pgQKi5a7tz09RAcDg00XJHj0+kei2jszElJ/DAa71Js3WM3Y2BnrSSlCVAWBqS3/sR2l3i1fImFlALQb3mS+bsR/qPay5rVMBc/oI87L2POeWFoYBQUSFZM3DpHopKSBkzufMxi1n8niME7VnAFpalkzUpclBLMLMg+PiYb9ppsoy1BYJZili13yccn9Y0TOlydEJSVZ2AcsB+kYftIhkPUEEFgTlcjTj9DHThlrkvsy6EZhWpJ0ZheNbCTmUEjLunrdz0jDwU4mWHNyA5yfR2jVwcg1Akl3B1L5a6x058eu2mqJAqCmD3BPV+P7vBpeHSkMEgDkPCKqSXDfFd+DG48WgzGPHaBzVJSkk2SBfgBATiZaU1OGZ3Ae3G2kdi5x7qWqLZ6Pr8y3KFsQtMsUAOEhyNVEBwCegc8m4wxGmkA3Hh0ivZCqrVm8y5/TyhNG0ktfNg4z3jcJHEtflrHI2tLLmqwBNr2GZYXZ3HgeEMpp5ohoUXtNAzqDKpchg9NWsMomOHDHoQeTQwcoPnAxLNTnIBkjg/ePyHhzg0Q8RXIEKJSe3c/CQOgIv5v5CGgb8ICpP4qf7FfMRYhKbh0dosicUKVcpBZmCefTzPWGsCUpKh2tbkWJBZg7DrEztlylEqUgEnM3c5c+QiZWzpSVBQSKg5Bc2fPWG9GOxUxCgxUnMajjYNr0hWZLdQJngahgjMWKn4sw6eMHRsuSPc4AlySWyiBgZBLUpJSXzuD59ITCiYeX7xWVjMOwGWe6A4g3aglhfQtkOp48ohUpNNNwkcC1hpxaJQEgMCGHRg+XhAXaALRSXaxueR4trDKSI4iIrN2hLqlKS1YzIGoBBp8QD5wLYpSZCKU9mwAINjk7+Lg+MMbWkkyl0uFNYpDqHMDUwl7NykdiCkqUT3q83YWY5BmYRuWfFPbQKPL5xyzBVQBZvE3SvKydlzpSwpUuXNBUGRqDnZwwbhGp7SYRSkhaaN1lFK8hcH9PnB14tbfiyykFQAIWkkHRWX7aFdvIJRvh1BmLWPDpdvOOsttRMjC1BK7MWLO4/2I08JhwllG2gAeFpJUUpVLMpIASEhSQd3I3CgzQZHak2Wgks+4WT49pF5crelaKRfN9foII8JokzB76fyK/wDsi5Sv40/kP+ccFGMsPUwqZn16QrJwKSAZgCl7xOodVyGyLMB4CJ7JYtWPy/8A6iezU3fH5f8AcEFThkO4SkF3yGbM/lHJw6EuyQHbTgXHqTC4lrfvt/2j6xcSV/zD+UQBvs6PhGunEuYUkYYJmkIqASCpSajSVLyABy1PiIMJS/5h/KmKSMGpNR7RTqUVF0pzyAyyAAgH2iDGHLxWIOaJj2zoGb/08vURZM/EX3V25JvYmzo4hvGL8aa11KAzIHzgSl76T/Sr5pjLE+c5tN6gJ4gPZHN/CHzhCf8A5FeSfpEsw0yF844rgCcMr+Yfyo+kWEhX8xX5Uf4xMUULhKds9ClFTFySS2pKW/SGuxV/MV5I/wAYhUlX8xfkj/GL/qMsYZKa0JrUFpCFOrIMzjhY5wXDYVKUkUrZdy5fIvaGUbPzAWu4A9z/ABg32M59ovyl/wCEa2DLXs+UKWC1FVmqNgyiT1Dm/SNaTZIAJsGvwEKYbCFR7QzFg3a0vKw+Dl6wwcMr+Yvyl/4Q5CmNn0y1KBAIGZyHM9M4T9nk/gg19oVXKrDQbrDgIZnyimWvOYTooJa9m3QLdYBsORRJTULkAsNAEhKR5AesT0e2gqFlwZSRAlJHARCh4fZcrMCrequpSg/FiSID7SKaU1fZgkOoJqa4P1PhFcMJ8lJZCZjqBYEJN7FhkALesMbXnfhtZD5lQcDpz+ka7lRWZhUiSezTUad1syWsXgcwzErBCVkUhwkJzuLg5M724Q5Iw6hJCUrSVhIFWlTZtweLLRNqSxS1qh82tDaUkUruK5jpCX7lypnPJgYvLWoj/wCTUgkp4BkuM4pimrIV2f8AyfRr9G9IFLlJHf7O4BDBWve8GFoIZSpTj+Ixs5obes/g8UmFRSf4hc2Lps0VSzLAKGd8jk7A9ch4QSasAEHswXvuqyy83J84KpMSp81jdDAFNzZ0/P1iJ1QAG+SLneTYkd0nlEqQndsjeA90s5NJI4D6RftcwaXPBKmsbvAUVUl0pKy9nqFiwyiJdXdPaAFTvWLceofSOmSwCC6XAHuki5dJtkwaLypNYFkWq90jO4z6uYhislSkAKNRd3SVi3DPVhDRnrs0skkB7gAPAZWAYhwgjWxByIzeGvxALU906a3bwyhcFETll9wghmcgve8SjEqJDy1JfmC0USmbxT5f7i6pcy7KS7JzFn97V+EBYz13/DNiwuLjUwEYqZZ5et2I84KZU1hvJe72LctX4QNMmbclSMrWNjZtcs4ipmYhbWlk3UMxoWSfHOLJnrcfhnO5qGT5x0qVNBFS0kf23+f7aLhEx+8lqWyPe49OXSBqq8RMCmEtw+bjK/09YtNnrCmEt0uLuBZg5bz8ohEuaAd9JNm3SwuH14PEGXNdW+ln3d3IO7Hja0VES5sy47NgAab5kZD98IiXOmvdAAtq56/vjEGVOKWK0AvonS+V88oky5u9vpvlu5C/mcvKIrsSQUL7QMm4sTlxBFwYS9nH7L3ylzTXm2vg7w2ULoUFrGVlMzNd+cL7CmKVKDqKsgCQ2gcZaFxF9B5arQEmCLiAIkKYEI7ZngJSlkmssytWFTA5OW1tDzRBTxhLhWTLxakJRubpTYgsH+FyW+XjHSdqzB2ZXLIrcOMkkZOXyPh4xstHUxdn0YzF7TWBV2bpCqcrtk79dcoInGqUVsiye7kavF/kDDxlRQohqYXRi6qAlN1C+tNnL/7aBT8XMSFDsxVZtKhyGpzyh0JbWLdqRDTCKsaUlQWlqQFA5VZuBxL8OMU+3LCkVpAC0k3sx4OTbozxpduNRF0kHWGmMqZi5iUBZlm5DhmISSznW3NvCJTilrWoITZIF9Co6O7HwjVpipTE1WUjGzCUpoZRJChqG1bhEo2iohqGXVS2ufebNvTnGjREtDYYzp2LWhTFIYgsSwD8CcvlEox6gUVpICw75BJ4F8uhh2q8EhsMZatpzAELoAQVEFxdvdLvbW5tlxgysZNKVqEt2yHxNnzPlD0TDTGdL2kVlIQnNNRIINPItkesLzNozhumWAuoAXZ0k5ganLInwjaKYlouz6MYs3aykdoFSy6WKeKweA94vweLrxc5NCjL3S1fFDjOzsI1hEgRNhjGGOmgBSkWKiC2QTop+HOIm4yaoLUhFkENaqoe8zZ+EbVMc0XYYxJ2JmKSs9nuhLhruc2Zr+EX2NMUUEENSQO6QMgTS+Yc59eEay4pDQBar5RwEXWmBktBKaEQqKS1QWJiqpiXjniYiuqMSTHPHAQFCiIpgwTElME0CiIUIMZXCKEHhAUBMW7U6x1PKIpgqwmiJccYGqXFRLPSAkljFgYqhIchwSM+I5HhF+ygmuChHPwiaOIiGEFdWYmqIKOF4iGiSqOBjkpeJKekBDxYRFMckNrAcVRRS4stEBW+kBd4GREERxMaStcYRHwiLJwiOHzjo6PfZHmT9kR8Pzin2KX8PqfrHR0ZyEqPsMv4fU/WI+wS/h9T9YmOi5FVOzpfw+qvrEfdsr4f+SvrHR0TIJGz5fw+p+sX+wy/h9T9Y6OiyQR9il/D8477BL+H1P1iY6LkKgYCX8I9Yj7DL+H1MTHRMjMtCXs6UW3B4OPlEfdkr4T+ZX1jo6FkaSnZkr4T+ZX1iydmy/h/5K+sdHRnIO+65Xw+qvrEjZsoZIboSP1jo6GRNqPu2Ufd9VD5GJGz5fwn8yvrHR0XISoOzpb5H8yvrHHZsr4fVX1iY6GRVBs6XwP5lfWLjZsr4fVX1jo6MZNWhnASxp6q+sDmYGXw9VfWJjo3kK//2Q==" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>I giapponesi, amanti della tradizione,<br />
alle armi da fuoico preferiscono di gran<br />
lunga continuare ad affettarsi fra di<br />
loro con la <span style="font-size: 12.8px;">katana.</span></td></tr>
</tbody></table>
Diametralmente opposta è la concezione giapponese. Qui lo stato vieta con tale rigore il possesso di armi da fuoco che persino i poliziotti, salvo casi eccezionali, non possono portarle. Il solo possesso di un'arma è un reato talmente grave che i criminali ne fanno tranquillamente a meno e solo la yakuza è nota farne un piccolo commercio. Stiamo del resto confrontando lo stato della "libertà ad ogni costo" con uno stato sì civilissimo ma cresciuto all'ombra dell'imperatore, uno stato i cui cittadini si trovano impastoiati da un tale insieme di obblighi e doveri impliciti verso la società stessa, verso i datori di lavoro, i genitori, gli avi e le tradizioni che parlare di libertà personale significa forse parlare solo della libertà di scegliere l'aroma del dopobarba e anzi, visto che in Giappone anche solo l'idea di molestare il tuo compagno di viaggio sulla metropolitana con un odore personale è inaccettabile, neanche di quella.</div>
<div style="text-align: justify;">
<a href="https://3.bp.blogspot.com/-RAmlvmhhZrU/V0tJxMQCeHI/AAAAAAAADq0/9Ed-HMGYB2Qkib87peW4YJJetOnm6qCAACLcB/s1600/porto.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://3.bp.blogspot.com/-RAmlvmhhZrU/V0tJxMQCeHI/AAAAAAAADq0/9Ed-HMGYB2Qkib87peW4YJJetOnm6qCAACLcB/s200/porto.jpg" width="195" /></a> In mezzo a quella americana ed a quella giapponese, poi, abbiamo la posizione italiana e non è detto, in verità che in questo caso sia vero che "in medio stat virtus". La posizione italiana infatti sancisce il diritto al possesso di un'arma ma non solo ne impedisce il porto (<b><i><span style="color: blue;">per ottenere il porto d'armi nel nostro paese, se non si é un magistrato, occorre avere un dimostrato motivo; praticamente se non si è stati soggetto di multipli attentati, se non si trasportano professionalmente oggetti di valore e se non si è medici usi a girare con chili di oppiacei nella borsa, ottenerlo è praticamente impossibile</span></i></b>), ma tende anche a scoraggiarne il possesso per motivi "difensivi" facilitandone invece quello per motivi "sportivi". Un'arma posseduta per motivi sportivi, però, dovrà essere conservata scarica e smontata e, qualora venisse usate per difendersi, poniamo, da una aggressione, sarà ben difficile spiegare al giudice perché, invece che stare sotto chiave nell'apposita cassetta e ben lontana dalle munizioni, si trovasse carica e pronta all'uso nel cassetto del comodino. La difesa dal crimine, nel nostro paese, non è evidentemente lasciata ai cittadini anche se, in molti casi, l'intervento delle forze di polizia è lento ed inefficiente, tuttavia non è di questo che volevo parlare, il fatto che i cittadini debbano o possano sopperire alle carenze di polizia e carabinieri non è importante, come non lo è il fatto che disarmando i cittadini ligi alle regole gli unici a possedere le armi saranno i "cattivi". Il nocciolo del problema, invece, sta nel fatto che <b><i><span style="color: blue;">il possesso delle armi è una forma di garanzia del cittadino contro i soprusi di uno stato</span></i></b>. Durante il fascismo, quando i governi di mezza Europa si trasformarono in mostri totalitaristi, chi scappava sulle montagne per opporsi alla dittatura non lo faceva certo armato di cerbottana. Togliere al popolo le armi significa privarlo della possibilità di opporsi, in extremis, ad un governo tirannico ed autoreferenziale.<br />
<a href="https://3.bp.blogspot.com/-ijfJsIIRsZk/V0tJYYsli-I/AAAAAAAADqw/yCHQOZqkKLcZoVHGYEoCL6z7ckiET5PEACLcB/s1600/leva.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://3.bp.blogspot.com/-ijfJsIIRsZk/V0tJYYsli-I/AAAAAAAADqw/yCHQOZqkKLcZoVHGYEoCL6z7ckiET5PEACLcB/s1600/leva.jpg" /></a> Del resto, volontario o involontario che sia stato, con l'abolizione del servizio di leva un primo passo nel privare i cittadini della possibilità di ribellarsi ad un governo ingiusto è già stato compiuto. Oggi la maggior parte dei giovani, anche se possedesse un'arma, non avrebbe la più pallida idea di come usarla. Il servizio di leva, che forniva quell'addestramento basico alla battaglia necessario anche solo per obbedire ad un ordine senza inutili discussioni e che, specialmente, portava per la prima volta il giovane a fare considerazioni sulle armi, sul loro uso e sulle conseguenze del loro uso, sul dovere e sui sacrifici legati al dovere, sulla responsabilità personale, non delegabile, e sul bene comune, ora non solo non è più obbligatorio, e già questo a mio parere è un errore, ma non è disponibile neanche come opzione se non come scelta professionale, scelta che però conduce a ruoli subalterni poco appetibili per i giovani e che, di conseguenza, viene fatta solo da coloro che, per vari motivi, non incontrano alternative. </div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQqLVNloJSnL1fZZy0J65nX789N-jZgvGccZaRT7L2K_yzyJpNN" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per pistola e passaporto" border="0" height="133" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQqLVNloJSnL1fZZy0J65nX789N-jZgvGccZaRT7L2K_yzyJpNN" width="200" /></a></div>
Il diritto di possedere armi, esattamente come il diritto di possedere un passaporto, sono una garanzia nei confronti del governo. Tanta gente non ha mai richiesto e probabilmente non richiederà mai il passaporto, non l'ha mai chiesto ma può farlo e sa che nessuno può negargli il diritto di ottenerlo, questa è libertà. Quanta gente non ha mai posseduto un'arma e non prova il minimo desiderio di possederla in futuro? Non la possiede ma può farlo, ed anche questo è libertà. Ed a quelle che tirano fuori le solite storie sul fatto che le armi servono per delinquere, vorrei domandare <b><span style="color: red;">quanti reati vengono commessi con armi regolarmente registrate? </span></b>Pochi, pochissimi, quasi nessuno. I delinquenti accedono alle armi per mezzo di un mercato parallelo, un mercato dove non ci sono regole, si possono comprare armi di qualsiasi tipo, anche quelle che non vedrete mai in nessuna armeria perché ritenute "da guerra" o "contrarie alla comune umanità". I cattivi, ovviamente, se ne fregano delle leggi e anzi, una legge che limita il possesso delle armi non può che far loro piacere impedendo ai "buoni" di competere ad armi pari. Non è questo l'argomento della discussione, ma vorrei p<span style="background-color: white;"></span>revenire i commenti insensati spiegando che "<b><i><span style="color: blue;">il possesso di armi da parte dei comuni cittadini non aumenta il numero dei reati commessi con armi</span></i></b>".</div>
<div style="text-align: justify;">
Ora, intendiamoci, io non posseggo armi, a meno che non vogliate classificare come arma il mio<br />
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://4.bp.blogspot.com/-lwugeMJjKRg/V0tLm6GNn1I/AAAAAAAADrE/BOOtQIkQKnoGZXsv2mcAVpYGP_B6YkLcQCLcB/s1600/cannones.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="148" src="https://4.bp.blogspot.com/-lwugeMJjKRg/V0tLm6GNn1I/AAAAAAAADrE/BOOtQIkQKnoGZXsv2mcAVpYGP_B6YkLcQCLcB/s320/cannones.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">SI VIS PACEM PARA BELLUM<br />
Mettete pure fiori nei vostri cannoni, usate le pistole come<br />
<span style="font-size: 12.8px;">martelli </span><span style="font-size: 12.8px;">per costruire le vostre case ed i fucili </span><span style="font-size: 12.8px;">come stampelle </span><br />
<span style="font-size: 12.8px;">per </span>camminare meglio verso il futuro ma non buttateli via, mai.<br />
Siate pronti ad usarli <span style="font-size: 12.8px;">perché sono loro esistenza e la </span><br />
<span style="font-size: 12.8px;">vostra </span><span style="font-size: 12.8px;">disponibilità </span>ad farne uso a fare la <span style="font-size: 12.8px;">differenza </span><br />
<span style="font-size: 12.8px;">fra</span><span style="font-size: 12.8px;"> </span><span style="font-size: 12.8px;">un popolo </span><span style="font-size: 12.8px;">libero ed un popolo di servi sottomessi.</span></td><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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arco da caccia, e non ho nessun desiderio di possederne. Sono "<span style="background-color: white;"><span style="color: white;"><span style="color: blue;"><b>ragionevolmente <span style="font-size: medium;">insoddisfatto</span></b></span></span></span>" del mio governo e mi diverto a contestarlo sul FB o sul mio blog ma <b><span style="color: red;">non mi interessa affatto cambiarlo a colpi di pistola</span></b> ed il far west mi piace solo dietro al grande schermo, tuttavia trovo che tutte le pressioni della UE sulle modifiche alle leggi sulle armi siano sbagliate. Gli uomini devono essere liberi di possedere armi ed il compito dei governi non è quello di impedirglielo ma semmai di fare del loro meglio perché nessuno si senta motivato ad esercitare questa libertà.</div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-16712995195602878682016-05-26T18:38:00.000+02:002016-05-26T18:41:49.269+02:00Come funziona la democrazia Americana<div style="text-align: right;">
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ9TdO6d99vQ6h1uC1-2cYaO_u1J4xF22B9SPMATFa8fS3xz0na" imageanchor="1" style="clear: right; display: inline !important; float: right; margin-bottom: 1em; margin-left: 1em; text-align: justify;"><img alt="Risultati immagini per cambiare la costituzione" border="0" height="151" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcQ9TdO6d99vQ6h1uC1-2cYaO_u1J4xF22B9SPMATFa8fS3xz0na" width="200" /></a><div style="text-align: justify;">
<span style="background-color: white;"> </span>Credo che, prima di toccare qualcosa che, sia pure con qualche limitazione, più o meno funziona, si dovrebbero avere chiare le conseguenze della modifica. Sto parlando, in particolare, di costituzione. Per questo motivo penso che ogni modifica alla costituzione dovrebbe essere valutata non solo in base alle millantate esigenze ma anche guardandosi attorno e cercando di capire come funzionano le cose negli altri paesi. Quando si parla di democrazia, in</div>
<a name='more'></a> particolare, viene spontaneo il confronto con quella che, nell'immaginario collettivo, è la democrazia per eccellenza, quella degli stati uniti d'America.<br />
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per governo USA" border="0" height="239" 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" width="320" /></a><span style="background-color: white;"> Ci sono delle differenze fondamentali fra la nostra democrazia, che è una democrazia parlamentare, e quella americana, che è una democrazia presidenziale. Nel nostro caso il presidente ha una funzione più rappresentativa che di governo, mentre nel caso degli stati uniti il presidente è, per la durata del suo mandato, il vero capo dello stato ma, ciò nonostante, é soggetto a molte limitazioni. Innanzi tutto bisogna dire che il presidente degli stati uniti d'America <b>non può legiferare</b> in nessun modo, neanche con dei decreti legge, e che il suo diritto di veto ad un progetto di legge può applicarsi solo quando le due camere (perché, credevate davvero che la bicamerale perfetta fosse una nostra prerogativa?) non hanno approvato una legge con almeno il 75% dei voti positivi ed a questo aggiungiamo il fatto che in caso di comportamento penalmente illecito il parlamento può rimuovere un presidente in carica con l'impeachment. </span></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTbaOspJlW5YP_T6Sd-FS3ssGAUFFoWmvbg1pZUsjIjj9lHIRu6_Q" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per midterm election" border="0" height="142" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTbaOspJlW5YP_T6Sd-FS3ssGAUFFoWmvbg1pZUsjIjj9lHIRu6_Q" width="200" /></a></div>
<span style="background-color: white;"> Insomma, capo si ma con dei limiti ed a questo aggiungiamo che l'elezione dei membri della </span><span style="background-color: white;">camera dei senatori avviene in modo progressivo e solo un terzo di questi vengono sostituiti in coincidenza con le elezioni presidenziali mentre la camera dei rappresentanti viene sostituita due volte per ogni mandato presidenziale e che quindi il volere popolare, non mantenendo l'orientamento politico delle elezioni presidenziali durante le </span><b><i><span style="background-color: white; color: blue;">"midterm elections"</span></i></b><span style="background-color: white;">, può limitare, dopo il primo biennio, l'appoggio delle camere al potere del governo. </span><br />
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<a href="http://www.iniziativalaica.it/wp-content/uploads/2011/01/Power-Separation.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="http://www.iniziativalaica.it/wp-content/uploads/2011/01/Power-Separation.jpg" width="320" /></a> In pratica il presidente <b>non può manovrare il congresso</b>, realizzando così una perfetta separazione fra il potere esecutivo ed il potere legislativo. Il potere giudiziario, infine, non dipende in forma diretta né dal presidente della repubblica né dai senatori in quanto la scelta dei giudici federali e costituzionali viene fatta dal presidente ma richiede la ratifica del senato. </div>
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Vediamo, ora, pregi e difetti di questo tipo di governo: Innanzi tutto, e questo è fondamentale, nel governo degli stati uniti la separazione fra i tre poteri è forte, talmente forte che il governo non può neanche ricorrere ai decreti legge per aggirarla. Si tratta, a mio avviso, di un'ottima cosa, che senso ha, del resto, prevedere la separazione fra i poteri se poi è possibile aggirarla? Inoltre, essendo il potere esecutivo, comprendente le decisioni in merito alla politica estera, in mano ad una sola persona, è garantita l'immediatezza di decisioni e reazioni.<br />
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQpVwlJizI3QfkfXLtbIHXRIVhM6K7gNpwZnKMXcL4xGC6Stivh" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per impeachment" border="0" height="115" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQpVwlJizI3QfkfXLtbIHXRIVhM6K7gNpwZnKMXcL4xGC6Stivh" width="200" /></a> C'è poi la questione dell'impeachment: non sono molte le cause per le quali un presidente può essere rimosso ma, fra queste, ci sono, oltre al tradimento ed alla corruzione anche quelli che sono definiti come "high crimes and misdemeanours", cioè crimini gravi e crimini lievi. Questo ovviamente non significa che si possa rimuovere un presidente per aver sputato per terra ma sicuramente lo si può fare se questi avrà mentito pubblicamente, cosa che in America viene considerata gravissima per un uomo politico. A questo proposito bisogna ricordare che la libertà di stampa, che negli stati uniti viene sancita dal primo emendamento alla costituzione, viene presa molto sul serio. Il sistema bipartitico, del resto, vede i media che non si vantano della loro indipendenza più o meno equamente divisi fra le due fazioni principali e sempre pronti a scatenarsi contro eventuali illeciti dei restanti tre poteri. L'assenza di una televisione di stato separa quindi anche il quarto potere dagli altri tre, aiutando così a mantenere la sovrania del popolo sul governo.<br />
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQwuvH0QF1mHkexQE3ngWEi3xlUTIXogOEouTmoG-sSNAnApYoQ" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Risultati immagini per trump" border="0" height="139" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQwuvH0QF1mHkexQE3ngWEi3xlUTIXogOEouTmoG-sSNAnApYoQ" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Incredibile...non é per dire, ma<br />noi abbiamo avuto Berlusconi</td></tr>
</tbody></table>
Questi, grosso modo, sono i pregi, ma i difetti? Bé basta pensare che una serie di congiunture più o meno casuali possono portare un personaggio come Trump alla soglia delle elezioni (e speriamo non oltre) per capire che, come in tutti i governi democratici, la decisione è del popolo, ovvero di persone che sono, in massima parte, ignoranti e manovrabili ma che, a differenza di quanto succede nelle democrazie parlamentari, questo "popolo bue" potrebbe arrivare ad eleggere un pazzo come <b>capo supremo</b> dell'esecutivo. Aggiungiamo inoltre il fatto che l'esistenza di un solo capo supremo da eleggere porta automaticamente i poteri che concorrono (partiti ma, specialmente, finanziatori) a dividersi in due soli gruppi, tagliando fuori molte persone.<br />
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSl9tNilyOG_fTyFQGGuxi0WM2QVQ3EiQV3Ns1Ek1BFTDSzSMcIog" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per elezioni presidenziali usa dollari" border="0" height="200" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcSl9tNilyOG_fTyFQGGuxi0WM2QVQ3EiQV3Ns1Ek1BFTDSzSMcIog" width="158" /></a> Non illudiamoci, per far eleggere un presidente, in America, ci vogliono molti, anzi, moltissimi soldi, e questi soldi, ovviamente, escono dalle tasche di aziende che, alla fine, chiederanno al presidente eletto di restituire il favore. Ci saranno presidenti che devono la loro elezione all'industria delle armi, altri che la devono a quella petrolifera ed altri ancora che, magari, la devono alla Coca Cola o al gruppo Nike, la cosa non ha molta importanza, ha importanza invece il fatto che il presidente dovrà, in un qualche modo, restituire il favore. Il presidente non sarà quindi uno statista o un economista emerito, sarà piuttosto un uomo scelto per la sua capacità di parlare in pubblico, per motivi estetici e, ovviamente, per la sua manovrabilità. Questo fenomeno è mitigato dal fatto che il potere del presidente non può uscire dai limiti di quello esecutivo e, specialmente, dal fatto che non può mai smentirsi o uscire dai binari delle promesse elettorali senza essere attaccato dalla stampa.<br />
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per tu vuoi fa l'americano" border="0" height="172" 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" width="200" /></a> Fatta questa breve analisi del sistema di governo statunitense, sistema che può piacere o meno ma che, pur essendosi affinato negli anni, non ha mai avuto la necessità di essere cambiato più di tanto a prova del fatto che, tutto sommato, funziona, domandiamoci prima di tutto se ci piace e, in secondo luogo, se stiamo andando in quella direzione. Alla prima domanda la mia personale risposta è che si, mi piace, mi piace di più di quella mostruosità partorita nel nostro paese dopo la guerra, giustificata forse dal fatto che c'era un grosso timore nel lasciare il potere esecutivo nelle mani di una sola persona ma, di fatto, inconcludente, ed ancor di più mi piacerebbe se si potessero tener fuori dal gioco alcuni poli di potere, come le industrie multinazionali, capaci di mettere in campo risorse enormi pur di poter pilotare le decisioni di un governo. La seconda domanda, invece, ha una doppia risposta, si, stiamo andando in quella direzione se ascoltiamo quello che ci dicono oggi i revisionisti della costituzione, no, non stiamo andando affatto in quella direzione se guardiamo come hanno tentato di modificare la nostra costituzione. </div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRb6zh9c69G9dnBAldxtN2hETcy6LMsqg_vzsPrcniPgBuPSQB0dA" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per imitare gli americani" border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcRb6zh9c69G9dnBAldxtN2hETcy6LMsqg_vzsPrcniPgBuPSQB0dA" width="138" /></a> Non voglio mettere in dubbio che la volontà sia effettivamente quella di dare maggior potere al governo in carica ma questo non può essere fatto cortocircuitando tutti i sistemi di sicurezza previsti dalla costituzione. Il governo nordamericano, come abbiamo visto, pur godendo di grande autonomia per quanto riguarda il potere esecutivo ha molti sistemi di sicurezza tesi ad impedire che ecceda la volontà dei cittadini. Le modifiche costituzionali proposte, invece, servono solo ad eliminare i sistemi di sicurezza che sono stati originariamente introdotti senza però fornire alcun tipo di garanzia. Credo che rinnovare la costituzione, se veramente ci piace di più l'idea di un governo forte, significhi ben altro che la riforma proposta dal governo attuale. Se vogliamo fare gli americani facciamolo pure, ma cerchiamo almeno di non essere una brutta copia dei nostri cugini di là dal mare.</div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-49638687085316990762016-05-24T03:17:00.003+02:002016-05-24T03:21:09.669+02:00Con le migliori intenzioni<div style="text-align: justify;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQ4w22H12p-qrKS6en-hEeyuvTrpaXSrlbSws9KIXWnP_-2kvQ1yg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per costituente 1946" border="0" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQ4w22H12p-qrKS6en-hEeyuvTrpaXSrlbSws9KIXWnP_-2kvQ1yg" /></a>Quando si parla di un referendum costituzionale, come ora, si parla di un referendum avente per oggetto una cosa delicata ed importantissima come la costituzione, il fondamento del nostro paese, del nostro modo di vivere, della nostra rinunzia ad una parte dei nostri diritti naturali in nome di un bene comune. Ora, che la costituzione non possa essere scolpita nella pietra ma</div>
<a name='more'></a> che debba essere viva ed adeguarsi alle esigenze di un mondo che cambia, ebbene, questo è sicuramente vero, tant'è che la costituzione stessa prevede degli strumenti per cambiarla ed adeguarla alle nuove necessità, ma tutto questo andrebbe fatto in modo ragionato, evitando di snaturare il significato stesso della costituzione, non dimenticando la storia che, grande maestra di vita, purtroppo ormai si insegna poco e male e, specialmente, non mescolando la politica ed i voleri di alcuni con la reale necessità di cambiamento.<br />
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<tr><td style="text-align: center;"><a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRK9dQD_ZNMuxRssJTPxsytgXOjWuW-pyE-39L7P9YL4-H9tqb_JA" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Risultati immagini per referendum costituzione" border="0" height="102" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcRK9dQD_ZNMuxRssJTPxsytgXOjWuW-pyE-39L7P9YL4-H9tqb_JA" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">non vi voglio più bene!</td></tr>
</tbody></table>
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Ecco, già questo, il fatto che un partito politico, attraverso il suo massimo rappresentante, che poi è anche il nostro presidente del consiglio dei ministri, non solo sia il promotore di un referendum costituzionale (e quando mai é stato compito del governo il promuovere un referendum costituzionale?) ma che tenti anche di approfittare della sua posizione di potere per influenzare il libero pensiero delle persone, ecco, questo mi molesta abbastanza. Ma come, sei il presidente del consiglio dei ministri e ti metti a fare le bizze come i bambini dell'asilo? Bambino di 3 anni: "<i><b><span style="color: blue;">mamma, se non mi compri il lecca lecca non ti voglio più bene</span></b></i>"; presidente del consiglio dei ministri della nostra nazione: "<span style="color: blue;"><b><i>popolo italiano, se non mi fai passare questa modifica alla costituzione me ne vado</i></b></span>". Ecco, a prescindere dal fatto che, esattamente come le mamme intelligenti ad un simile ricatto rispondono "<b>ok, non volermi più bene</b>" un popolo di persone intelligenti dovrebbe rispondere "<b>vai pure, anzi, era ora</b>", ma domandiamoci perché questa riforma e, specialmente, <span style="color: red; font-size: large;">perché tutta questa enfasi per il SI?</span></div>
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<a href="http://cronologia.leonardo.it/storia/a1946a.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://cronologia.leonardo.it/storia/a1946a.jpg" /></a> Per capirlo iniziamo ad analizzare la costituzione così come é stata pensata dopo la seconda guerra mondiale. L'italia veniva dai disastri (<i>perché oggi si tende a ricordare solo le cose belle del fascismo, gli ospedali, le scuole, la prima vera unificazione dell'Italia, ma non dimentichiamoci che è stato proprio il fascismo a fornire i modelli per il nazismo che, a sua volta, ha incendiato l'Europa ed il mondo intero in una guerra senza capo né coda. Hitler, senza il fascismo, non sarebbe stato nulla. Mussolini é stato il suo idolo, l'uomo forte da imitare</i>) della guerra e si voleva assolutamente evitare che un uomo solo, o una sola coalizione di persone, avesse il potere di governare in modo despotico un paese. Per fare questo si é creato il sistema <b><i><span style="color: blue;">bicamerale perfetto</span></i></b>, sistema che consentiva alla camera di porre dei veti al senato e viceversa. Il senato, secondo la costituzione originale, era un organo composto da membri eletti dal popolo su base regionale. Di fatto il senato costituiva la "garanzia" che il popolo aveva nei confronti di un governo autoritario. Inoltre, <span style="background-color: yellow;">dopo il premio di maggioranza introdotto dal governo fascista nel 24, la costituente ripristinò l'elezione proporzionale dei deputati</span>. Insomma, <b>due camere, entrambe elette dal popolo, con il potere di veto l'una sull'altra</b>, questo era il sistema originale previsto dalla nostra costituzione, un sistema forse ridondante ma, proprio per questo, garantista e che escludeva la possibilità di una presa di potere da parte di un governo autoreferenziale. </div>
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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per italicum vignette" border="0" 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" /></a> Questo sistema elettorale, che dava al cittadino "interessato" la possibilità di esprimere una preferenza non solo in termini di partito ma anche in termini di candidato, ha funzionato senza grossi problemi fino al 94, anno in cui con la legge Mattarella, una legge talmente mostruosa da essere ribattezzata "<b><i><span style="color: blue;">Minotauro</span></i></b>", l'elezione della camera dei deputati diventa al 75% maggioritaria, e nel 2006, con la legge Calderoli, soprannominata "<span style="color: blue;"><b><i>Porcellum</i></b></span>" per il fatto di essere stata definita "una porcata" dallo stesso promotore, diventa nuovamente proporzionale ma con correzioni ed un premio di maggioranza e con l'impossibilità da parte dell'elettore di indicare il candidato preferito, che viene sostituito da una lista. L'evidente incostituzionalità viene poi corretta nel 2015 con il discusso "<span style="color: blue;"><b><i>Italicum</i></b></span>", legge elettorale promossa dall'attuale governo che non solo reitera i problemi delle leggi passate, ma ne introduce dei nuovi non solo mantenendo il premio di maggioranza, ma assegnandolo addirittura durante il ballottaggio finale in modo che, a beneficiarne, sia il partito vincente e non la coalizione. Senza voler discutere ora dell'Italicum, <b><span style="color: red;">legge per altro orrenda ed apertamente anticostituzionale</span></b>, continuiamo con l'analisi della riforma costituzionale, <span style="background-color: yellow;">riforma voluta, lo ricordo, dallo stesso governo che ha ideato l'Italicum</span>, e sommiamo i due termini:</div>
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<b>Italicum </b>(controllo quasi totale della camera da parte del governo che si trova in carica);</div>
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<b>Riforma costituzionale</b> (eliminazione della bicamerale e possibilità da parte della camera di legiferare a piacimento, solo la camera ha il potere di far cadere il governo);</div>
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<b><span style="color: red; font-size: large;">Italicum+Riforma Costituzionale=Controllo Totale</span></b></div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQ6y2dgGPnDzi_0emqQ8Bt5U9fs-fUxL7hJuCXcOLd-G2sp3Qkz" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per referendum costituzione" border="0" height="100" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQ6y2dgGPnDzi_0emqQ8Bt5U9fs-fUxL7hJuCXcOLd-G2sp3Qkz" width="200" /></a> Ora, dopo averlo visto di persona, averlo guardato in faccia ed averlo sentito parlare, potrei anche pensare che il nostro attuale presidente del consiglio dei ministri sia un "innocente", uno di quelli dei quali Gesù Cristo parlava dicendo "<b><i><span style="color: blue;">perdona loro perché non sanno quello che fanno</span></i></b>", un mentecatto insomma, ma un mentecatto pericoloso, un mentecatto che, dopo aver posto il dito sul grilletto sta tentando di convincerci a togliere anche la sicura, un mentecatto che <b><span style="color: red;">con le migliori intenzioni</span></b>, con la convinzione di fare "<b><span style="color: red;">il nostro bene</span></b>" vuole toglierci il potere di impedirglielo, potere che i nostri padri si sono guadagnati con il sudore e con il sangue.</div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-79672079162075060572016-05-23T05:25:00.001+02:002016-05-24T03:21:09.672+02:00Come la democrazia ci priva della libertà <div class="separator" style="clear: both; text-align: center;">
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<span style="background-color: white; font-family: sans-serif; line-height: 22.4px;"><span style="line-height: 22.4px;"><span style="color: blue;"><i><b>Ci sarà in una delle prossime generazioni un metodo farmacologico per far amare alle persone la loro </b></i></span></span><span style="color: blue; line-height: 22.4px;"><i><b><span style="line-height: 22.4px;">condizione di servi e quindi produrre </span>dittature<span style="line-height: 22.4px;">, come dire, senza lacrime; una sorta di </span><a href="https://it.wikipedia.org/wiki/Campo_di_concentramento" style="background-attachment: initial; background-clip: initial; background-image: none; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 22.4px; text-decoration: none;" title="Campo di concentramento">campo di concentramento</a></b></i></span><span style="line-height: 22.4px;"><span style="color: blue;"><i><b> indolore per intere società in cui le persone saranno private di fatto delle loro libertà, ma ne saranno piuttosto</b></i></span></span></span><br />
<a name='more'></a><span style="background-color: white; font-family: sans-serif; line-height: 22.4px;"><span style="line-height: 22.4px;"><span style="color: blue;"><i><b> felici.</b></i></span><span style="color: #252525;"> Con questa che sembra quasi una profezia Aldous Huxley ci mostra la sua visione del futuro che si discosta dalla realtà odierna forse solo per il fatto che non c'è stato bisogno di medicinali per ridurre l'uomo in schiavitù ma sono bastati, secondo il vecchio detto, </span><i style="color: #252525;"><b><span style="color: blue;">panem et circenses</span></b></i><span style="color: #252525;">. La demagogia nella sua forma più bieca oggi governa non solo il nostro paese ma sostanzialmente la maggior parte del mondo "civilizzato", trasformando "de facto" la democrazia nella più odiosa forma di dittatura, quella di una oligarchia travestita da governo popolare. Già Platone ed Aristotele vedevano la democrazia come una forma di governo pericolosa perché propensa a degenerare verso la tirannia, ma noi siamo riusciti a fare di meglio, perché abbiamo trasformato la democrazia rappresentativa prima in partitocrazia, quindi in oligarchia e, finalmente, in una forma indiretta di oligarchia, quella che potremmo chiamare una oligarchia rappresentativa.</span></span></span></div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT1K789rTYhgl_bzbRANwD15MMssVE8GWheCklTVgYr9iDDwKIp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per oligarchia" border="0" height="167" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcT1K789rTYhgl_bzbRANwD15MMssVE8GWheCklTVgYr9iDDwKIp" width="200" /></a><span style="color: #252525; font-family: sans-serif;"><span style="line-height: 22.4px;"> Vediamo di chiarire questi passaggi: primo passaggio, la <b>partitocrazia</b>. Di </span></span><span style="color: #252525; font-family: sans-serif;"><span style="line-height: 22.4px;">fatto </span></span><span style="color: #252525; font-family: sans-serif;"><span style="line-height: 22.4px;">la </span></span><span style="color: #252525; font-family: sans-serif;"><span style="line-height: 22.4px;">partitocrazia ha portato la gente a pensare in termini di ideologia e non di persone e ad accettare quindi che l'elezione dei rappresentanti parlamentari fosse indiretta. Questo ha portato ad avere un ristretto numero di persone "fedeli" in parlamento, spesso palleggiate da un partito all'altro ma, di fatto, sempre le stesse (oligarchia) e manovrate da alcuni centri di potere rappresentati prima dai partiti e successivamente da poteri esterni (mafia, multinazionali, servizi segreti stranieri). </span></span><br />
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQZo_L4LoLFskMEl-lHJkMWNQrUsLS6eGfVHKLcigzx3K5R73QuTA" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per oligarchia" border="0" height="200" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQZo_L4LoLFskMEl-lHJkMWNQrUsLS6eGfVHKLcigzx3K5R73QuTA" width="160" /></a><span style="color: #252525; font-family: sans-serif;"><span style="line-height: 22.4px;"> Eccoci quindi arrivati alla <b>Oligarchia indiretta o rappresentativa</b>, il potere é in mano a pochi che governano attraverso politici scelti per la mancanza di ideologia propria e la loro fedeltà ed eletti grazie ad iniezioni di denaro con le quali si conquistano i voti o, peggio ancora, eletti a caso in uno spread di persone comunque manovrabili con il denaro. </span></span><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;">I pensatori greci, sia pur nella loro lungimiranza, non erano arrivati ad immaginare una forma di governo così deteriore neanche sperimentando, attraverso le polis, varie forme di democrazia. L'uomo, del resto, si é evoluto dai tempi delle città stato allontanandosi sempre di più dalla sua forma naturale, quella di un animale che deve restar desto per sopravvivere, per avvicinarsi sempre di più a quella degli inerti Eloi (ricordate H.G.Wells e la sua macchina del tempo).</span><br />
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSf8if-PaMsZygheGCt8H4Ss4dAa_u34cq2ipmPta_7ixFfsXBn" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per preferenze elettorali" border="0" height="136" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSf8if-PaMsZygheGCt8H4Ss4dAa_u34cq2ipmPta_7ixFfsXBn" width="200" /></a><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;"> Fermo restando che, con l'abolizione delle preferenze, si è tolto l'unico freno che la nostra </span><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;">costituzione prevedeva a questo fenomeno e che, di conseguenza, tutto quanto fatto a partire dalla modifica, assolutamente anticostituzionale della legge elettorale sarebbe da cancellare e riscrivere, ho la sensazione che anche la nuova legge elettorale, la famosa legge </span><b style="color: #252525; font-family: sans-serif; line-height: 22.4px;">Italicum </b><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;">che tanti cervelli ha richiesto per essere partorita, sia sostanzialmente una porcata. </span><br />
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTRj5eNWwkj_V6vNsNVja3EkbQ9CmdmnIWeOlsEteL3D8wiLewN" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per equità" border="0" height="126" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTRj5eNWwkj_V6vNsNVja3EkbQ9CmdmnIWeOlsEteL3D8wiLewN" width="200" /></a><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;">A prescindere dal fatto che trovo il premio di maggioranza una </span><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;">solenne idiozia non capisco proprio la faccenda delle preferenze non preferibili. Perché mai, se desidero dare la preferenza a due candidati dello stesso sesso non devo poterlo fare? E se, poniamo, di tutti i candidati dell'altro sesso non ne trovassi uno accettabile dovrei, allora, rinunciare ad esprimere la mia seconda preferenza? E perché mai i candidati di un sesso non possono eccedere il 60% di quelli dell'altro sesso? E se, poniamo, fra i candidati ci fossero solo uomini (o donne) imbecilli, gli italiani dovrebbero comunque accettarli al governo in nome di una uguaglianza assolutamente non necessaria? D'accordo le pari opportunità, ma qua non stiamo parlando di pari opportunità (cioè di possibilità di competere alla pari) quanto piuttosto di parità dei risultati. </span><br />
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per suffragette" border="0" height="200" 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" width="138" /></a><span style="color: #252525; font-family: sans-serif; line-height: 22.4px;"> Qua si confondono le suffragette, donne che lottavano perché in una società disuguale le donne avessero le stesse possibilità degli uomini, con le odierne femministe, donne che in una società dove le donne hanno sostanzialmente le stesse possibilità degli uomini lottano per avere un trattamento disuguale acquisendo indebiti vantaggi, una cosa per la quale</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="color: #252525; line-height: 22.4px;"> </span><a href="https://it.wikipedia.org/wiki/Millicent_Garrett_Fawcett" style="background: none rgb(255, 255, 255); color: #0b0080; line-height: 22.4px; text-align: start; text-decoration: none;" title="Millicent Garrett Fawcett">Millicent Fawcett</a> si rivolterebbe sicuramente nella tomba. Continuando di questo passo si avrà l'obbligo di votare un certo numero di omosessuali, un certo numero di handicappati ed un certo numero di neri e di extracomunitari, per "equità", una equità che, però, mette le briglie, no, anzi, mi correggo, stringe le briglie, perché quelle glie le hanno già messe da un po', alla nostra libertà.</span><br />
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com1tag:blogger.com,1999:blog-7947079735890852438.post-92218728507992278222016-04-29T16:48:00.000+02:002016-04-29T16:48:40.101+02:00Un pezzo di gambuccio<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-6RSbIqtt7_Q/UHUt-8NmtSI/AAAAAAAAB2Q/ssn4dOq1L6s/s1600/fetta.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://4.bp.blogspot.com/-6RSbIqtt7_Q/UHUt-8NmtSI/AAAAAAAAB2Q/ssn4dOq1L6s/s320/fetta.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Una fetta del nostro sformato.</td></tr>
</tbody></table>
<b><span style="color: orange;"><span style="font-size: large;">Cosa fare quando finisce un prosciutto ed in casa rimane un pezzo di gambuccio?</span></span></b> La soluzione più classica è quella di farci un condimento, ma <b><span style="color: red;">devo dire che a me l'abbinamento prosciutto-pomodoro non entusiasma</span></b>. Il prosciutto preferisco di gran lunga associarlo alle patate e così, di solito, finisce che lo taglio a listarelle e lo metto in una teglia assieme a delle patate tagliate a pezzi, con un<br />
<a name='more'></a>po' d'olio e gli odori del caso. Tuttavia, se è vero che le patate al forno sono una libidine, è anche vero che non sono un piatto unico per cui si finisce sempre per associarle a della carne e, alla fine, si mangia veramente troppo. Non fa bene alla linea e, comunque, mangiare prosciutto assieme alla carne non è una cosa molto sensata da farsi.</div>
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Così, tempo permettendo, ultimamente il gambuccio finisco per usarlo facendoci uno sformato. Devo ammettere che l'idea l'ho presa dal <span style="color: blue;"><b><i>gattò </i></b></span>di patate partenopeo che però, nella sua versione originale, mi sembra assolutamente eccessivo per una cucina quotidiana. Dell'originale che, intendiamoci, è veramente buonissimo, non è rimasto quasi nulla, neppure il nome che, diciamocelo pure, è troppo altisonante per una ricetta "<span style="color: blue;"><i>basic</i></span>".</div>
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Teniamo presente che, <span style="color: lime;"><b>sia pure poco impegnativa come preparazione</b></span>, si tratta di una ricetta che, <b><span style="color: red;">fra la bollitura delle patate, la cottura in forno ed il successivo raffreddamento richiederà almeno un paio d'ore</span></b>. </div>
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Ed ora ecco la ricetta per questo piatto unico <b>adatto a 4-6 persone</b>. </div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://3.bp.blogspot.com/-Nd7alL0DLNQ/UHLfNyrirkI/AAAAAAAABzw/NSexZLXKu64/s1600/Componenti.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://3.bp.blogspot.com/-Nd7alL0DLNQ/UHLfNyrirkI/AAAAAAAABzw/NSexZLXKu64/s200/Componenti.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Nella foto manca il burro, sorry.</td></tr>
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<b> <span style="font-size: large;"> Materiale occorrente:</span></b></div>
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<li>Un chilo abbondante di <span style="background-color: yellow;">patate non novelle</span>;</li>
<li>Un gambuccio di prosciutto;</li>
<li>200 grammi di provola affumicata;</li>
<li>100 grammi di parmigiano reggiano;</li>
<li>50 grammi di burro;</li>
<li>Una manciata di pan grattato;</li>
<li>Sale a piacere<span style="font-size: xx-small;">(1)</span> . </li>
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Vediamo ora la preparazione. Prima di tutto mettiamo a cuocere le patate dopo averle lavate. <span style="color: lime;"><b>Cuociamole con la buccia</b><b>, in modo che non assorbano acqua</b></span>, per una quarantina di minuti. <b><span style="color: magenta;"><span style="font-family: "times" , "times new roman" , serif;">Chi dispone di una pentola per la cottura a vapore o di una pastaiola può cuocere le patate a vapore, come faccio io.</span></span> <span style="font-family: "times" , "times new roman" , serif;"><span style="color: magenta;">I tempi di cottura non cambiano ma si deve far bollire molta meno acqua e quindi si fa comunque prima, e le patate vengono più asciutte.</span></span></b> Nel frattempo scaldiamo il forno a <b>180-200 °C</b>, tagliamo a piccoli dadini o a listarelle il prosciutto; grattugiamo il parmigiano e sminuzziamo la provola.</div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://2.bp.blogspot.com/-wAlCZ4P-Djg/UHLfaYMjkvI/AAAAAAAAB0A/m3hgpUol35I/s1600/impasto.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://2.bp.blogspot.com/-wAlCZ4P-Djg/UHLfaYMjkvI/AAAAAAAAB0A/m3hgpUol35I/s200/impasto.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">L'impasto pronto all'uso</td></tr>
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Quando le patate sono cotte sbucciamole e spremiamole con il passapatate in una ciotola capiente. Amalgamiamole con il burro (teniamone da parte un po' per ungere la teglia), il parmigiano grattugiato ed una metà abbondante del prosciutto. Ungiamo la teglia col burro e spolveriamola di pan grattato. Mettiamo metà dell'impasto sul fondo, in uno strato omogeneo, stendiamoci sopra la provola ed il prosciutto restante e ricopriamo con il resto dell'impasto. Spolveriamo la superficie di pan grattato e, se è rimasto un po' di burro, cospargiamo di fiocchetti il tutto prima di infornare per una quarantina di minuti. Terminiamo la cottura con qualche minuto di grill, per dorare il pane e fare un po' di crosticina ma stando attenti a non bruciare.</div>
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<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://4.bp.blogspot.com/-gZwxPuiqqG0/UHLfQCjH4kI/AAAAAAAABz4/rBOUjF-EoIw/s1600/DaInfornare.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://4.bp.blogspot.com/-gZwxPuiqqG0/UHLfQCjH4kI/AAAAAAAABz4/rBOUjF-EoIw/s200/DaInfornare.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">lo sformato pronto per la cottura</td><td class="tr-caption" style="text-align: center;"><br /></td></tr>
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Dopo la cottura lasciamo raffreddare prima di servirlo, in modo che si rassodi un poco. </div>
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<b><span style="color: lime;">Questa ricetta è ovviamente da intendere come un template.</span></b> Io la faccio in questo modo, ma si può giocare con gli ingredienti anche in funzione di cosa si trova in frigorifero. Pecorino, ricotta affumicata e melanzane (già cotte please), ad esempio, possono tranquillamente sostituire la provola, come pure speck e mozzarella possono essere un valido ripieno alternativo. Si possono aggiungere, inoltre, due o tre uova all'impasto per rendere più consistente lo sformato. <b>La sola cosa veramente importante</b> è ricordarsi che il <span style="background-color: yellow;">burro ed il pan grattato non sono facoltativ</span>i, che <span style="background-color: yellow;">le patate vanno cotte con la buccia</span> e che <span style="background-color: yellow;">la mozzarella, nel caso la si usi, deve essere del tipo "da pizza"</span>, quella per intenderci che non fa acqua durante la cottura.</div>
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(1) <i> io non salo quest'impasto, il prosciutto ed i formaggi aggiungono sale a sufficienza per il mio gusto</i></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-65176800599977163282016-04-29T14:42:00.000+02:002016-04-29T16:36:23.581+02:00Il paradosso dei numeri nuovi<div align="JUSTIFY" style="margin-bottom: 0cm;">
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<a href="https://2.bp.blogspot.com/-oKGLZ98_W80/VyNVnA-t3dI/AAAAAAAADpk/mczP_nodHKsx3QC9XQdsDD974j16sILDQCLcB/s1600/images%2B%25281%2529.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="196" src="https://2.bp.blogspot.com/-oKGLZ98_W80/VyNVnA-t3dI/AAAAAAAADpk/mczP_nodHKsx3QC9XQdsDD974j16sILDQCLcB/s200/images%2B%25281%2529.jpg" width="200" /></a></div>
<span style="font-family: "arial" , "helvetica" , sans-serif;">Pensando alla meccanica
quantistica, alle discontinuità ed al concetto di realismo mi é venuta la perversa idea
di dividere l'insieme dei numeri reali in ℝn (insieme dei numeri
nuovi) ed ℝu (insieme dei numeri usati) dove ℝn contiene tutti i
numeri che ancora non sono stati utilizzati a scopo alcuno ed ℝu i numeri che, invece, a qualcosa sono già serviti.</span></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span>u={x|x<span style="font-family: "arial" , "helvetica" , sans-serif;">∈ℝ </span>∧ x é stato calcolato almeno una volta}</b></div>
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<b><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span>n={x|x<span style="font-family: "arial" , "helvetica" , sans-serif;">∈ℝ </span>∧ x∉<span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span>u}</b></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Ovviamente definiti </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span>u ed <span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span>n <span style="font-family: "arial" , "helvetica" , sans-serif;">la prima cosa che mi é venuta in mente é stata domandarmi se questi
numeri</span><br />
<a name='more'></a><span style="font-family: "arial" , "helvetica" , sans-serif;"> nuovi avessero delle proprietà interessanti ed in effetti ho immediatamente notato una loro particolarità: il
fatto di non essere mai stati utilizzati comporta che non siano mai
stati paragonati né fra di loro né con altri numeri e, di
conseguenza, che non abbiano segno. Quindi </span><b style="font-family: Arial, Helvetica, sans-serif;">con una sorprendente analogia con
la meccanica quantistica</b><span style="font-family: "arial" , "helvetica" , sans-serif;"> possiamo enunciare che: </span><br />
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<i><b style="font-family: Arial, Helvetica, sans-serif;"><span style="color: blue;">é impossibile conoscere il segno di un
numero nuovo </span></b></i></div>
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<i><b style="font-family: Arial, Helvetica, sans-serif;"><span style="color: blue;">senza </span></b></i><i><b style="font-family: Arial, Helvetica, sans-serif;"><span style="color: blue;">alterarlo </span></b></i><i><b style="font-family: Arial, Helvetica, sans-serif;"><span style="color: blue;">trasformandolo in un numero usato</span></b><span style="font-family: "arial" , "helvetica" , sans-serif;">. </span></i></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Ma se un numero
appartenente ad </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;">n non h</span><span style="font-family: "arial" , "helvetica" , sans-serif;">a segno (o magari li ha entrambi in potenziale) ed </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;">n</span><span style="font-family: "arial" , "helvetica" , sans-serif;">≠</span><span style="font-family: "arial" , "helvetica" , sans-serif;">∅</span><span style="font-family: "arial" , "helvetica" , sans-serif;">, data la definizione di </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;">n</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> che impone </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;">n</span><span style="font-family: "arial" , "helvetica" , sans-serif;">⊆</span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ </span><span style="font-family: "arial" , "helvetica" , sans-serif;">se consideriamo che, come noto, </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;">=</span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><sub>+</sub>+</span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><sub>-, </sub><b><span style="color: red;">si manifesta un'ovvia incongruenza per il fatto che i numeri
nuovi pur appartenendo ad </span></b></span><b><span style="color: red;"><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"> non possono appartenervi in quanto non
facenti parte né di </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><sub>+ </sub>né di </span><span style="font-family: "arial" , "helvetica" , sans-serif;">ℝ</span><span style="font-family: "arial" , "helvetica" , sans-serif;"><sub>-.</sub></span></span></b></div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com1tag:blogger.com,1999:blog-7947079735890852438.post-38719671359428877472016-04-14T01:50:00.000+02:002016-04-29T16:40:03.637+02:00<div style="text-align: justify;">
<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSitIK9uXYLyspptg58QqnhyNHCn02oVTuabNwMKPfsZex06faoZg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per glifosato" border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSitIK9uXYLyspptg58QqnhyNHCn02oVTuabNwMKPfsZex06faoZg" width="162" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;"> Del glifosato (Round-up) e delle perverse dinamiche che portano a coltivare il mais in </span><span style="font-family: "arial" , "helvetica" , sans-serif;">Europa avevamo </span><a href="http://sarmaivero.blogspot.com.ar/2012/07/mais-o-granoturco-le-stranezze-di.html#more" style="font-family: Arial, Helvetica, sans-serif;" target="_blank">già parlato in passato</a><span style="font-family: "arial" , "helvetica" , sans-serif;">, ma dell'</span><span style="color: red; font-family: "arial" , "helvetica" , sans-serif;"><b>uso improprio</b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> che oggi si fa di questo erbicida, </span><span style="color: red; font-family: "arial" , "helvetica" , sans-serif;"><b>utilizzandolo per seccare al suolo le piante di frumento prima del raccolto</b></span><span style="font-family: "arial" , "helvetica" , sans-serif;"> in modo da ridurre il contenuto di acqua nei semi, ebbene, di questo non sapevamo nulla fino a che non abbiamo visto </span><a href="http://video.corriere.it/glifosato-ecco-dove-si-trova-erbicida-che-ha-diviso-scienza-politica/e7dd8af6-014d-11e6-b513-8228f9f09a00" style="font-family: Arial, Helvetica, sans-serif;" target="_blank">questo video</a><span style="font-family: "arial" , "helvetica" , sans-serif;"> nel quale un agricoltore spiega per l'appunto come fare un uso improprio del prodotto. Ora, senza voler fare il mestiere degli altri (sono certo che per fare il contadino oggi e per cavarci i piedi dignitosamente occorrono competenze che io non ho) ma semplicemente usando il buon senso, vorrei analizzare un attimo cosa succede quando usiamo il glifosato</span></div>
<a name='more'></a>su piante resistenti e cosa succede quando invece lo usiamo sul frumento per seccarlo a terra.<br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Nel primo caso il prodotto viene dato con molto anticipo rispetto al raccolto. Il glifosato è un prodotto degradabile il che significa che non rimane a lungo nel terreno (e non raggiunge le falde acquifere). Ogni somministrazione di glifosato su pianta viva ha un tempo di carenza, tempo nel quale attraverso il normale ciclo linfatico il prodotto assorbito per via sistemica viene eliminato, al termine del quale si può dire che il quantitativo del prodotto presente è ridotto a termini accettabili quando non addirittura non misurabile. <u>Con questo non voglio giustificare affatto l'uso del glifosato per la coltivazione del mais ma semplicemente voglio dire che, quando usato in modo appropriato ed in pre-emergenza su varietà resistenti, il quantitativo del prodotto che arriva sulle nostre tavole è minimo</u>, anche se in realtà se ne potrebbe benissimo fare a meno.</span></div>
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" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Risultati immagini per essiccatoi per grano" border="0" height="200" 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" width="190" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Essiccatoio per frumento.</td></tr>
</tbody></table>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"> Nel caso del frumento, invece, cosa succede? Il glifosato viene assorbito dalla pianta che muore e lì resta. <b><span style="color: red;">Non c'è tempo di carenza per le piante morte in quanto il ciclo linfatico si interrompe ed il prodotto, che tornando a terra verrebbe degradato dai batteri, rimane inalterato finendo direttamente nei nostri cibi.</span></b> Appare quindi ovvio che l'uso distorto di questo prodotto è non solo inutile, ci sono molte pratiche di buona agricoltura che consentono di ottenere un prodotto privo di umidità e di muffe senza ricorrere al glifosato, ma addirittura criminale in quanto il tempo di carenza indicato per il prodotto non ha assolutamente significato se applicato a piante che non sopravvivono alla applicazione del prodotto stesso.</span></div>
<div style="text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;"><b> Riassumendo</b>: si possono fare due usi dei diserbanti, il primo, quello tradizionale, prevede l'uso di varietà resistenti al diserbante in modo che questi agisca selettivamente. E' il meno dannoso per l'uomo in quanto, quando l'applicazione venga fatta precocemente, la maggior parte del prodotto viene degenerata e non finisce nel cibo. Resta comunque il fatto che negli anni si sono sviluppati competitori resistenti ai diserbanti e quindi oggi il loro uso non dà al coltivatore reali vantaggi, vantaggi che invece si possono ottenere semplicemente con la pratica della rotazione e delle alternanze. Il secondo uso, invece, consente un piccolo risparmio economico riducendo la necessità dell'essiccazione post-raccolta a <b><span style="color: red;">scapito di un residuo di diserbante notevole nei cibi</span></b>. </span></div>
<div style="text-align: justify;">
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT-xTTKlp6JMBaRnOnJ5tBrk4dkAJ_1lvVjdk0npFLWF7InbpQifw" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per il prezzo del frumento" border="0" height="133" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcT-xTTKlp6JMBaRnOnJ5tBrk4dkAJ_1lvVjdk0npFLWF7InbpQifw" width="200" /></a><span style="font-family: "arial" , "helvetica" , sans-serif;"> Credo che <b><span style="color: lime;">semplicemente restituendo il reale valore al prodotto agricolo</span></b>, e stiamo </span><span style="font-family: "arial" , "helvetica" , sans-serif;">parlando di uno o due centesimi al chilo in più per prodotti che, dopo la lavorazione, valgono più di un euro per chilo di grezzo utilizzato, </span><b style="background-color: white; font-family: Arial, Helvetica, sans-serif;"><span style="color: lime;">si potrebbero dare al coltivatore i mezzi e l'incentivo per lavorare senza fare uso di diserbanti e garantire un prodotto più sano</span></b><span style="font-family: "arial" , "helvetica" , sans-serif;">.</span></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-26496970783468026552016-04-07T23:30:00.002+02:002016-04-29T16:40:50.034+02:00Maiali in parlamento<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://1.bp.blogspot.com/-PLgIdXsXxeQ/Vwa3rjWpeZI/AAAAAAAADnQ/RXuEBOpcKXsFMt5HuPGCmAW7tx9JwXiPg/s1600/C_4_foto_1031927_image.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="212" src="https://1.bp.blogspot.com/-PLgIdXsXxeQ/Vwa3rjWpeZI/AAAAAAAADnQ/RXuEBOpcKXsFMt5HuPGCmAW7tx9JwXiPg/s320/C_4_foto_1031927_image.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Ma che c'entrano i salami con il parlamento? Un piccolo <br />
ripasso di ricerca operativa potrà chiarirvelo facilmente.</td></tr>
</tbody></table>
<div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;">
<span style="font-family: "arial" , sans-serif;"> Mi
é successo, parlando con amici di governi tecnici, di discutere del fatto se due
tecnici onesti, a differenza di due politici, <i>cioè esseri che non sono né tecnici né onesti per definizione</i>, di fronte alle stesse
premesse giungerebbero alle stesse conclusioni o meno: io sostenevo
di si e loro sostenevano il contrario. Ebbene, dopo averci riflettuto
un attimo sono giunto ad alcune conclusioni che voglio condividere.
Parto dall'ipotesi che prendere una decisione razionale in base a
parametri oggettivi e non soggettivi significhi prendere la stessa
decisione che chiunque,</span><br />
<a name='more'></a><span style="font-family: "arial" , sans-serif;"> partendo dagli stessi parametri, avrebbe
preso. Per </span><span style="font-family: "arial" , sans-serif;">dimostrare questa tesi, o nel caso per dimostrare che non è vera,
dovrò rifarmi ad alcuni elementi di ricerca operativa ma eviterò,
per quanto possibile eccessive complicazioni. Mi scuso anticipatamente se per farlo dovrò, per qualche attimo, violare la sacralità del nostro parlamento ed introdurre, a titolo di esempio, nel sancta sanctorum del nostro governo alcuni insaccati di maiale. Non mi sembra, del resto, di fare niente di male con questo dal momento che già più di una volta nello stesso luogo sono stati introdotti, mi sembra, addirittura i suini interi.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://1.bp.blogspot.com/-sY_97bBcUlI/VwbCIENNduI/AAAAAAAADoI/b7qMneF04ZcoBG4JARlcGWiRB2sDNnjJw/s1600/maialino.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="60" src="https://1.bp.blogspot.com/-sY_97bBcUlI/VwbCIENNduI/AAAAAAAADoI/b7qMneF04ZcoBG4JARlcGWiRB2sDNnjJw/s200/maialino.jpg" width="200" /></a></div>
<div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; text-align: justify;">
<span style="font-family: "arial" , sans-serif;"></span><br />
<span style="font-family: "arial" , sans-serif;"></span></div>
<div align="CENTER" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;"><i>PICCOLA
NOTA SULLA RICERCA OPERATIVA CHE SPIEGA ANCHE IL COINVOLGIMENTO DEI MAIALI IN QUESTA <u>ALTRIMENTI SERISSIMA</u> DISCUSSIONE</i></span><br />
<span style="font-family: "arial" , sans-serif;"><i><br /></i></span></div>
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://2.bp.blogspot.com/-wwuGsSYUaXU/Vwa5lfNyOcI/AAAAAAAADnc/RMsV7ZxkB5Q-ikHn2C7weGmVMsWcyLdOg/s1600/download%2B%25281%2529.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="176" src="https://2.bp.blogspot.com/-wwuGsSYUaXU/Vwa5lfNyOcI/AAAAAAAADnc/RMsV7ZxkB5Q-ikHn2C7weGmVMsWcyLdOg/s200/download%2B%25281%2529.jpg" style="cursor: move;" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">La ricerca operativa, purtroppo, non si<br />
insegna nella maggior parte dei corsi di<br />
studio mentre dovrebbe fare parte,<br />
assieme alla statistica ed al calcolo<br />
combinatorio, delle conoscenze <br />
di ogni individuo.</td></tr>
</tbody></table>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;"> Iniziamo
col dire che in ogni decisione sono coinvolte delle variabili e per spiegarlo facciamo l’esempio di un allevatore di maiali che debba decidere
quanta carne destinare alla produzione di prosciutti e quanta a
quella di salami per cui ipotizziamo che le variabili in gioco siano
il numero dei prosciutti, il numero dei salami e, ovviamente, la
variabile da ottimizzare che, in questo caso, sarà l’utile
dell’azienda. Avremmo potuto fare un esempio più realistico ma è
preferibile, per facilitare la comprensione, che le variabili in
gioco non siano più di 2, che serviranno a formare un sistema di
vincoli ed a definire la funzione obiettivo. Avendo scelto, per
l’esempio, un sistema con due sole variabili, numero dei prosciutti
ed il numero dei salami, possiamo facilmente immaginarlo in un piano
cartesiano, ed ecco spiegato perché limitare l’esempio a 2
variabili, e rimanere così in una dimensione facilmente figurabile.
In questo piano, dove ogni asse rappresenta una delle variabili,
iniziamo a porre dei vincoli, che per il nostro esempio saranno:</span></div>
<ul>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Numero
dei prosciutti non negativo: <b>P >=0</b>;</span></div>
</li>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Numero
dei salami non negativo: <b>S>=0</b>;</span></div>
</li>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Numero
dei prosciutti minore del massimo numero dei dei prosciutti
vendibili: <b>P<=mp</b>;</span></div>
</li>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Numero
dei salami minore del massimo numero dei salami vendibili: <b>S<=ms</b>;</span></div>
</li>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Peso
totale insaccati minore peso utile totale maiali disponibili:
<b>P*pp+S*ps<= N*pu</b>;</span></div>
</li>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Numero
prosciutti<Numero cosce di maiale disponibili: <b>P<2*N</b>;</span></div>
</li>
</ul>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Poi
aggiungiamo una funzione obiettivo che sarà che una funzione lineare
di S e P del tipo:</span></div>
<ul>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;">Guadagno
totale = Numero prosciutti * guadagno su un prosciutto + numero
salami per guadagno su di un salame: <b><span style="color: red;">G=S*gs+P*gp</span></b>; </span>
</div>
</li>
</ul>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;"> Questa
funzione, essendo G un valore da determinarsi, definisce un fascio di
rette parallele sul piano cartesiano SP.</span></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<br /></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;"> A
questo punto tracciamo una retta per ogni disequazione del sistema di
vincoli e determiniamo l’inclinazione della funzione obiettivo
tracciando una delle possibili rette, graficamente otterremo qualcosa
del genere:</span></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
</div>
<div class="separator" style="clear: both; text-align: center;">
</div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<div class="separator" style="clear: both; text-align: center;">
<a href="https://2.bp.blogspot.com/-8oiz5q9_CdM/VwbOsYHcYHI/AAAAAAAADow/g6RnRLPclVk6AVAeGo2LbAB9yM4UFnrug/s1600/Nuovo%2BOpenDocument%2B-%2BDisegno.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://2.bp.blogspot.com/-8oiz5q9_CdM/VwbOsYHcYHI/AAAAAAAADow/g6RnRLPclVk6AVAeGo2LbAB9yM4UFnrug/s320/Nuovo%2BOpenDocument%2B-%2BDisegno.bmp" width="305" /></a></div>
<span style="font-family: "arial" , sans-serif;">Il
poligono delimitato dai segmenti ingrossati rappresenta (<i>se
esiste, perché potremmo anche trovarci di fronte ad un sistema di
vincoli che esclude ogni possibile soluzione</i>) lo spazio di
decisione all'interno del quale dovremo trovare la soluzione ottima.
Si può dimostrare (la dimostrazione non é l'obiettivo di questo
post) che di tutte le possibili rette del fascio definito dalla
funzione obiettivo (<i>per intenderci delle rette parallele a quella
rossa</i>) quella che ottimizzerà la variabile obiettivo (nel nostro
caso G) passerà sempre per uno dei vertici del poligono.
L'allevatore di maiali potrà anche essere mosso da motivazioni
soggettive che lo spingeranno a sperimentare soluzioni fuori dal
poligono (<i>scontrandosi contro l'impossibilità pratica</i>) e non
risiedenti su un vertice (<i>e non ottimizzando l'utile</i>) ma, se
si fosse basato solo sui fatti, la soluzione sarebbe stata una ed una
sola (<i>o infinite equivalente nel caso la funzione obiettivo abbia
la stessa pendenza di una delle disequazioni di vincolo, ma questo é
semplicemente un caso particolare che porta comunque alla decisione
univoca di scegliere uno dei punti sulla retta</i>). Si può
facilmente intuire che, al crescere del numero delle variabili, il
poligono diventerebbe prima un poliedro (tre variabili) e quindi un
politopo (N variabili dove N>3) e che la funzione obiettivo
crescerebbe di dimensione a sua volta rendendo sempre più complicata
la raffigurazione geometrica ma posso garantire che,
indipendentemente dal numero delle variabili e dalle dimensioni
spaziali coinvolte, il concetto non cambia.</span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://3.bp.blogspot.com/-sY_97bBcUlI/VwbCIENNduI/AAAAAAAADoE/Cm2uVmlGvRAsolLtlWHZkhqflWuoEWpQQ/s1600/maialino.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="60" src="https://3.bp.blogspot.com/-sY_97bBcUlI/VwbCIENNduI/AAAAAAAADoE/Cm2uVmlGvRAsolLtlWHZkhqflWuoEWpQQ/s200/maialino.jpg" width="200" /></a></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;"><br /></span></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="font-family: "arial" , sans-serif;"> Ora dimentichiamoci finalmente salami e prosciutti, con grande sollievo dei poveri maiali, e domandiamoci se
portando nel mondo reale e nelle decisioni di tutti i giorni, o anche
in quelle più complesse, che richiedono anni per essere prese,
questo metodo decisionale possiamo arrivare a dire che </span><b style="font-family: Arial, sans-serif;">due
persone distinte, di fronte agli stessi vincoli ed alla stessa
funzione obiettivo prenderanno la stessa decisione? </b></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> <span style="font-size: large;"> Ebbene,
avevano ragione i miei amici, la risposta é <b>NO</b>.</span> No perché
abbiamo tralasciato tre dettagli importanti: </span>
</div>
<ol>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">Le disequazioni che definiscono i
vincoli e la funzione obiettivo, perché sia vero che la soluzione
migliore si trova sempre in un vertice, devono essere lineari ed i
metodi di linearizzazione possibili non sono univoci; </span>
</div>
</li>
<li><div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;">Al crescere del numero delle
variabili il numero dei vertici da confrontare non cresce
linearmente ed anche applicando metodi ottimizzati di ricerca del
vertice migliore, come il simplesso, ci troviamo di fronte ad un
problema con tempi di calcolo che variano esponenzialmente con il
numero delle variabili in gioco. In pratica basta un numero
relativamente piccolo di variabili in gioco perché l'algoritmo
diventi non computabile in tempi ragionevoli; </span>
</div>
</li>
<li>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://3.bp.blogspot.com/-qHmLkWaY9PU/VwbAF0FS_2I/AAAAAAAADns/aQCKSbQ2FMUKLf26MDNL5cB84aiyeMOHQ/s1600/FORM33.GIF" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="120" src="https://3.bp.blogspot.com/-qHmLkWaY9PU/VwbAF0FS_2I/AAAAAAAADns/aQCKSbQ2FMUKLf26MDNL5cB84aiyeMOHQ/s200/FORM33.GIF" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Come cambia la rappresentazione<br />
quando si passa nel discreto.<br />
N.B: Non so perché abbiano srcitto<br />
a lato problema difficile, l'immagine<br />
viene da internet.</td></tr>
</tbody></table>
<span style="font-family: "arial" , sans-serif;">Spesso le disequazioni e la funzione obiettivo sono discrete
e non continue<a class="sdfootnoteanc" href="https://www.blogger.com/blogger.g?blogID=7947079735890852438#sdfootnote1sym" name="sdfootnote1anc"><sup>1</sup></a>.</span></div>
</li>
</ol>
<ul>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
</div>
</ul>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<span style="font-family: "arial" , sans-serif;"> <span style="font-size: large;">Se
però poniamo la domanda in modo diverso</span> e ci chiediamo se <b>due
persone distinte, di fronte agli stessi vincoli ed alla stessa
funzione obiettivo, dovranno concordare, dato un insieme finito di
proposte, su quali sono attuabili e quali no?</b>, la risposta é
evidentemente positiva ed altrettanto positiva é la risposta alla
domanda, più importante: </span><b style="font-family: Arial, sans-serif; text-align: center;">Due persone distinte, a fronte degli stessi vincoli e della stessa funzione obiettivo, dovranno necessariamente concordare, dato un insieme finito di proposte attuabili, su quale
sia la migliore?</b></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<a href="https://3.bp.blogspot.com/-Vu7yYq_94Sw/VwbBEBSGrdI/AAAAAAAADn4/Na0NLN2hxg4MunxHtkDxCZEqcKJSjqueQ/s1600/images%2B%25283%2529.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="144" src="https://3.bp.blogspot.com/-Vu7yYq_94Sw/VwbBEBSGrdI/AAAAAAAADn4/Na0NLN2hxg4MunxHtkDxCZEqcKJSjqueQ/s200/images%2B%25283%2529.jpg" width="200" /></a><span style="font-family: "arial" , sans-serif;"> Ed
ecco, quindi, che applicando al concetto di “governo tecnico”
quanto detto possiamo dire che due tecnici onesti che non comunichino
fra di loro scambiandosi l'insieme delle soluzioni prese in
considerazione di fronte ad un insieme di vincoli ed ad una funzione
obiettivo potranno anche giungere a conclusioni diverse ma, <b>se
accettano di comunicare fra di loro e di prendere in considerazione
l'uno le possibili soluzioni proposte dall'altro, dovranno
necessariamente convergere verso una decisione univoca o un insieme
di decisioni equivalenti</b>. </span></div>
<div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm; text-align: center;">
<span style="font-family: "arial" , sans-serif;"><span style="font-size: large;">Questo é come dire che:</span></span></div>
<div align="JUSTIFY" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0cm;">
<b style="font-family: Arial, sans-serif; font-size: x-large;"><span style="background: #ffff00;">spogliandosi
dei preconcetti, accettando che le
idee altrui valgano quanto le nostre e badando solo ai
risultati concreti non si può essere in disaccordo se non sulle premesse</span></b><span style="background: rgb(255 , 255 , 0); font-family: "arial" , sans-serif; font-size: large;">.</span></div>
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<a href="https://2.bp.blogspot.com/-keuR_44iBJY/VwbDiyZb8aI/AAAAAAAADoQ/3KshwvbT_dUGrle6YSOP2kqU_CaOuynVg/s1600/monello_jet2_3.jpeg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://2.bp.blogspot.com/-keuR_44iBJY/VwbDiyZb8aI/AAAAAAAADoQ/3KshwvbT_dUGrle6YSOP2kqU_CaOuynVg/s200/monello_jet2_3.jpeg" width="146" /></a><span style="font-family: "arial" , sans-serif;"><span style="background-color: white;"> Ora, pur essendo conscio della fragilità del mio ragionamento che tralascia tanti dettagli ed esclude completamente la debolezza umana sono talmente soddisfatto di quello che ho scritto e, specialmente, mi piace talmente tanto questa frase evidenziata in giallo, che somiglia a quegli aforismi che quand'ero piccolo e non trovavo altro da leggere i vecchi numeri di selezione mi propinavano</span></span><span style="background-color: white; font-family: "arial" , sans-serif;">, giusto per riempire la pagina,</span><span style="background-color: white; font-family: "arial" , sans-serif;"> alla fine degli articoli, che penso proprio che chiuderò qua, lasciando ad un prossimo post le applicazioni reali, o anche immaginarie, di tutto questo. </span></div>
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<a href="https://2.bp.blogspot.com/-OUvPk9cR6EA/VwbInuQsEUI/AAAAAAAADog/MVGgK3JGeT4l6pmYJ7XiVdIcqG8l94uPA/s1600/images%2B%25284%2529.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="190" src="https://2.bp.blogspot.com/-OUvPk9cR6EA/VwbInuQsEUI/AAAAAAAADog/MVGgK3JGeT4l6pmYJ7XiVdIcqG8l94uPA/s200/images%2B%25284%2529.jpg" width="200" /></a><span style="font-family: "arial" , sans-serif;"><span style="background-color: white;"> Vorrei però cogliere l'occasione per scusarmi per la faccenda dei salami sia con il povero maiale che con chi eventualmente leggesse questo post e fosse di fede musulmana od ebraica. Certo, avrei potuto usare un esempio diverso dall'animale impuro ma purtroppo nella mia mente la ricerca operativa é indissolubilmente legata a maiali e prosciutti a causa dell'ignobile esempio che, per spiegare questi altrimenti serissimi concetti, la mente blasfema della mia professoressa di statistica, della quale pur non ricordando il nome ricordo perfettamente la somiglianza a Farrah Fawcet, aveva partorito. </span></span><span style="background-color: white; font-family: "arial" , sans-serif;">Vogliano quindi i musulmani e gli ebrei sostituire mentalmente l'esecrato maiale con un altro animale di loro gradimento come ad esempio un cammello, malgrado l'evidente difficoltà di conciliare prosciutti e salami con la carne del povero ungulato, e non si offendano per questo perché, nel caso fossero sorti dei dubbi in proposito, voglio rassicurarli sul fatto che <span style="color: red;"><b>questo post parla di matematica e non di religione</b>.</span></span></div>
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<a class="sdfootnotesym" href="https://www.blogger.com/blogger.g?blogID=7947079735890852438#sdfootnote1anc" name="sdfootnote1sym">1</a><span style="font-family: "arial" , sans-serif;">
<i>Anche nel nostro esempio, in realtà, lo sarebbero state in quanto
non si possono fare dei mezzi salami o dei mezzi prosciutti né,
tanto meno, ammazzare dei mezzi maiali ma, se il numero di maiali,
di salami e di prosciutti coinvolti è sufficientemente grande la
approssimazione non sposta la vita;</i></span></div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-31517377147670078272016-03-25T17:16:00.001+01:002016-04-07T13:34:13.090+02:00Euro, non si torna indietro<div style="text-align: justify;">
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<a href="http://www.ponzaracconta.it/wp-content/uploads/2014/04/prezzi-in-lire-ed-in-euro.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.ponzaracconta.it/wp-content/uploads/2014/04/prezzi-in-lire-ed-in-euro.jpg" height="188" width="320" /></a></div>
Quando si pensa al valore di una divisa, occorre sempre considerare il suo <b>potere d'acquisto</b> in ambito <b>internazionale </b>e quello in ambito <b>locale</b>. Mi spiego meglio, in piena crisi, quando c'era la lira, il prezzo del dollaro saliva e con lui saliva il prezzo di alcuni beni legati all'importazione ma il prezzo degli spaghetti, se non per una piccola<br />
quota legata al costo dell'energia nel<br />
<a name='more'></a>processo di produzione, non saliva, non saliva il costo dell'olio, non saliva il costo dei servizi né saliva il costo della scuola o della sanità o, per lo meno, salivano moderatamente. <span style="color: lime;"><b>Questo consentiva di mantenere i salari più o meno ancorati al costo effettivo della vita e ad impedire che gli italiani diventassero "poveri".</b></span> Poi, ovviamente, in quel periodo non potevamo permetterci di andare all'estero, non potevamo permetterci le auto straniere né apparecchi di produzione straniera ma questo, delle due, era un bene perché, in questo modo, la necessità ha acuito l'ingegno e sono nate migliaia di microimprese nazionali. Insomma, eravamo poveri, giravamo con la FIAT e non con la Volkswagen ma, alla fine, potevamo permetterci di mangiare, di andare in vacanza, di avere la macchina, la casa, ed una rosea visione del futuro.</div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTl1xKH25UEbLNGw9_HcER6H_o3LKakkyUYfY5QzgB6zVGC9PUb" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per impoverimento dell'europa" border="0" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcTl1xKH25UEbLNGw9_HcER6H_o3LKakkyUYfY5QzgB6zVGC9PUb" /></a></div>
Questo non é più vero da quando siamo entrati nell'area Euro, il governo non ha più il potere di usare strumenti come i dazi o l'emissione di denaro per mantenere il controllo della situazione, ci siamo affidati ad una "gestione" esterna che, però, ha fallito nel suo compito agevolando il commercio internazionale ma dimenticando di regolarlo e così i prezzi dei prodotti locali sono lievitati tanto quanto quelli dei prodotti d'importazione e così oggi siamo molto più poveri di prima. <span style="color: red;"><b>Oggi in Italia ci sono famiglie che, con un solo stipendio ed il mutuo della casa, devono ricorrere al banco alimentare per mettere qualcosa in tavola</b></span>, l'ex ceto medio é diventato proletariato e, come conseguenza di questo, le coppie non fanno più figli <b><i><span style="color: blue;">(perché rinunciare alle ferie per fare un figlio, meglio soli in riviera che in compagnia al lido di Casalecchio no?)</span></i></b> e, in questo modo, impoveriscono ulteriormente il paese ed aprono la strada all'immigrazione.<br />
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per politici inetti" border="0" 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" /></a></div>
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<span style="color: red; font-size: large;"><b>CI STIAMO SUICIDANDO FORSE? </b></span></div>
Temo di si, come temo che se non si giunge in tempi brevissimi ad una politica di integrazione fiscale europea e di perequazione dei flussi di denaro fra le varie aree l'Europa si trasformerà sempre di più in una palude melmosa nella quale i nostri sogni di un Europa-nazione sono destinati a soffocare.</div>
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E, contrariamente a quello che dicono molti, non é che oggi il ritorno ad una divisa autonoma potrebbe cambiare la situazione, il conto l'abbiamo già pagato, troppo caro forse ma, volenti o nolenti, l'abbiamo pagato per cui, a questo punto, tanto vale mettersi comodi e cercare di mangiare qualcosa anche noi. Speriamo che, in mezzo a tutti i <b><span style="color: red;">mezzi uomini interessati solo al proprio ruolo ed al proprio potere</span></b> che oggi vanno così di moda fra i politici di tutto il mondo, ne spunti qualcuno intero, in grado di prendere in mano le sorti dell'Europa e di condurla non in una sorta di partita a monopoli dove alla fine devono esserci vincitori e vinti, ma come un tutto organico dove ogni parte é preziosa per l'unicità delle sue caratteristiche.</div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-87424741437079158452016-03-22T18:34:00.001+01:002016-03-23T04:47:36.059+01:00Il terrorismo non ci terrorizza più ma, in compenso, hanno già abbondantemente rotto i cosiddetti.<div class="separator" style="clear: both; text-align: center;">
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<a href="https://1.bp.blogspot.com/-A59ArJcfGJw/VvGBwIqbuKI/AAAAAAAADmk/bEFFBL56JvINnr0jFvAtudDz800u0LqwA/s1600/Nuova%2Bimmagine%2Bbitmap%2B%25282%2529.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="239" src="https://1.bp.blogspot.com/-A59ArJcfGJw/VvGBwIqbuKI/AAAAAAAADmk/bEFFBL56JvINnr0jFvAtudDz800u0LqwA/s320/Nuova%2Bimmagine%2Bbitmap%2B%25282%2529.bmp" width="320" /></a>Avrei voluto scrivere un post sugli attentati di bruxel ma ormai hanno
scritto tutto ed il contrario di tutto ed io sono stanco di preoccuparmi
di sti quattro cazzoni che pensano, con qualche chilo di tritolo, di
poter cambiare le nostre vite. La mia no di sicuro, che vadano a farsi
inc..are tutti quanti, io vado a farmi due spaghetti con aglio, olio e
peperoncino. Mi dispiace moltissimo per chi é morto ed ha lasciato nello
sconforto parenti ed amici ma no, non ci sto a farmi<span class="text_exposed_show">
togliere la fame da questi esseri mefitici, senza cervello e senza Dio,
capaci di distruggere ma non di costruire, capaci di far scoppiare le
bombe ma non di dialogare, capaci di seguire alla lettera le
farneticazioni di un pazzo ma non di capire che, alla resa dei conti, non ci sono
cattolici, buddisti, musulmani, induisti e via dicendo ma solo persone
buone e persone malvage e che loro, con il loro comportamento, si
pongono sicuramente dal lato delle seconde.<br /> Buon appetito.</span></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-57825802988197130092016-03-12T00:16:00.000+01:002016-04-29T16:41:37.336+02:00Vampiri<div class="separator" style="clear: both; text-align: center;">
<a href="https://lineasagace.files.wordpress.com/2013/02/copertina.jpeg?w=300&h=225" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Copertina" border="0" height="240" src="https://lineasagace.files.wordpress.com/2013/02/copertina.jpeg?w=300&h=225" width="320" /></a></div>
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<i><b><span style="color: #cccccc; font-family: "arial" , "helvetica" , sans-serif;"> Non molto tempo fa ho letto, nella rivista dell'ADVS, del pensionamento della dottoressa che, per anni, è stata il simbolo del reparto donazioni del S. Orsola e, pensando a lei, al fatto che persino in età pensionabile era rimasta una bella donna ed al fatto che, in generale, le dottoresse chi si occupano dei prelievi sono, indistintamente, delle belle donne, mi è venuto da scrivere questo racconto che oggi pubblico</span></b></i></div>
<a name='more'></a><i><b><span style="color: #cccccc; font-family: "arial" , "helvetica" , sans-serif;"> sperando che possa divertirvi almeno quanto mi sono divertito io a scriverlo.</span></b></i><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Che testa di cazzo, penso salendo le scale che portano ai donatori. C’è gente che per giustificare il proprio egoismo è disposta ad inventarsi le cose più assurde. Vampiri, ma andiamo, siamo nel 2013 e questo mi parla di vampiri, ed allora perché non di lupi mannari già che ci siamo. L’infermiera all'accettazione è sempre quella, storica, mi dà il foglio da compilare, i gettoni per la macchina del caffè e mi vidima il tagliando del parcheggio. Parcheggiare gratis e bersi un caffè alla macchinetta, non male no in cambio di una sacca di sangue? Compilo il foglio dichiarando di non aver avuto rapporti a rischio, di non essermi drogato, di non aver fatto viaggi nella giungla e di non avere avuto malattie significative negli ultimi sei mesi e lo restituisco all'infermiera che, ovviamente, non lo degna di uno sguardo e mi dà in cambio una cartella con stampato in cima il mio numero di chiamata. In America, rifletto, li pagano i donatori. Questi americani sono proprio degli incivili, non ci si fa pagare per un po’ di sangue, non si può mettere il cartellino del prezzo alla vita di una persona no? Certo che se ci fossero i vampiri…”da quant'è che esistono le banche del sangue in Italia, lo sai?” ha detto il mio coinquilino stamattina, sul pianerottolo di casa. “no, ma cosa c’entra” ho risposto. “C’entra c’entra. Chissà com'è che fino a che non sono nate le banche del sangue in Italia si parlava ancora di vampiri ed in certe zone la gente metteva l’aglio davanti alle porte di casa mentre adesso i vampiri sono stati relegati a fare da comparse nei film per adolescenti ed il profumo dell’aglio è diventato, come dire, disdicevole?” “forse perché siamo diventati più intelligenti?” ho risposto io “o magari perché per popolare i nostri incubi bastano quelli come te, senza nessun bisogno di inventare personaggi di fantasia?” “se lo dici tu” ha proseguito imperterrito “ma allora dimmi, quante persone conosci che abbiano fatto una trasfusione in vita loro?” “Bè, fammi pensare” in realtà, però, mi sono reso conto che, anche scavando a fondo nella memoria, ne conoscevo solo uno, un amico che, con la madre RH negativa ed il padre positivo, era stato trasfuso alla nascita. “Ok, uno solo, ma dove vuoi andare a parare con questo?” “allora: tu conosci un solo trasfuso, e quanti donatori conosci?” “Bè, tanti. Siamo tanti, l’Italia è un paese civile, anzi, di tutti quelli che conosco tu sei l’unico che non dona ma adesso devo andare sennò ci metto tutta la mattina ed io sono a digiuno da ieri sera, voglio cavarmela in fretta ed andare a fare colazione.” Mi sono fiondato giù dalle scale più per non proseguire quella discussione odiosa che per la fretta, ma non sono riuscito ad evitare l’ultima frase, beffarda: “ed allora, se a donare siete tanti e ci sono così pochi trasfusi, mi vuoi spiegare dove lo mettono tutto sto sangue, a fort Knox?” </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Mentre la dottoressa con gli occhi grigi mi fa la visita pre-donazione, auscultandomi, misurandomi la pressione e ripetendomi le domande del questionario, come se potesse essere cambiato qualcosa da quando l’ho compilato, inizio a fare un po’ di ginnastica aprendo e chiudendo il pugno destro. Non è facile beccarmi la vena e, se non voglio che stiano a cercare mezz'ora con l’ago sotto la mia pelle, devo aiutarli un po’ con un esercizio che la metta in evidenza. La dottoressa è una bellissima donna, di quelle che, se le incontri per la strada, ti giri a guardarle e, magari, per farlo vai anche a sbattere contro un palo ma, in questo contesto, la sua bellezza risalta in modo asettico, freddo. Mi dico che mi piacerebbe incontrarla più tardi, al bar, mentre prendo il caffè ma forse no, forse non mi piacerebbe veramente, è troppo fredda, distaccata, mi rendo conto che mi metterebbe in imbarazzo persino sorriderle. Entro nella sala donazioni e mi siedo su una delle nuove poltrone. Davanti a me c’è un tizio che legge qualcosa su un e-book mentre gli fanno una plasmaferesi. Furba l’idea, ti tolgono il sangue intero e separano il plasma, poi il resto lo rimettono dentro e, in questo modo, puoi donare più spesso e, dicono loro, con meno conseguenze. Sarà anche così ma io preferisco che non mi rimettano dentro niente. Si lo so, tutto è sterile e monouso ma no, grazie, se volete un po’ del mio sangue fate pure ma non datemi indietro niente. </span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Dei tre medici presenti in sala, uno è occupato con un nuovo donatore e, prima del prelievo, gli sta spiegando per filo e per segno la procedura, uno è impegnato a sigillare ed etichettare una sacca di sangue ed il terzo, una mora sottile, con le gambe lunghe e snelle dalle caviglie svelte che spuntano affascinanti da sotto il camice e che neanche gli immancabili zoccoli verdi da ospedale riescono ad imbruttire, sta controllando le bilance sotto le sacche dei donatori. Ci vorrà un po’, mi dico, e mi rimetto a pensare alle stupidaggini del mio coinquilino. I vampiri promotori della raccolta del sangue e noi la mandria ignara. Una genia di mostri potenzialmente immortali che, dopo essere stati quasi sconfitti dagli umani nel secolo scorso, grazie ad i nuovi mezzi di comunicazione sono riusciti a rigenerarsi fomentando due guerre mondiali e migliaia di conflitti e che, oggi, hanno trovato un sistema ancora migliore per sopravvivere alle nostre spalle, al punto che non hanno nemmeno bisogno di venirci a cercare per prenderci il sangue, glie lo portiamo noi direttamente, consegna a domicilio. Ridicolo, semplicemente ridicolo ma sarebbe una buona idea per un racconto breve, mi riprometto di scriverlo, un giorno.</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;"> Frattanto la dottoressa dalle gambe snelle si è liberata e si è avvicinata alla mia poltrona. Le porgo il braccio affascinato dalle lunghe mani affusolate. Lei mi passa le dita sull’incavo del braccio, per sentire la vena e sembra quasi una carezza. Sono certo di essere arrossito ma lei non pare farci caso, mi infila l’ago con una certa delicatezza ma senza esitazioni, così, come se fosse la cosa più semplice del mondo. Certo che ci sono persone che hanno il carisma, questa c’è nata per questo mestiere. Spio ancora un attimo il suo profilo mentre si gira verso una collega senza abbandonarmi il braccio, un gesto banale ma che evidenzia la curva delicata del seno, la linea del collo e la silhouette del mento che invita lo sguardo verso il profilo delle labbra semiaperte. Un’immagine rara, un peccato doverla affidare solo alla memoria. Sarebbe bello, mi dico, avere una macchina fotografica incorporata nel cervello, poter bloccare quest’istante e farne un milione di copie ed una, magari, darla a lei, perché possa stupirsi da sola di questo momento di perfezione. Peccato solo che, con questa luce, ci sia un riflesso. Poca cosa ma sufficiente ad evidenziare il dettaglio dei canini i quali, da questa angolazione, sembrano un po’ più lunghi del normale. </span></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-91035356308915750162015-10-25T03:47:00.000+01:002016-04-08T04:17:18.732+02:00Quanto fa 2+2?<a href="data:image/jpeg;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per due più due" border="0" src="data:image/jpeg;base64,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" /></a><br />
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L'altro giorno mi è venuta in mente quella del sempliciotto che voleva sapere quanto fa due più due ed ho pensato che, in realtà, oltre ad essere talmente vecchia che, forse, ormai non la conosce più nessuno, la battuta si presta anche ad un piccolo quiz per cui...</div>
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insomma, c'è questo giovane molto semplice che cerca di sapere quanto faccia due più due ma non trova nessuno<br />
<a name='more'></a>che lo prenda sul serio fino a che un tizio, giusto per ridere, lo indirizza alla sede principale dell'ateneo della città. Il giovane entra proprio nella sala dove, per la cerimonia di inizio dell'anno accademico, sono presenti tutti i professori titolari e, approfittando del fatto che, in attesa del discorso del magnifico, nessuno parla, pone la sua domanda.</div>
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Subito si scatena un putiferio, tutti vogliono rispondere e nessuno vuole dire la stessa cosa dei colleghi per cui, alla fine, si deve regolamentare la cosa: I professori che desiderano rispondere alla domanda lo dovranno fare uno alla volta, per alzata di mano e sotto la direzione di un moderatore. Il primo che prende la parola è un prof di <b>ingegneria</b>, guarda il giovane e poi, sentendosi un po' sminuito nel far lezione ad un personaggio simile, si rivolge ai colleghi e dice:</div>
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<b>"due più due, all'incirca, fa quattro".</b></div>
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Subito dopo parla un prof di <b>informatica </b>che, dopo essersi schiarito la voce, si gira verso la lavagna, perché è abituato a lavorare solo con il suo computer e tutta quella gente lo mette in imbarazzo, e dice: "<b>possiamo asserire con certezza che due più due faccia quattro per ogni base maggiore di 4, anche se mi sentirei più a mio agio nel dire che 10+10=100 in base 2, base che sicuramente, se non fosse per questo fatto delle dita, useremmo tutti senza pensarci 10 volte</b>".</div>
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A questo punto il decano di <b>fisica</b>, un vecchio talmente alto che di lui si dice che, in gioventù, ripetesse l'esperimento di Galileo con la piuma ed il piombo senza bisogno alcuno di salire su di una torre, apostrofa l'assemblea minacciandola con un dito e dicendo "<b>gli errori, signori miei, dimenticate gli errori. Due più due fa quattro solo a meno degli errori, altrimenti può valere 2, 5, 17 o persino 3.14</b>." Fortunatamente due giovani assistenti intervengono ed interrompono la dotta dissertazione trascinando il decano fuori dall'aula mentre un <b>filosofo</b>, dopo aver preso la parola, si alza in piedi e, camminando in un peripato immaginario, si rivolge ad un altrettanto immaginario interlocutore dicendo: "<b>vedi dunque come due più due possa fare qualsiasi quantità sia necessario che faccia e come non ci sia verità alcuna che sia superiore alle altre</b>".</div>
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A questo punto si scatena il parapiglia, la maggior parte dei professori presenti si accalca attorno al filosofo nel tentativo di percuoterlo mentre il filosofo si difende con una sedia, come un domatore di leoni; poi, da un lato, pallido come uno spettro, sudato, ansante, spettinato e con il papillon a pois ruotato di almeno 20 gradi rispetto alla posizione corretta compare lui, il <b>matematico</b>. Si avvicina stanco alla lavagna, si appoggia ad una cattedra nel silenzio generale, si asciuga il sudore dalla fronte con la cravatta del filosofo, strabuzza gli occhi e, finalmente, parla: "<b>Converge!</b>" dice prima di cadere al suolo privo di sensi.</div>
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Ed ora il quiz, e che nessuno dica che non ho indicato la strada: Il professore di informatica, dopo che tutti se ne sono andati, si guarda attorno e dice: "<b><span style="color: red;">peccato che non ci sia più nessuno, m'é venuto in mente se invece che sommare 10+10 li moltiplichiamo, otteniamo sempre 100 ma, in questo caso, l'operazione gode di una interessante proprietà". Chi indovina quale?</span></b></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com2tag:blogger.com,1999:blog-7947079735890852438.post-4979083524780022402015-09-05T17:03:00.001+02:002015-09-07T01:36:46.551+02:00Ho sognato l'Europa<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.pressitalia.net/wp-content/uploads/2015/06/tuscia-4.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Una guida per presentare l’enogastronomia del Viterbese" border="0" class="aligncenter" src="http://www.pressitalia.net/wp-content/uploads/2015/06/tuscia-4.jpeg" height="201" title="Una guida per presentare l’enogastronomia del Viterbese" width="320" /></a></div>
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<span style="color: blue;"><b> Ho sognato una terra dove gli uomini guidavano auto tedesche, mangiavano cibi </b></span><span style="color: blue;"><b>mediterranei, formaggi francesi e vini italiani. Le donne vestivano la moda di Milano e di Parigi e le coppie in cerca del mare perfetto andavano in vacanza nell'Egeo, dove è estate sette mesi l'anno mentre le famiglie andavano a Rimini o ad Ibiza, per far contenti i teen in</b></span><br />
<a name='more'></a><span style="color: blue;"><b> cerca del divertimento notturno. Ho sognato che i tedeschi erano felici. Perché non esserlo, del resto, se in cambio del loro lavoro potevano, finalmente, mangiare bene e vedere il sole? Anche gli italiani, del resto, erano felici, ed anche i greci, i francesi e gli spagnoli, perché avevano finalmente trovato qualcuno a cui vendere le loro eccellenze. E, sempre nel mio sogno, l'Europa era finalmente in grado, con il solo mercato interno, di dare lavoro, cibo e benessere a tutti i suoi cittadini. L'esportazione e l'importazione c'erano ancora, nel mio sogno ma, con grande dispiacere dell'FMI, non per le cose di tutti i giorni, solo per il superfluo, per quelle cose che si comprano con i risparmi e non con i soldi che non si hanno.</b></span></div>
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<span style="color: blue;"><b> Piangevano, nel mio sogno, le multinazionali e le grandi industrie di Asia ed America, perché l'Europa aveva scelto di comprare prima i suoi prodotti e poi quelli degli altri, piangevano perché non potevano più fare il buono ed il cattivo tempo, ma non favano più paura a nessuno.</b></span></div>
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<b>Nel mio sogno c'erano tutti ma i personaggi principali erano questi, perché é attorno a loro che ruota la realtà vera.</b></div>
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<span style="font-size: large;"> </span><b><span style="color: red;"><span style="font-size: large;">Poi mi sono svegliato</span> ed ho scoperto che i tedeschi non volevano affatto mangiare bene né andare al mare e che, anzi, avevano scelto di farsi guidare da una <span style="font-size: large;">mentecatta </span>che pensava all'Europa come ad un tavolo da gioco con <span style="font-size: large;">vincitori e perdenti</span>. In questo gioco, del resto, aveva spinto le cose al punto in cui le esportazioni tedesche, in Europa, non le poteva comprare più nessuno, aprendo la strada all'FMI e gridando a gran voce: Ma come, io faccio le macchine migliori del mondo e nessuno me le compra più e senza capire che certo, tutti vorrebbero guidare l'auto perfetta, ma pagandola in prosciutto, in vino, in moda, in mare, in formaggio, in pane fragrante dalle mille forme diverse, in frutta dolcissima e colorata, in verdura ed in sconfinate colline baciate dal sole.</span></b></div>
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E per curare i piccoli cervelli della Merkel e di chi la vota, <b>vorrei proprio che qualcuno traducesse in tedesco</b> una frase di Vecchioni: ...<span style="font-family: inherit;"><i><span style="color: blue;"><span style="background-color: white; font-size: large; line-height: 22px;"> <span style="color: purple;">Ed il più grande</span></span><span style="color: purple;"><span style="background-color: white; font-size: large; line-height: 22px;"> </span><span style="background-color: white; font-size: large; line-height: 22px;">conquistò nazione dopo nazione,</span><span style="background-color: white; font-size: large; line-height: 22px;"> </span><span style="background-color: white; font-size: large; line-height: 22px;">e quando fu di fronte al mare si sentì un <b>coglione</b></span><b><span style="background-color: white; font-size: large; line-height: 22px;"> </span></b><span style="background-color: white; font-size: large; line-height: 22px;">perchè più in là</span><span style="background-color: white; font-size: large; line-height: 22px;"> </span><span style="background-color: white; font-size: large; line-height: 22px;">non si poteva conquistare niente...</span></span></span></i></span></div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-53859878174426529832015-09-05T04:39:00.001+02:002016-04-29T16:45:09.441+02:00Gamberoni con riso, anacardi e mandarini cinesi<div class="separator" style="clear: both; text-align: center;">
<a href="http://3.bp.blogspot.com/-X6iabBuR3qE/VepRMAhGp1I/AAAAAAAADlQ/uUyhN6ExfcU/s1600/DSCN1842.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://3.bp.blogspot.com/-X6iabBuR3qE/VepRMAhGp1I/AAAAAAAADlQ/uUyhN6ExfcU/s320/DSCN1842.JPG" width="320" /></a></div>
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<span style="font-size: large;"><span style="color: purple;">Questa sera ho chiamato il mio pescivendolo di fiducia per chiedere se aveva qualcosa di fresco. </span></span>Si, lo so, non si usa fare queste domande, non si usa in Italia dove il pesce è, generalmente, fresco, ma qua in Argentina è meglio chiedere. I bonarensi non mangiano molto pesce e, quando lo mangiano, non hanno le stesse pretese di freschezza che abbiamo noi. Quello</div>
<a name='more'></a>che su una bancarella italiana attirerebbe l'ira del pubblico qua è considerato normale, il pesce di giornata è un caso fortuito. I pescivendoli, però, non sono scemi e sanno perfettamente riconoscere quello che è fresco da quello che non lo è e, se uno si fa la nomea di essere un buon cliente ma esigente, riesce ad avere pesce di ottima qualità ad un prezzo che, fatto il cambio in euro, è assolutamente vantaggioso.<br />
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In ogni modo ho chiamato il pescivendolo e sì, il pesce c'era ma c'erano anche dei gamberoni che, a sentir lui, erano già cotti ma freschissimi. Ci penso un attimo, in questi giorni io e mia moglie, complice forse anche il cambio di stagione, risentiamo di alcuni acciacchi che ci aiutano a riflettere sul fatto di non essere più dei ragazzini, ed il morale alle volte ha bisogno di una spintarella per decollare e così decido di fare qualcosa di speciale. </div>
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Ordino un paio di chili di gamberoni (180 pesos, circa 11 euro al cambio blu) ed inizio a cercare nella credenza un adeguato contorno. Alla fine opto per del riso lungo e profumato, cotto in acqua salata e lavato in acqua fredda prima di aggiungere un filo d'olio, giusto il minimo per evitare che si attacchi, con un paio di cucchiaini di un frullato di mezza cipolla e due peperoni freschi e piccanti, olio EVO e aceto di vino. Lo stesso frullato lo uso per bagnare l'interno dei gamberoni prima di scaldarli nel forno bollente e per scottare in padella qualche cucchiaio di anacardi che poi sfumo con un fondo di prosecco che languiva in frigorifero. Decoro con alcuini mandarini cinesi tagliati a mezzo il cui sapore si lega benissimo al riso ed alla salsina piccante.</div>
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Il risultato è stato valutato positivo, mia moglie mi ha detto che le ricordava un po' lo stare in Italia. Peccato non avere stoviglie adeguate per una presentazione migliore ma qua siamo "transitori" e non ci andava di investire molto in cose che, alla fine dell'avventura Argentina, ci saremmo lasciati dietro.</div>
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P.S: Anche se i gamberoni sono, come in questo caso, già cotti, é sempre buona norma tagliare il guscio sul dorso e togliere quella che alcuni chiamano vena ma che, per quanto ne so io, è l'intestino dell'animale ed il cui sapore spesso non è adeguato. Questa è anche l'occasione per condire il gamberone con la salsina prima di scaldarlo nel forno o sulla griglia. </div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-84754729468999561162015-08-30T02:19:00.000+02:002015-08-31T15:46:56.823+02:00Gatto Blu di Russia<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="http://1.bp.blogspot.com/-P4WF9NulV2M/VeJJqNbpgJI/AAAAAAAADk8/1gbYWcrw6DE/s1600/DSCN1838.JPG" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="300" src="http://1.bp.blogspot.com/-P4WF9NulV2M/VeJJqNbpgJI/AAAAAAAADk8/1gbYWcrw6DE/s400/DSCN1838.JPG" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Loki fra la biancheria da stirare. <br />Cliccare sulla foto per vedere in alta risoluzione</td></tr>
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Loki è il mio secondo gatto grigio, il mio primo Blu di Russia "di vera razza autenticamente garantita", anche se in realtà non mi sono mai dato la pena di andare a ritirare il certificato, tanto, per quanto mi riguarda, la razza è stato solo un modo per avere un gatto con un carattere il più simile possibile a quello che avevo prima, a sua volta un Blu di Russia ma, questa volta, non</div>
<a name='more'></a> certificato e, forse, neanche di quella razza lì. In ogni modo Loki, pur avendo un carattere distinto, ha molto in comune con Pixel e, sia questo dovuto alla razza, all'essere grigio o, più semplicemente, al convivere con una famiglia di matti, Loki è un grande. Detto per inciso, dopo il "<b>patto atlantico</b>", che ha dato vita alla NATO, abbiamo il "<b>gatto atlantico</b>", in quanto Loki ha già compiuto la traversata 5 volte.paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-30039495447077093382015-08-23T00:55:00.001+02:002015-08-31T15:46:30.314+02:00La democrazia<div style="text-align: justify;">
<a href="http://www.liberivicentini.it/wp-content/uploads/Mafalda_democrazia_verticale_a1.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.liberivicentini.it/wp-content/uploads/Mafalda_democrazia_verticale_a1.jpg" height="320" width="204" /></a>Ha detto, <span style="font-size: large;">Churchill</span>, non proprio l'ultimo arrivato, <b><span style="background-color: white; font-family: sans-serif; line-height: 19.1953125px;">«</span><span style="background-color: white; font-family: sans-serif; line-height: 19.1953125px;"> </span><span style="background-color: white; font-family: sans-serif; line-height: 19.1953125px;"><i><span style="color: blue;">Molte forme di governo sono state </span></i></span></b><span style="background-color: white; font-family: sans-serif; line-height: 19.1953125px;"><i><span style="color: blue;"><b>sperimentate e saranno sperimentate in questo mondo di peccato e di dolore. Nessuno ha la pretesa che la democrazia sia perfetta o onnisciente. Infatti, è stato detto che la democrazia è la peggior forma di governo ad eccezione di tutte le altre forme che sono state sperimentate di volta in volta.</b> </span></i></span><span style="background-color: white; font-family: sans-serif; font-size: 12px; line-height: 19.1953125px;">» </span><span style="background-color: white; font-family: sans-serif; line-height: 19.1953125px;">Tradotto in parole povere, non abbiamo trovato ancora niente di meglio ma la democrazia, come forma di governo, fa abbastanza schifo. e grazie, bella scoperta, non per niente, dopo i primi esperimenti, è stata messa da parte per un pezzo nel tentativo di trovare qualcosa di meglio.</span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;"> Non voglio con questo parlare della democrazia dell'antica Grecia o della Roma repubblicana, quelle aveva una certa logica, quella, malgrado il nome, non</span></span><br />
<a name='more'></a><span style="font-family: sans-serif;"><span style="line-height: 19.1875px;"> era la democrazia come la intendiamo oggi. Gli antichi la sapevano lunga e davano per scontato che non tutti gli uomini sono uguali. Non tutti potevano partecipare, infatti, solo i cittadini responsabili, quelli che avevano interesse nel buon funzionamento dello stato, quelli che avevano già soddisfatto, in un qualche modo, i loro interessi primari, quelli, insomma, che avrebbero votato per il bene collettivo. </span></span><span style="font-family: sans-serif; line-height: 19.1875px;">Questo, ovviamente, escludeva schiavi e donne. Occorre, a questo punto, fare un distinguo: Gli schiavi, tolti i prigionieri di guerra, schiavi di prima generazione, erano in genere persone che si affidavano in tutto al loro padrone e che in cambio ottenevano protezione, lavoro ed il necessario per vivere. Non erano, come ci possiamo immaginare, lavoratori costretti a suon di frustate, solo normali cittadini che, per un mucchio di buoni motivi, si limitavano a lavorare, vivere ed ottenere che il loro padrone fosse responsabile del loro benessere e delle loro azioni, ne più ne meno di quello che succede oggi a molte persone che, di loro, vorrebbero essere esonerate dall'avere una opinione e che si accontenterebbero, tutto sommato, di aver di che vivere senza troppi problemi e, specialmente, senza l'onere delle responsabilità. Non è, insomma, che gli schiavi non votassero perché "inferiori", non votavano perché non partecipavano alla vita cittadina in quanto la loro esistenza si svolgeva ad un livello diverso, in seno ad una famiglia dove c'era già chi, per loro ed alle volte con l'aiuto di loro, si occupava del benessere comune.</span></div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSgWsSU7lXg_r9bWP_p37OxLcNgaEvdj1UN4AiBGffziEkS8ZnLSQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per clitennestra" border="0" height="200" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcSgWsSU7lXg_r9bWP_p37OxLcNgaEvdj1UN4AiBGffziEkS8ZnLSQ" width="131" /></a></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;"> Lo stesso dicasi per le donne. Non votavano, ma perché? Erano stupide? non credo proprio. Erano prive di poteri? Ma quando mai? Le donne il loro potere lo portano dentro di sé e non ci hanno mai rinunciato, nella storia, fino all'invenzione del femminismo. No, semplicemente gli interessi delle donne non erano quelli della nazione ma quelli della famiglia. Sarebbe stato fuori luogo, allora, che decidessero per la nazione e, comunque, la loro opinione veniva già manifestata attraverso gli uomini che, inutile nascondercelo, sono comunque sensibili alle pressioni femminili spesso più di quanto non vorrebbero ammettere pubblicamente.</span></span></div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQfZoirBiQoqdqnfHokseBjMnmzmLE5Jw6fbdqhwlclH96Fcm2j" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per schiavi" border="0" height="140" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcQfZoirBiQoqdqnfHokseBjMnmzmLE5Jw6fbdqhwlclH96Fcm2j" width="200" /></a><span style="font-family: sans-serif;"><span style="font-size: large;"><span style="line-height: 19.1875px;"> </span><span style="line-height: 19.1875px;"> La nostra democrazia, invece, non è altro che un modo indiretto per lasciare il controllo della politica nelle mani dei media.</span></span><span style="line-height: 19.1875px;"> Di cento persone probabilmente più della metà vota partendo da una visione del mondo deformata dai media, questo per ignoranza, per pigrizia o, semplicemente, perché non ha avuto la possibilità viaggiare, leggere e crescere intellettualmente. <b><span style="color: red;">Il potere dei media è talmente forte che la democrazia attuale la si doverebbe chiamare "Mediocrazia" ma, poiché i media sono manovrati dai potenti, chiamiamola allora con il nome che già in passato era stato coniato per lei, plutocrazia.</span></b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Ed allora, quale alternativa? Esploriamone alcune:</span></span></div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per fanteria dello spazio" border="0" height="200" 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bZbbWfX190N5vhI9UXYO5RJe1ael/wB1DxmXlktr439ST84nwrs0t+SzeMx8vBV/5X8bKoiY1Fx654SSR4CS1E+RRJlygiYhau8llZLuUE+LMGGQAP4b9TDkzVWVVMw45igSACnxOC+XLNH6oD2Zmfu9NUseMK0NUzEF0DTO67jN3LIdJbO4vo2Zs3Pnow0S1QcYqqId93CJBBkkI8F+97xrBreAkg7txEFKiq/CF0opiJoT3365idv2WR7a+2xe3i4wkTdq4mTqAT3IkGX3qSAEhu7CJruyRqru7Fz7NzCtCimn7B3iMqpHdonIzZk3VK7lINstx3mYkHd4VpUaXYfNoLd+JJcqBypFnnWIZIBAltsLPbaBaRB6LF4gpPeTMjZc68raZXLNyZoScowhIrgYCSV4KS9ETTJI8gY5tzyvROYQU1VMIWdyPMKUU6fyYDpHJB5Cd9lTw98N5rk7mFPFInh74XMchzHLvsaefrCMrkea5PFCn8mGc4ppmcg1WEoWGUCQ76kX8oczFPYbCgxLG4hmSTZRD2akfhP9R+sTfeE3cfBUfunC9j8Uo7NyPwn+pX1g/eE3dI8JwvY/FL//ADcj8J/qP1hfeE3dD7qwvY/FIrs3I/Cf6j9YP3hN3+SI4Thux+KaezkjdJ/qP1gjHzHr8kHcMwjRZHzUpXZSmRKVNnAoSASBmLng97E8NYjHEZ3yCOPXuaWHiHYZt8pnvvdQqPs7JmU6J4QWU7jMqxBI46WiWXHyRzmG9ttFewEGDxAyubTvUrhgMn8J/qV9YP26Xv8AJaf3Rhf0/Mrv8Bk/hP8AUr6wvt0vf5JfdGF/T80o7PyPwn+pX1hv2+bv8kPujC/p+a7/AACR+E/1K+sEY+Xv8kvujC/p+ZTVdn5B1Sf6lfWD9um7/JL7owv6fmmns/I/Af6lfWF9um7/ACR+6ML+n5lNOAyfwf5j9Yd9tl7p33Phf0/Moa8Fkj7vvP1h32yU9U77mwn6fmVdoVYdBFJ26tVquMNSTkw0oooTDbQtOSmBaVpwEC0CnPAq0EhMCkqSGEim6Q4IpSqCG9kEAVKVHKkgnqAB1USwiXkuAzEaKjNxKCLS7PYKwpe4Qc02fKUoeyhKgwPr4jzLActYqyc9/hjYQDuT9aLAxOOdOdTQ7fW6h9pcIm1LTBMT3KQScpKsrbsn2z0PuvFvhk8UNsIp3c6X8VQcw3mKg4Ni2SnZKR3XeZUpVqQwzB9AsvmGzlosYzBtllu/FX+v7KSKd0TmuH0FLWljq8UxfVdzFIJGBw6pHg0pE4Q1BKICCUIg2lmQJqWhwNqRptDKvWHp1JigIcLQNogNh0EIqLqUR4YUwJyVNqCRuzO3J4dE1rngONBQ4l0jYyYhblKmLQWKEqRxClBXm4+EHERxsdUZsKLBPney5hRTUCIKVspYaQgmvACK4KhUlS4wKSSD4aw8NNXSGcZst6odRTpX7YzDgdPTeHskcz2So5IWS+2LUKoweSr7gHNNvhFhmMmBu7Vd/DMM8ezXpoqipwXJocyeO46xq4bFiXQ6Fc/xDhbsOM7NW/t6p09cwIkCUtSChPhCCQcyiSTbUlh6Q4sjcHGQCr6rNzEHRGoJy8gp5lOtRXOzlWXKxLAMMra9IqujYZebG8bUBupxG97LDTXelo5vdrliZKJLFQUFBlBySMwNxq3pGO8vbOWvFA7FdFwmZwbyn+61CMTDVbm6e8NISpOBhpCBXJWYRCBaE2Yp4TRSLRSAsRM1Sgoc1TX14Q8CzSikfkbaMNB0EMJ1TCNUoMKrQJAFosoZklSSkgasoEh9HGoHOHy4aSMZnDRVIMdBO4sYdU5JiA6m1bAoUiIIcAlubE+5IJh0cZkdlBpQ4ibkszZSfRKTEbh0Uo1FpDDaRTJalJUWKSgi6SkHzSrVJ3iyHxiLKW691Tkw8rphIH0P0pczEOFKD3ysC3LNaI4mscaeaUuIfI1lxts2nKsbcYZelKVuup3TFE2sTcO3DjfWCwNJ8RpCRzmttotKoQFIFFxAju13ALWc6nlxi5gmOdIC3os/iczI4C13UGlZ9l5KZVP9oWPEoeHiECyQDz1fnGfxaZ88/IYdBv6rnsFhzK4NH0ECZUqUvOq5cH02HCHMjDGZAut+zt5XLCApTeydm4W4GHjUaqZrb9oaoQUsFwrwkEFJCSDzuHBHEHaLeYBmUtB81XMAkmz5iK6dEgJiBXdEVMMKYUqYCRSEPBtIGkxQhwKcgal9hp13Py9YlJyiuqq/mPvoP3/wiAizkDS5084DWFxoJ00jY2lztkXL7oAB+CVgj1Q5NKlJzAMSPdr8ollxUj25XKrBg4Y38xooqQDFUq7ScDDCkQuEHqgEsiqmpJATIKDrnSoqb90ghjF5kmG5WVzfEsibDYt2IzNf4fU7ei4mKQOlLVDRuuBgbJxC5TmC3Qprm2CErwT3CAGwq/NMUeT/AC5wmgHdJ5eKyhQJ8nv5qJAe5BWRsn/8+Ii5C77PC6c71osPjM4c5sAPmVe4zPDiWhsssANs/C3AW9YycCy/xJNbtXOH4ZzIc40cVXq3bThFs10Wq0Ghe6ERBCkCGpYGpAHE6DrEzGOe6mqOaZsLM7tkQ2t8Ijc2inNcHAOHVPTo7g3YsQ4PMaiA5jhqQdVE2Zj3lgOo3XAxGpUww4I9EOevYan3c4lY0bnZRSuIGVu5TDYcAB7oAtxtHwxM8gjDQdIFm0CN0WVOCVAKl50kXOcpbnZJe0TxiEsOYm1QxAxRkHKArzTHivSvhEQhRSVAOAWJ4Qsul1om86PPksX2XJVDcqlITnhUguzQABqmFpsUnPApGk0mAnAJAqCEqXPBSUerqhLSVHbTnE0EJkflCrYvENgjLz7vVSuy8nupCqmZ7cy6X4OQkDyv58oh4lJzZBh2bDdc1hIn4mfXqbJQlLdydTrBDaFBdgGgCgkCodSNJpMKkUwiHNNJrgDuuSbA8XtuGtdxDntLTqo45RIDQIrunfLX+8NNlPAa0+a5K4YQnUuBhzGoONBBSX8XHTp/fX0h79PCoohmJkPu9EhW55A+p/t8ekENLBfVRuHNd/4j5lGGg6CI6UzinGE1NN1ouSzgFSUPutQSPMmHsifIaaNVFPiGQtzPKU06Qolkv+IMX6EaiC58lZCTSMbIyea1os9eqeG4j1D+Q3iPKSLrRSGVodkJ1PREKvCAyQRuHv1ckejQXln9I9bUcTZASXuvt5JkRqwnAQ1BNeCUUhMEIpJi2Dkw5rSTQTHuaxpc7YKkCzUTSkBwNBzNnPTXrlEamUYeOzv1XH43FnFSeQ2WoxWYGTKTYSwAw0cBm8tPWMSFmpkO5K6DhWH5cec7uVeYs0tVJCSSGEla54Q3QOqQa7XLXLa9bQ8MLjQTZJGxNzO0C4gpUdQbpNz0II3hB7gC3uo3QRyPbIdSNikSYipTlNmG2XY69OHmfgYmb4W2q8njfk+KZNL2HmeA+phMFeIpSOJPKb7/ACH+V2nICB7RUhysb5BGToGJGlwWPqIDXZXWFFNGJGlrtinkuXUT1hqNUAAlSIFkbIu21CdDU8JIdelJZdbRIaikgJLoSSSEimk8YIFmgg4hosqmxGqUs5Je+j2HMq4ARsQQthbnduuU4jxA4h2Rnsj5q7wDD00yFThdShlQ+pP3ltsOA5c4ysbOcQ8RdBqf4Cbw7Cc6TXYJhho0XXgJrw5OUesq0yw6j0HGJ4YXSupqp4vGR4ZmZ/wRMJPfsAGeLzuHED2tVgn/ANR+KuXp66qbieGzJBZYDHQi4/tGc+NzDTgt7CY2LEtth17KC8AGlacwHdK8MKNJpWwJggEmk2R4Y3MU2YogB7qOg5/QceUTEBxroFWDjEyz7RO3mnoQwv1J+cRudmdQUkbBECXHU6koC1Ennty5nnwH5D2tDVWe8yOFeoH8n+FYIplZQQDpERq1MZWhxBKeKUtt5+loJGlpcyjS5MgiISU7OCl7swLTswXCXBTsyeQwcwmguNBQSzNjbbiulJzAECxvBe0sJaUo5mvYHjYqSigURYQWsNKF2La00gVEjI5NhxMDKSaGqlGJYRZKzmI172Gmw49fpGxh8MI/E7dc/wAQ4g6fwM0b+6sezmEXVPn+wmwHFXLi3x6RT4hjXCo4/aPyVLDYV0z8rVYVk8rU+gAZIGw2EUImZBXx9V1+GgbCwNaoqhEoVoJhMOCcsrjM/NNVwT4R5f3eN7BRhsQPUrheKzmXEOF6DQKw7PYx3KkuFEvYAEvFs1SyHNvULazsUROkTAoFCgxSFbn9297PGfjo8zLHRanB5eVim677rPmMoil3Qe0jdLEWiNpgLknZPx/t8ekS0WjzKqueHPJPst39f8JcpfMbEi3JPDrufTaHPI9kJQDN+K73eQ+t03vCpm6//Y/Ib6wA0N3UEjzK/K0f29T5dglZtPXnzhrjatxxhoof7Xo2GUyFSpZYewl/QRcbCxwXHYmd7JXepQ6nBwQWA1f+0QuwxrRTw8RIdqVFThJs4J4coi5DlYPEW9FOlYOltIlGG0VR3EnE7qvqsJbQRXMbgaIV+HiAIslV9Vhz+EXUqw5cx9d4s4aOzdbLOxeMMxror+VgfHpEToXOcSnniFCgpsvDgkM0WI8OQNVTkxbibVNjeGBYuLDbieJi3DC1mqa7EOdpeizNF2cAmZ5lkoc/Tre/lzivj8VkbTdzopYY3SOytQp9eVzTJQPBLSVdLgeZ8TmM7kZY+a46uNLoMI+OKbkN3rU+aQmGrZCGTDgE5AqKgJBYZlAPlDO0Tw4d0p027rPx3EY8MKOp7LJTllSySMrlyOp5xvRtyNDVw80nMeXnqrnCpzKAESFVHK2x2YEAK42A4wL0TALKr8JBKgbZgXD/AAI4bQxzWncKYSOjNtNK7rZssyyUpaaVlIALBIZ817ZRfccNYqyYBjvENP5WtheNYlgpxzA/JRBTEFvups/4lDW+7HXn0vnSB0bvFufkujw00eJYAz2Rv5lDmrzFk6e7qeI4Dfpq3Ll8RUj5DMcke31v5fuiCWAGHUvueJPGInOs6q5EwRDT490BV+SePHp9fSHgV017KCSbPsab1Pf0Xo2CIIlIv91PwEW4YyACuSx0gMzh5lWyYtgKjaeBCpBEQIVIJJ0kKF4a5lohxQpFGAp4LW0ECSVYCCEk1cOASJUSfIfaA4pA6rOdpSESzy95jNdCZZQFsYObkxl53WS7N07y6icq5Iyj+ofEt6RHxR1PiiHTVScNLnYgOPUrliKwC61p0QKhWVKlasCYmjbmcG91FiZuVE5/YKhkYWVETZi/Cpjmt41H7ku+rWfQWjoGtDWhoXn8srpHlztymYuvvQZoBCkFKVgqzEhmSpR/FbKebQ8KHz7puFqJUltTaCdlE4aq/wAaTmZOuRn+cBRjdRKaZkWltCSL7WgFIBCxOYCtCnu5CRaydQpzoSxN9BfYQ4KRg0pPVihmf9nkgZLd5N0ShO+UFmJc+JRzF4jfGx9WNVYilkjsg1enqpqUpCR3ZBRsfrw/ta0Y2JjeH0/3LteFYiCSC49K37oAnBYsQoObAi7WvwT11+LeWW7ik92IZMaYbHYdf7BESnc67cB0+vw0iJzuysCDYv17AbD0XomGr/VS/wCBPwEasfsj0XC4v85//Y/urGXMiRV7RRNg0haIkvCSTwqDSVoqTCpK0RSoARKHmvBtIIjPCIRWb7U0JWksNAfWGsYAbUmckUqFNL9npEpLOtQJ8r/TzJjAxTi/Gk9AFvcIjzOvsP3VIpV4fZXTtGmqrMbrClKUpbOohnsLFy+w0i3gmF7856LE43iAyHlD+r9gq2tqxNEsIRlQkFCG/ebxkDfNqeY4RsrkRoUCXUAqnPYqlHMP3klJP+YH1hyDholw4lJCjYJIubc7Pr5QSUxwV+uoBQpQLqUQPPzgBQEKtxJWbLKQCVaqb7qdyTt+eMJPjH9RUHHalOVMtJJUDmUetr+be6BafGCXElQJc1SgEgHu0XIHvKuJ5mECpaA1VwmaKg93IOSUlIzlWULXvYC5FzfnfYRDiHBrMxF0rnDoXPm5YdQdof3VxT06UJZIsPzfjGLLK6Q24rt4IGQNysFJi7w0KwVtMMrh3aBwSB7otx4jouNxeE/FcfMqwTWRNzlSOFNqXTz8xbhrEzHWLVWRlGlMlmH7qMpcpMOTaSBTQU1GRMhAI5kUkQCE4FIJkGkbSTCCLwkrVJjdMmYANG/PlGfNhMxLhutHBcR+zmiNF5pX15TZIl/+5OlJ92fN7obHgTu7RbUvHmAfhC/VZrEcQUsZiGJTlcEFJD+JrdRY7xeghEQoLExuLdinhzu1J2HTCgakn8O/8u7xY2CoGydEzEZxKioBiseMMbF3IL6OQIIII0RArQqMKgnK7ONPzx+kORItXP8Ai+RAUnLqQEjxKKgR7Z4MXBHIQrURiF6qVR0yQkqXNKJqikqOfKMq0kpu98qhcfSGap9DZR5GGqXTzZoUpWYqzOkKJyJCwyvaAJJD221hXrScaGgVFJkOpm5M++mwg0kVs8IohKlHULWztYBOwLAOfzwjMxuIB8AXR8EwLgec/wB39082jPXUbpioISVpTTWSPztEJsFZ0sTS42p8iqUdnvYcTw6cTEzX5jXbc9lj4yoRV2TsrihdDZjzJ/ETw/PCHjGa+H3LIbA5+ytKWY8XY5SaUEsWVTBMtFoKsUxZh4TCklqgoBEUuFuigLnMHhHROAtR5FZmURskXiDEy8torcqxDDndSrMXrSB4bRmyYh5NAro8Hw+EGy1Y2vp3QvIAFkFiwdzDI5XZwXFauIwzTC4MABo1osPKkufEDuNPppG8KOoXCu7dVpcDpQRnOiSAAQzkXvyFvWKuMn5bco3K0eFcP+1SF7j4W/upWIUaVuogZt+Y3B6iKGHxLoyGnZdDxDhkcrC8CnD+FiZstjYuNv7xthcaDe6UbHRt4SKtqWScuYAqAZ/Da9g7sGd+O8FRkrRyZEyScwklSFJZSQlBYn91C02fQvAOqWYXSTCEIeYUJCSlTNlIIZ9lEsXcan2YyuIvcwgA6FdDwSGJ+YuFkbKVNO5jOauraAgKh6ehqhAIKzo5RUAB0MRmgsvGYpkAJO/QK27xMlLWUvhw6xVdmlNDQLHhwsmJfzJNvrZAk1hUt1fno2jRKGZBotQwhrSxraC0lDPBEaOHkA3XO4uFwdSnomAxfbI0rNdG4FCq5jRNG4HZRFpVRU4qAWBiQN1SrREpsU71gNAA5iN5EYsqVkZeaC7Fq8JSPNogjkzkqxLDywFHM3upYSfbV4l9TtGRNiTLKXDYaBbHDcL4c5VVU1DxEVvRx5VAWIIVkFQqrDELOZSSCdw4frFmLFyM0aVQn4bhcQ63DXyRpEhKEhKQwHziOSV0hzOVuDDxwMyRignEQ0EqY6hZTFaVKZNk+JMxSfofQJjZglc54Hla4/HYWOOIuHtBxCrsOITMT3nsvcfR94uhY7tVp8NqgVJlgEpAUgZjfKbpfZ8pI8oNKB50WrlICUgMMrMQzhtL8oRGigDtbRZNCguUjLmFyLu2h5kRSxcHNjyjcahaPD8a7Dyhx26+ipqmWQoghiLRhtXokbw5oIQFw8KQISoISKtU1rJSEBmAD7825k79Ih5fdYzcDcrpZTZs0PJASYcR0V6uy5E8Zsr3AduUJzCG5q0URe0vydVOw+uV4gUlLaHj0hSMDGhzXXfRUS0zOLXsquvdW1JUNoTfnCkx1gAhU/u5rSSOqr8exfKsJB+77yf7Rr8NdnYXLIx0XLkAWbqa9TgC6jaNLQC1TAtaamX3CBLBuLrP73DoNI5qfEumeXdNgupwGBDYw47lRzN76fLCvZlgzF9BoPM/CHc0xQOPU6BR4/Dh0jIxumVVUVKKjufyIqtblFBbkUQY0NHRRwYKmUDE5E1WUoIZJCiN1EXZ4swPjbeYb6eizeIQzyDwHQa1rZVrOmCYlMxJKkKfK4YgixSrXxDeKgGRxYdx9X70eGPBirqo5DRItO7TDBSVBjSUgTgq2bKtHMhkkdbD1jRwzichHSwVgcRaA2QO604fsQs3VWaNcrmFbYNiQTlCti8EFQyNtaaZ2jSQAPDzBg6KDllPT2gdOVNjx+MNyokFENX3rqbRgTxLaxi42ERyWOq7TgGJfJCWO/p0tDW0UqK6AWgL5Q4WnEaKTK28oBVZ3VFSIYUEog3olXVPA03bTrDLrZBzA7cIqZsR5EsiznaKce8fgkD5vG5w7wxe9crxcf8AuK8kTs5S55kokuVqfolJv6tBxuJLY3+QVCJniarybMuSd7xjDYALuwA1vokkqyyc18039Yob5BZCQOnibiqC85pK6N09/VZuGt7n4gi+yhU1cUzZZUjMqYSkyQ5Pd6g5j4MwIc3DCJnwh0ZANVrm8/Tss3ET4kTtuwTsFYT1gl0gjqQfhtFVjSBRNroYA8MAfV+SbKUCoJcAnZ4k5bi0uAUcuJjY7KXaplPKMsVKWsFImJH8SS/vTBec5jd3BHwKzYSI55A3taiJlVCUS1TEoOZOZnZQHMMwfhE5dhnFzWWK0vopMFicXILcAR8CiJUTqCOR/tEJAHW1rsdYuq9VR9oK9JSZYLqzB+FucaWChcHh52WFxfGRui5bd7WbqVAmNUrmQgBxDUkWXe5ghNKeioL+G0EFAjRbjAAkylZblklR4kFteijFHibRyg7zWpwKVzcSW9CEVUY4XbAqBNrUjiekWGwPItVXY6MaKxliw6RXJUh3KfDbSCcBC3SukOonZUuA5Nkgbk6CC1uY0o5ZcjbGp6I4FhxYP13blEd66J7C4jxfJZ/tKGvxA95aNfAuthHmuZ402pwe4V92Sp2nSz91MpKRz+8T6qjP4k+oXDudVnM0eE6fJfMklncE+4xXY+gCu0kt0RA3ITcVr0IWSqwJ8IA+6LD3ND8NBI9tAa9fVQGaPCxNa5QcIxBE2slBIPiRNRdt0uPgfWJsVA6LCuvuD81lT4tks7HM6f4V3S0Sltl334eW8VhZK2MRPkGm60+E4JLykZNDdRAKlHiT14Rbw2Glcc73V5DalymLkBde57oGL4SEmatrKyA9Ev8AH5w7E4ctLQzpfzQgxLi4+eiyFdWLKlKykuTf6cbsAIbHhA1oFrfjxrGNpo0H0UBU8JRnUba8PIAweVmdlCtHGNbHnJ81j50tSsy2LZnJ4Of7xsMIFNXLTNc4OfSg1KbiLBVK01tIaknLLJbifhBQQUqvA2SWx7LV4cJJYNpxfV4UsTZYywqNsroJRKzcK8mYFOmf8yWlPJ3I9PpGUzDhnSyunfxN0rew8lMouzEqX4lq7w7WYA8Q5N+sTkE7qm6cnQBV8sWHQRkldU46lOWw1IHWBROwTC9rdyhryHLnylBUDchlBJBIvYvp1IgtDtcu6p4zERGPKCD70OQkJWlRXZ2yAWACSSEhnTcpD62V0iV2Ytyga91TMgMzSH6D4e5SFTUZpZze1mYfdIa5PQF/TiIiETg1za/urRxUT3+1tt5qq7SEEA2sCpuG4fhrpF7AAhpCzOLva/I5vYq77LKZcq9ilafNJSPgRGfxIXG7voVltOo9P5Tq4ze8WEyrZixUoAa6sIWHZEYmku6LpI8XKWCm9OqosSw9aiDMWlzZKEgknklIuY0IZWMbTRp3Oio4ppcc0rvcl7LU7T1zbpTToXmzDK0xTpAL+cM4g7NE2Pq8j4KpDkMgLdgtZ2cxeWtKgleYJupgfeW0gZeU4Fw3VjFztnvI5bKirJZHhIaLrZG6rGfG4bqUtIWCNQYJAcE0aLH4/hrEEC4sLEt0DtFF/wCHp3V+CZziOle9Z5FOCr9Y6hmYA6k8GGloZmdsxWG5JHudJtsLS9plyxRrShDezez+0IfhSeeLTsVHWHNHRedVibPG2ViIUmTMWkqRLWpKfaUlJIHUgMIbmCctdgfZ2XPpElQZaiSFjUXYDmLac4oSYlzZqGy0I8M10V9Vm8UwiZImGXNDHUHYg6EReY7MLVF7C00UXC6nu1C9gYkFqB7bXouD4mpUsqXKmJQLlZDBvMv7ohmAJtu6sYR2Xwu2UTG8a8OSW5J1Vew5c4p5ltRQdXIcqnKspcgACwt6tf3xQaQ1ak7yXEWa7BMXhqcz5XULhhcc3UWHUmHiYga7KnNyANRZ+abIoSoKUk96sHwmYSySRrmLlSWDAjUgtCdKGkA6Dy6j+6pRtjaCWiz0vonpkFAyTMqgkWWlxyIILlRJKuTK2g5s3iHXonhzmANcPeg1OKy+5IUFoOZgoMcxJJIYbCwMPZh3czNv/CifMchvQ2gYqy5IAQwb2iznMHuwG8TYcFrjZUeKaTCD2P7p/ZZWUS1F7FZb+ZIPxT6RXx4zBze9fyqQOy0mOyRnsCpShYFwm1iVHYD14RmYCQ8rXp8VrwzZY/NDpkIkIUpLqXlJVNIY2uyfwJHCJHMfO8Z9ujenv7lCmi3SGyqROELVSyZQVlEz9dPP3lKVcJvZgPfFtkzRO6StvC3sAOqqCLM0WaHVSqHDpUsHu5YJSWzO6nZ2zbHo0GSR7z4j9d1OyNo0DbUuVVTEFkZid8y1FI6lTl22gACrPyGqDXNrLXx2WnwDGc3h3AuLEgvy1G7/AAiWCYs8Lu/yVSWA5tFA7XVawEKS6QFJdwQNQNYmikjklFjugWPbCSDSz9ZSLUtKgnMfaO4Ib2m3uRDYpGxPd2CkewSxt3B6/wCkHGqRaqaYWLtm04HMdraGI45Gc8OHVWn5vsxa6jW3+lgpsnMkEmwJDcT9B842SsUqzwrEFghIJIYhipYAO2VMtaAC7B7w0gI2t32ZqMlPKSUBJAZXF3Lv5vGdK7LIVpQ+JgRu01BLqpJDkzEXQcoF/wALkux+kMZisj/JGaAuboNV5XMCgo5bNryP1jXBsaLMPmp2EViczzUqnX+/MKUee590AhArZ4LWAzhJUE5mzIbMA3B1eIta51jKxsGXxt2WjhsQXMyHcI9DXywEpX4FM4fcAagizW3iq6B58TdQtCecc1wOmpU+VlUDlYjWxdzzO8V8rhvumtrp8VEq62UhGcqABITe2huCBdxe3PnErIXucB21QfI1oDkWQtChnKSlAGbMsBNtdDf1aEQ4aA69k4TBwvoqDDac11WFMUyZV021YjXmr3ARPiphhIK3cVnukMr8x2Gy0OMyUKpphSEkyyQcoDeEgjT91vWKGBleJ2tPXXXzUubNC5p+qWOwipLpA2Usm+yiBwjZxEYNlZwXoGL1SUSe+VcJD9bBh5mOcwTC6UxhaMUgawkrKUtZMmUtV3o8aUKUP4VpzAeQ90bT42NlZk+iExhzxOLhsrDtHiIlBMtCihSkJObLmyoIbwh9bWivgYeYC47An90nOyDTdV1FiFPKQRTqmuR48ybK5u5yK4EA8wYuSYZ8jsz602r9vRAPDdWJUKo6kjPNmSMqT4QgF9ySpy56iHsa+MdCi5/MOgV/hdFIkpSZM5S7Ol5SQb31yvEEstkgqVkT+qLiU0qSFKTMKEkqVa1gW97RHC+iQNzoEZom1ZIoarPUOOTVTyFqQEhRBbXLqEhrW1JfiIvvwTeXQ3Wc3G0/y9OivZNT3icyPGkjUXEZToyx1OGq2GmN4sEUVjO0WF92BlSyADlbXMouyn2A93SNjC4nmijusrF4flOzN9krN09TlJcfn8/nhbVZbHs1joLInEMdFcDz+vR23qYnD5xY3U0OI5ZrotvQywC4Q+4JLed7RkODmmnBaOdrm2CsH2/wQypveS0NKWAS2gmF3HIGx841sHPmbldus2WOjY2WPSSNfz9IvWolpOzNeAuWs+3LL9UaKHkC/Di2sQzMztLU9jsrgVaLxDu0kZEp8Kf1RR+1JPtOLMQR5iM1kRdTgff2WniHVI8HudO+qk1WFpQhc3OKcsNPZDXYh2UTDG4hzzy6zJroQBmulBoJZWkTJwRMmTCAgLIHh3IHFnPHpEkrgDlZYA3VZoc9wBNp2LpmLmppJczPnKSrXwjYO5s3iPlAjeyOMzuFV81LOSDygdFqVzZVEhCEpJKmSlg7kcepJPmYxY45Mc4vcdBqk0Bu4VBRT+6NZTKDJWFLQ+2ZPhHuA6tGlNHndFO3caH0TLrM1UGFsFIYbgnq7xpS6gqor/HKgzKankjWZNynokt8wfKMrCxiOeWQ9GqRrrDWomMTgidUAKSmXkRLIZypWVmSHsyVa9IWCBfCwkWSbv3qdpPi7LN11euYrMrXKlI5BIYCNWKJsTcrU1zrKEFZUtElWUdKRcIpCtWnh36cIjmeGt1U2HjLjfRXPaSqCUpQhTKdzlOjC2mmsVsIwklxCmxTxQAKD2eq5x7yZNmzTJSgvmWsgncMT4rP6xJiiBTGVZKjgYKL37UoXZqmlzMyVhJOYEAt7LEsN9QPfFyZxZEXDelmxMD5mtOy2CZvdpcHIlLm1gGu7CMLxOdW63nBoGo0Cj0VT9pQpbZkOxzG/VvyYtPwskXiB1Cq/aoXnluGipMU7NZiSgAuX4H6cYsx45uzxSrSYB49g2qFeCLQovmRawP3i+gOkXI5WP8AZKpvZIz2gp2B4/PkrBWoZEpdpjkZdLAXu/zhz2NeKIUddRut7K7TUcxYp1rQrOAMrFSHO2bQGMyXCOj8catRSl/hesp2r7GKlZpkkFcq5tco5Ebj9714xYw2La/wu3TJIi06LGIKpagQbguPLSLvkowr+ZKBOZOUAOCkqmKKjxsltSLDhFSMkNAPYdloYptzPPmf3R6YzFFKZwmBAZiQqx2srVvnDXmNgJbVo4fDzTGspKs6OciXmzpXMUdSCFBTaBiBlD7RUkuSqIH8K0zh8jCfAdFJ7Jy5UhC5yynvluyPwjZOln+DRS4kZJ3thaDk6lBnDsVvkNnuq0YpM7wLmy1LWkkhQUopc7hKiGGzBtI0BFG1mRjqFe9RjA4wOsMOib2gnKm93NQGXlUlaRq2z+dx0ELDBjMzCdBqFYxHD8S4Nc1hs7qupgpIzFJDBz6RM57XaWqD+HYprSSwrTUVMVfZFqH7MqWscBkBHvEZk8gAkYP6gAPjSrNFOvss5Uypk2aqYQT3hKh5WI8rRpxlkbAwdFI1riaU2nwFZDkhPWI3YpgOmqstw5rUqUjDpEsfrJiSdw7+gERGaV5poUzWRt31RMs0jLIl92n8SrFuXCFmYNXmz5JxD3aNFBHw7s8EqzTVJWG9nLZ+JJN4ilxhcMrBSdHhw3VxtSsflgUswJDAJ0A0S4dvJ4iwrs07SUcSKhdSpOzWD5ZpmF2AGRwz5hr6H3xoY7EDJkHXdUMDA4Ozu9ys8dqkd1Nlu68hJSCHy6lgdSzluEQYTDvc8P6KfF4hrGlnU/JVmBTVZE90rJm0S7jgXFgo842tHXa598jmGloag5F5FG5ZrMC4dhzsbRj4jBuYMwW9hce2U5SKKUpBDHQxRDi02FfNOFELz3GihCzlT4n30I4tttbrHSRklgJXNltOIbsrDsxhUsTET6mdKSkeMIzOtRBcOkacfSK+Ie7KWtCsRso2Vvk9uaV8qsyE7KIt7i8ZZwcg1CsVe6xva7CpSnn0hSpButI2P4k8uW0XsLiCPw5N1FLhnNGYbJ8utlo8SVIBTsSoqfe3mdIh5b3iiDqtGZ8bZXa9Sj0OKCatJWcyUqGZxZjy30gOhEVLQ4a8yskyb6JyMqc4JCnR4SAfazJO4BFgr1iPQWtvxuykCtdfTVHqqiWZYSlLKARdhdk3YgAjxauS8PJblpRxxSCQucdNf30SYtNQpTy2y3szN/lHz01gSEdE7CMkYDzN/rzKJInynOYBihIPhcuGzZeCjxggt69k2SOWvD3J3+F+XkgVE2WZOVvEwDBIcFzmObdwQG+kIEUmTRyU8naj18tBXkr7DS0leYhRdQV1t4ebaHpGROC6duXT6/lcTCCq+aWnSwE2KZx98sfKLootdZ7K22xNXko1dh/eKzKL8NmHC0TRzBjaAVjlAmylpKNCNNYa+Vz91IxjRsunY9JQcqlurgAT8A0JuFkdqAmPxEbTVp1N2kp1Fu8CTwW6febQHYSUdEG4mN3X4o1bUIny1ypcxBUQAbvY66Hg8MjYYnB7gaCMhErCxpTcSqxJlOAAzJSBo+g1OkPhi58vqhLIYIb67LNysLVOlrmLKkskl31WOA1DXfrGvJOyItYOqxooXSNdJe2qjdkwszkpJDSgphwKjcc7j4RZCqTkZfVX/amsVKXLmAy1ODkJKiUsRqiwF3Dl9IheLvsVLhACNdwqReOTzqQOThNuLxUGFiGwWwJ319BVVSty6mzHd3fo+sWQqrmgISgQHOvPX+0OCBFDVD1N4SbVnVS6aoKC6TbRvrDHtDtCrMb8hsbLf02HysgHdpOYAlwC511MYj55LvMr8sTM7tOpST5CUKlhEtJ9rwNY2iSF7nuJOqu4EBrH65dtkKRIWnKgyHKits1ifD021frE9EaZVouex1uz7Vt6/wApsimmIWQZOchIdLPaxffViLcYTQQdk+SWN7Qc9C1JpkLQlKVU6FfdBUBc63Pr74eLA1aoZHMkJcJD30TKpK1JU1OhISq6hxSS4B3FiIadR7NJ0RY1w/EJsdfNArVrKAe4Sh8uVQDPo3w15wHEVq2gg5rQ14a/MaOin4gvukIlJawdXMn6kmM7DAyudI73egXK4dnVQ6wqIlK/dmA/1JixEBncPMIgfin0VRV0ylKfOoBtBFtjw0bKcxFx3Qf8GB1znqqHGfsiMMOtqVIwuUD+xSet/jDHTPI9pSsw8Q/pCuKehlAN3UsA6jIn6RUdK+/aPxSMbBsB8E80YA/VBEs8cgNvIiG8wnR5J96GSvZoe5UmNUtUpSUsmal7FIygH951Fm+ZjQwksDAXbHzVHGQzSU3cdwplPImoQmUoy1JPhs4PM3txLQ1uWeWxakkBw+HLTVUqzB6SSKtclKlq1KluwdNzZHEki+jc41RosJ5zNso3aDDFlOeUpRASVi6idQClypwGvpsYjlLW0TsTRUuCe5xLev8ACzdBKJBzBSgrQlIIBHMm3WInEdCtKJpNgjdJWSE5hc3sIc06JSMFpCLXD9b6audoKRqtUqGfQP0+MIgpNIvou0DgjyD+sKrRvKLFL0mV7CP4RGA4LRlP4rvVQ6+dlVLLOxNvQRLhzRtX8G3Ox4tBViQcugauC+mnLl74smXyV0YbTR31qo8utIXmZw5JBJYjYdA8NDzdqZ0ILMv19FKa8ZSMmqQASbggAZhzLe8w4vtIYfxA39dl3+IXJKEkENlBI3d7b7QM6X2bSg7Xv7kk2sSoACXluL51H3G0Ne4FpA/dB0LmscS69D0Ct6iVnUVHc2ipG7I3KFzLQGikypQ0tB2TNynosW95TCYSJT5tv4Ku41KD7khljhBslXg6l2SFaWZc3SFaIclKoQTbTkLMNISTsxgbJ4TZlOSM75QjMT0ALt55fQxpYAEOvusribwW5V5vLxRUktJ8AcEksVKI/EflpGqs3KHCitR2fxeZNUtayyEsnQHXkke+KWNeaDRuVZwOHaCXk7KgxaUBMV+sUu76EAcBrwh8JJaNKVhzdd1HkpUGGr6aFh5xIaq0G2NFJSng3XX3fWGqWugSypZIUSQkCx3JPM8IFoUQCSmSpZKizEMTfe7Mwh1i6QJI8RXpEr9mj+ARiuVx3tu9SolXqjqflD4VoYLZ3uVLUe0ephxWvF7ATOEFSpOPSEnFNMIo9U7dPlAKjl9h3otQrbrFQ7rlChVP7KZ/1JX+pEPP5jPQqtN7Y9QmTdfOH9VbCQwRukUiIRQT9zCCRUmT7Pr8ocU0pZeo8oIR6IuJ/wDDTP4VfCL2G3WRjeq8eq9/L5xfO6gYrnDP+DX/ANZP+kRRn/OHorsX5XvUGr9r0+AidmyTt1MR7Uv+D6w12xU7dx6IQ0HUwTsk3dGOk3+L6Q0bhF/su9UtJoPzuIQ9spkv5YX/2Q==" width="134" /></a><span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°1</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="font-size: 12px; line-height: 19.1875px;">Robert Hanson Heinlein, alcune decine di anni fa, a scritto un libro, "fanteria dello spazio", in cui ipotizzava una società </span></span><span style="font-family: sans-serif; font-size: 12px; line-height: 19.1875px;">dove il diritto di voto poteva essere esercitato solo da coloro che avevano svolto un servizio per il governo, servizio militare o di volontariato che fosse. Concedere il voto solo a coloro che si sono impegnati per il bene collettivo potrebbe essere effettivamente una alternativa al lasciare che i parassiti della società decidano per il nostro futuro, ma forse non è il solo modo.</span></div>
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<span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°2</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">E se si consentisse solo a coloro che sono produttivi di votare? Se il voto fosse consentito solo a coloro che pagano le tasse? Certo, non mi sembra male che chi mette il denaro per far funzionare il paese abbbia un peso maggiore, sul decidere come quel denaro debba essere speso, di chi non mette nulla per il bene comune, ma forse anche questo non è il modo migliore.</span></span></div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR2SDCHeawImNQ_dmFu5S68JV41Wq3gDtyJcOvmfTKuvcDs2ztB" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per contribuenti" border="0" height="149" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcR2SDCHeawImNQ_dmFu5S68JV41Wq3gDtyJcOvmfTKuvcDs2ztB" width="200" /></a><span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°2 bis</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Forse concedere un potere di voto proporzionale alle tasse pagate sarebbe un modo per far si che a decidere come spendere i soldi dell'erario siano, effettivamente, quelli che i soldi all'erario li danno. Crudo ma sicuramente efficace.</span></span></div>
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<span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°3</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Un'altra possibilità potrebbe essere quella di concedere un solo voto a famiglia. Discutere, confrontarsi, ragionare e mettersi d'accordo prima di votare e, forse, da questa discussione nascerà qualcosa di sensato...o no?</span></span></div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQcWtiEsmosi96yWsjQ6hQiBUA6-xz4QYkBzFme3-7dObY-appl" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per democrazia imperfetta" border="0" height="146" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQcWtiEsmosi96yWsjQ6hQiBUA6-xz4QYkBzFme3-7dObY-appl" width="200" /></a><span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°4</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Rendere difficoltoso votare ponendo, non so, i seggi al decimo piano di un palazzo senza ascensore ed in una zona</span></span><span style="font-family: sans-serif; line-height: 19.1875px;"> dove è impossibile parcheggiare, o magari in cima ad una montagna o nel centro di un lago. Solo coloro che sono molto motivati, che hanno davvero qualcosa da dire voteranno. Certo, ovviamente si devono equilibrare le difficoltà proporzionandole alle capacità fisiche.</span></div>
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<span style="font-family: sans-serif;"><span style="font-size: 12px; line-height: 19.1875px;"><b><br /></b></span></span></div>
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<span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°5</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Effettuare solo i sondaggi preelettorali, che sono più economici di una vera elezione, e generare poi dei risultati pseudocasuali che siano congruenti con i sondaggi. Certo, non si rappresenta nel dettaglio la volontà del cittadino ma del resto anche ora...</span></span></div>
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<span style="font-family: sans-serif;"><span style="font-size: 12px; line-height: 19.1875px;"><b><br /></b></span></span></div>
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<span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°6</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Far votare solo gli opinionisti televisivi, il risultato sicuramente non cambierà se non nei decimali.</span></span></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTOy8rz98rH8A35z97wQNkBlpxJ0IJ-5zD0Cm9q4U_x0Oi6cKVd_A" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per la democrazia è morta" border="0" height="133" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcTOy8rz98rH8A35z97wQNkBlpxJ0IJ-5zD0Cm9q4U_x0Oi6cKVd_A" width="200" /></a><span style="font-family: sans-serif;"><span style="font-size: large; line-height: 19.1875px;"><b>Alternativa N°7</b></span></span></div>
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<span style="font-family: sans-serif;"><span style="line-height: 19.1875px;">Accettare la morte della democrazia e sostituirla con qualche altra forma di governo, non so, per esempio con una monarchia, con l'anarchia o, magari, con una qualche nuova forma di governo ancora da sperimentare ma resa possibile dalle nuove tecnologie.</span></span></div>
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<b><span style="font-size: large;">E per concludere, alcune considerazioni sulla democrazia:</span></b></div>
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<ol>
<li style="text-align: justify;">La democrazia è quella cosa che consente alla maggioranza di decidere per la minoranza anche contro al suo parere. <span style="color: red;"><b>Quando la maggioranza è ignorante o, peggio, pilotata dai media</b></span><b><span style="color: red;">, però, diventa prevaricazione. </span></b>La presenza di una maggioranza ignorante e condizionabile sfocia poi nella Plutocrazia, regime che, in un'epoca che vede grandi concentrazioni di capitali in mano a alle multinazionali, all'OPEC, alle aziende che producono armamenti ed alle farmaceutiche, non può certo operare nell'interesse dei cittadini.</li>
<li style="text-align: justify;">In ogni modo la migliore democrazia del mondo non potrà mai fare altro che <b><span style="color: red;">soddisfare il maggior numero di persone lasciando le altre insoddisfatte</span></b>. Se però diamo un valore numerico alle parole soddisfazione ed insoddisfazione, <b><span style="color: red;">non esiste una forma di democrazia che garantisca di ottimizzare la soddisfazione totale</span></b>. Mi spiego meglio: ipotizziamo che si voti per la scelta del condimento della pasta e, esattamente come per il governo, che si debba accettare il risultato della votazione, quale esso sia, mangiando la pasta con il condimento eletto dalla maggioranza. Di dieci elettori nove amano i funghi ed uno è mortalmente allergico agli stessi. Tutti e dieci, invece, apprezzano moderatamente il sugo di pomodoro. Sulle schede elettorali vengono proposti funghi e pomodoro. La maggioranza, ovviamente, voterà funghi costringendo un decimo degli elettori al suicidio. Certo, se consideriamo che il beneficio di nove persone che hanno avuto modo di mangiare il loro piatto preferito sia maggiore di quello che avrebbe apportato il fatto che dieci persone mangiassero un piatto comunque accettabile da tutti e che una di loro scampasse alla morte, allora il sistema funziona. Se però diamo alla vita un valore numerico maggiore di nove volte la massima soddisfazione (e la cosa mi sembra più che ragionevole), allora dimostriamo che la scelta maggioritaria è stata, in questo caso, errata.</li>
<li style="text-align: justify;">In un sistema democratico è necessario che la scelta, dato l'oggetto del voto, sia libera. Se l'oggetto del voto è, ad esempio, la scelta del "grande capo" ed i papabili sono solo Tizio e Caio, ovviamente qualcuno che non siete voi ha deciso a priori che Mevio e Sempronio non potevano o non dovevano essere eletti. Rifacendoci all'esempio precedente, se anche tutti i votanti fossero stati grandi amanti dell'aglio olio e peperoncino, al punto da preferirlo a qualsiasi altro condimento, se questo condimento non fosse stato incluso fra i papabili, certo non sarebbe stato scelto. Insomma, <b><span style="color: red;">alla fine non decide chi sceglie ma chi compila il menu</span></b>.</li>
<li style="text-align: justify;">Alle volte un governo deve compiere delle scelte "antipopolari" per il bene maggiore della comunità o, magari, per un bene futuro o, comunque, per un bene non immediatamente percepibile dai votanti. In un sistema democratico questo non è possibile in quanto il popolo si affretterebbe, in questo caso, a cambiare il governo. Se, nell'esempio precedente, il cuoco, resosi conto del fatto che un decimo dei suoi clienti è allergica ai funghi, avesse cambiato d'amblé il condimento mandando in tavola, ad esempio, la pasta con il pomodoro, la maggior parte dei clienti avrebbe depennato il ristorante dalle sue scelte e, magari, se ne sarebbe andata senza pagare il conto. La scelta migliore., cioè, avrebbe provocato una immediata ribellione della popolazione.</li>
<li style="text-align: justify;">Come diceva il buon vecchio Heinlein, <b style="background-color: white; color: #252525; font-family: sans-serif; line-height: 11.1999998092651px; text-align: start;">TANSTAAFL</b>, <span style="background-color: white; color: #252525; font-family: sans-serif; line-height: 11.1999998092651px; text-align: start;">"</span><i style="background-color: white; font-family: sans-serif; line-height: 11.1999998092651px; text-align: start;"><span style="color: blue;"><b>There ain't no such thing as a free lunch</b></span></i><span style="background-color: white; font-family: sans-serif; line-height: 11.1999998092651px; text-align: start;"><i><span style="color: blue;"><b>"</b></span></i><span style="color: #252525;">. </span></span>Non esistono cose come i pasti gratis, non si può andare a ristorante senza pagare il conto, non si può avere un buon governo senza essere disposti a fare dei sacrifici per il bene collettivo. Tradotto in altre parole, il popolo non può desiderare "il buon governo" se non sta talmente male da essere disposto a sacrificarsi per poter stare meglio, o anche, in un regime democratico quando le cose iniziano ad andare bene i votanti iniziano a votare chi gli garantisce privilegi e non chi si adopera per migliorare le cose o anche, la democrazia funziona benissimo nel dopoguerra.</li>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-30646132404465722422015-08-19T13:12:00.000+02:002015-08-31T17:16:07.283+02:00La genesi del computer<div class="separator" style="clear: both; text-align: center;">
<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQkTgrCz2UAm4ED4jux6kfn-8nwRSCyvWeZq-pqskL-qbws8znU1w" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per c4004" border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQkTgrCz2UAm4ED4jux6kfn-8nwRSCyvWeZq-pqskL-qbws8znU1w" data-sz="f" height="96" name="m9Y60xm66qVTGM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQkTgrCz2UAm4ED4jux6kfn-8nwRSCyvWeZq-pqskL-qbws8znU1w" style="margin-top: 0px;" width="200" /></a></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;">All'inizio erano l'assembler ed i 4004 ed un K di memoria sembrava già
una esagerazione. Non si potevano scrivere tante cose in assembler e con
memorie da un K e Dio pensò che, magari, avrebbe potuto migliorare le
cose. </span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;"> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b> </b></span></div>
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<a 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<span style="font-family: Arial,Helvetica,sans-serif;"><b>I° GIORNO</b></span><i><span style="font-family: Arial,Helvetica,sans-serif;"><br /></span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;">Dio fece i </span><span style="font-family: Arial,Helvetica,sans-serif;"><b>processori a 16 bit</b></span><span style="font-family: Arial,Helvetica,sans-serif;"> e dopo tutti scrivevano in </span><span style="font-family: Arial,Helvetica,sans-serif;"><b>pascal </b></span><span style="font-family: Arial,Helvetica,sans-serif;">a
parte i pervertiti che </span></i><i><span style="font-family: Arial,Helvetica,sans-serif;">usavano il </span><span style="font-family: Arial,Helvetica,sans-serif;"><b>BASIC</b></span><span style="font-family: Arial,Helvetica,sans-serif;">. Dio vide che era cosa buona e
giusta, e fu sera e fu mattina</span></i></div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQHTjt_w3Yhz0FT6I33Ax8yinmYjlEP4dTiCUM6BUurviVoQlak" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per C++" border="0" class="rg_i" data-src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQHTjt_w3Yhz0FT6I33Ax8yinmYjlEP4dTiCUM6BUurviVoQlak" data-sz="f" height="149" name="PtKC4jdicJn6yM:" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQHTjt_w3Yhz0FT6I33Ax8yinmYjlEP4dTiCUM6BUurviVoQlak" style="margin-top: 0px;" width="200" /></a></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;"> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b>II° GIORNO</b></span><br />
<a name='more'></a><i><span style="font-family: Arial,Helvetica,sans-serif;"></span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;">E Dio inventò i <b>coprocessori </b>ed i <b>RISC </b>che passavano i 100 MHz di
clock. Tutti si misero a scrivere ad oggetti e Dio vide che era cosa
buona e giusta, e fu sera e fu mattina.</span></i></div>
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<a href="http://www.pcstats.com/articleimages/CrucialDDR_timingsDDR.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" src="http://www.pcstats.com/articleimages/CrucialDDR_timingsDDR.gif" height="172" width="200" /></a></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;"></span><span style="font-family: Arial,Helvetica,sans-serif;"> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b>III° GIORNO</b></span><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;"></span><span style="font-family: Arial,Helvetica,sans-serif;">
Dio inventò i <b>Pentium </b>multicore, la memoria <b>DDR2</b>, la <b>DDR3</b>,</span></i><i><span style="font-family: Arial,Helvetica,sans-serif;"> la <b>DDR4 </b>ed
il primo processore che passava il GHz. Tutti quelli che avevano
abbandonato schifati il <b>BASIC</b> tornarono ad usare linguaggi interpretati
come <b>JAVA </b>o <b>PITON </b>osannando Dio che, un po' inorgoglito della cosa, pensò che fosse buona e giusta, e fu sera e fu mattina. </span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;"></span></i><i><span style="font-family: Arial,Helvetica,sans-serif;"> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b>IV° GIORNO</b></span><a 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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per .NET" border="0" class="rg_i" data-sz="f" height="63" name="525LdPIsHM9D-M:" 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" 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><i><span style="font-family: Arial,Helvetica,sans-serif;">
</span></i><i><span style="font-family: Arial,Helvetica,sans-serif;">Dio, stanco delle lamentele della gente che voleva a tutti i costi
processori da 100 MIBS per le lavastoviglie ed almeno il floating point
vettoriale per le lavatrici, spinse satana, travestito da Bill Gates, ad
inventare <b>.NET</b> in modo da rendere il software indipendente dalla
piattaforma. Il diavolo fece un tale casino con le specifiche che alla
fine per cavarci i piedi dovettero inventare <b>C#</b> e nemmeno Dio riuscì a
capire se la cosa fosse buona e giusta, ma comunque fu sera e fu
mattina.</span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;"><br /> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b>V° GIORNO</b></span><i><span style="font-family: Arial,Helvetica,sans-serif;"></span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;">
Anche se la mattina dopo Dio vide un bambino di dieci anni che piangeva
al supermercato</span></i><i><span style="font-family: Arial,Helvetica,sans-serif;"> perché la mamma glia aveva comprato uno spazzolino da
denti la cui CPU aveva un solo core, decise di proseguire per la strada
intrapresa creando un processore così potente da poter funzionare
decentemente anche con del software scritto alla cazzo. Questo perché
ormai tutti scrivevano software e, in generale, lo facevano alla cazzo.
Questo processore si chiamava Texas-Freescale-AnalogDevice ed altro
ancora, ed aveva la caratteristicha peculiare che tutto il software
necessario era già stato scritto da un esercito di angeli indiani
addestrati al MIT ed era disponibile sotto forma di librerie. Il
software non necessario, ovviamente, restava in gran parte ancora da
scrivere ma Dio, ingenuamente, pensò che questo non fosse un problema
perché in fin dei conti non era veramente necessario. Anche in questo
caso fu difficile valutare se la cosa fosse buona e giusta ma Dio,
notoriamente fiducioso, lasciò che fosse sera e poi mattina con
l'intenzione di passare la mattinata andando a pesca, ma...</span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;"> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b> </b></span></div>
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<br />
<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRIsjzHPH06sDS782RzhN8OXYrBSp_a7mYod1unnx6djXShOe96" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per mela cubica" border="0" class="rg_i" data-src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRIsjzHPH06sDS782RzhN8OXYrBSp_a7mYod1unnx6djXShOe96" data-sz="f" height="238" name="MZYwFX1S3figKM:" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcRIsjzHPH06sDS782RzhN8OXYrBSp_a7mYod1unnx6djXShOe96" style="margin-top: 0px;" width="320" /></a><span style="font-family: Arial,Helvetica,sans-serif;"><b>VI° GIORNO</b></span><i><span style="font-family: Arial,Helvetica,sans-serif;"><br />
</span></i><i><span style="font-family: Arial,Helvetica,sans-serif;">...ma non fu così perché un uomo più furbo degli altri, chiamato <b>Adamo</b>,
dimostrò più che chiaramente che prendendo un DSP della Motorola ed
usando uno qualsiasi degli application forniti scegliendo fra sintesi ed
analisi vocale, pilotaggio di motori di varia natura, filtri FIR, IIR e
Lattice, elaborazione dell'immagine e così via, non si poteva comunque
riuscire a costruire una macchina per pelare le mele che non buttasse
via un mare di polpa assieme alla buccia facendo diventare le mele un
solido di rotazione.</span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;"> Dio, inferocito, vietò l'uso delle mele (<b><span style="color: blue;">ma
questa è un'altra storia</span></b>) dicendo che erano riservate a lui ma ormai
gli era passata la voglia di andare a pesca per cui, per sfogarsi un
po', inventò la <b>complessità</b> <b>computazionale</b>, giocherellò un po' con <b>P</b> ed <b>NP </b>e, alla
fine, maledisse i software di ricerca dei numeri primi inventandone uno
più grande del più grande che sarebbe stato mai calcolato nel futuro.</span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;">
Alla fine, poiché si era stancato a calcolare un numero primo così
grande, fu sera e fu mattina di nuovo e neanche Dio in persona riuscì a
trovare nulla di buono e giusto nel suo numero primo da
record.</span></i></div>
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<i><span style="font-family: Arial,Helvetica,sans-serif;"></span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;"> </span></i><span style="font-family: Arial,Helvetica,sans-serif;"><b>VII° GIORNO</b></span><i><span style="font-family: Arial,Helvetica,sans-serif;"></span></i><br />
<i><span style="font-family: Arial,Helvetica,sans-serif;">
<span style="color: blue;"><span style="background-color: white;"><span style="font-size: large;">Dio si svegliò di ottimo umore pensando che non aveva senso darsi tanto
da fare solo per inventare i computer e andò finalmente a pescare.</span></span></span></span></i></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-21123892017159352172015-08-19T05:59:00.000+02:002015-08-23T00:39:08.612+02:00A proposito di Alessandro Baricco<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="http://i52.tinypic.com/307qc6a.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="196" src="http://i52.tinypic.com/307qc6a.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Che poi, se era così brutto, Tornatore e <br />Morricone stavano a prederci tempo no?</td></tr>
</tbody></table>
Chissà perché, ci si potrebbe domandare, parlare di un autore e non dei suoi romanzi? Le risposte sono molteplici e, credo, tutte valide nel caso di Baricco: In primis perché Baricco, come autore, è talmente bersagliato da critiche, giustificate forse solo dall'antipatia che lui suscita come personaggio, che diventa impossibile parlare delle sue opere astraendosi dall'autore e, ancora, perché lui, Baricco, come stile è coerente, omogeneo, caratterizzato al punto che viene, estraendo alcune sue frasi dai suoi romanzi, da citarle chiedendo "ma secondo te, chi può aver scritto questa cosa", certi<br />
<a name='more'></a> che in realtà la risposta sarà quella, Alessandro Baricco.</div>
<div style="text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a 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" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img alt="Risultati immagini per il pianista sull'oceano topolino" border="0" height="320" 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noN5kmTaRJbtWQmi5KqlRRUUWcC5EGOwIN7Sbdr4WOOE0ytJFIggRBMxFt++Fjp0BepKumsn2vJ1UiA+hmuGDECCLxe52B98DMvxWiCpbP0WQNsKYE32nUQJtsOx84X0ssi5akXnTzhddx0v7g/v3OMxXhpkmlUR1PwhpnYmCYtAG5J8e+MWow21iacWLctzT6FSmw1DPal7QggTuJE29pH7CG0zdHoniFIlfNNZMRIHVa4gi8W8Yr/pni65TUHo5rUfiKqGUSdVgjFj82E/LbEziHqThtWC1QU3DAy6Mp9w2xuLb+PGMxxmP0G8CM5jiCiu6giorN0VCZLEKkiI6vFo2/Qg/Ef+h1EzBanoCFCxK8wXsJuTKkQNpU+2I+Z9T8O5bilWpK5WEaIhgDpvpvBjz384D0/Uep6VRMwwYMwqrTRmLqQmkAohiCHtb4t8XxcckwPieq2wRluOyVBMyw0jUpW5gAkgjbuR3MRi5elOKtUhXS1GmwFXYv8AADK9mECYJFxiuNxqyUjTdmLMalU09LEmbkka4Ckdt9xtjhuK1lp01M2Wos6iGlmGiQNc3BN95NxudardMT5kWQjiqlobO86aiKeWaqhj3OooFFj2ue/9xj8W00kq6mAuwBaASbTBtMNb3jvbFfo8Q5iE5jNFDqEpSAURFjKsC5Amy6T+sgvwHgj5mkatKgrhunXWBGtTJBUvqZkj5b7nfEHUlvTLDHtX1Tng/qChSpk0xWqVD09KAoFEwC9QqJkkm8/pijamr1VCjqqFVQTMWAF/FpP5nGj1/Q3EWphBXoqoXR0s86YAidFv75xR/UnpfNZAGpVSaQ/2lMyvi+zKDt4ucVCE956v2dm0+EMwNGuPiHMjnqa/U+aop0FNV+tzLFAiJKabSWLbGf6uBNfjFJalUqhqB9mBKXKgEwRMz8jcYgeh+E1OI5kqEPLW9dy0FdWoC8GXJmAfwmfOCHqT6L8/RovWFanVVLlUDBiJ3AIie8T/AAxRUAmI5MCfeJY/lA+W41UoKBTdUKMGBAuWWIN7RbbGselvpCyWfinX5dOsDASpBViQRKMwi4JGncTF5x8+vldNQ06p5ZUkNq6tJE26Zm4i2OaLJocOjMxC6CGgLvq1KQdUiALjFCbmXPlR/urU+mafpqsvw1KCm8kZcSZjvIgbmAPvEYf4Z6cYOTmGpVhcr9ioudyd5O5n3x810uPZpKaU0r1USnOgJUZdzMdJE+B4ntiwerPUmbdsvS5+YWmlNV5haoorEnrqWILpqsDeyyN8Cpmn0rTqrJQESsSoNxO0jtthYyb6AqYH1+HFSKtMaxMPAe94JmZvj3AnS3/SZ6dq53J8uiwWojiooJgNANp7SDvjBuH55lqOKhenUp6uZpOlwVkG/aG3v5x9TMMUP6QPRdHNMjKBSzDlhzQACxCMVDe1txew+WAe0vhztj7dplGQ4/VDF+bqMX13B/LYHvcYI5L1PV1bJLEXLkAbDxtbfArjn0dcTosX5Jf3pNqMADtZu3viqZh6tM6agdG/CylT+hAM4HTU+JtTW4f9ll+qeqao1QABJPSZvYbkbCPzn2w1V47UaDckyxU1GIiSNhG3uNvzmlZdMw5hEqufCozfwBwWpenOINojL1VdpI1AITpiY1xe4P62wpxDxA+q092FhWpxN2BZ2UgEALFz5gwR2APfa9sRavFgrBazvUVQdKhtNjcHY2NiRHbETinpXiSqXq5ZwqgkxpIAG5hGJj8sBK9QMiGLgaSZkGIItHie52wdkA1yKSUQczS/oq4PSz2YqNUXXSoKpKn77PqCyO6wpMH2xpPFvVPLqMtM0dKg3diCGEi4H3ZET/Na22Mj+iz1tTyNZ1roqUqqIpdFMgoX0s0SWkOQT8vGNxVaWaQNl6ywb66WhpDCD2sdjfwMMBUx59Q+Ztzf8+kr+Z9T10Ma8uAjaHkMDJJ+7J7KwsYlTcSMH+FZ8V1elVNN6igc1V6khpgTsbAziDm+ABAXfNMq3kutOLxu2kE7XuJ77Yrfq/6Tstlqbpk4q5iwkDoG8MWjrvtEyd4nBkZB4BxvIZKvneHGq2VArlkqgiDqVZUNB06fhAPYWNoDnq/1jlMtl3FHMVcxUq02SnuyCeksXgAkaj3J2HbGJ5nOs4OuCxYu1SOtid9TTOmSTEb47zSVglJqmvlkNytRJEauvT4Go3jBnTQOB+jaS5UV2pioYBCmSdgbpsO8fiHywB9TcN5darUqUAQygIqOEhmACtpUHUPa0kiYxp/pz06lfJUK1F15vKTWh+BiABDACQSO/wC2I2ZpvRPLrrsVElZRvmQIJMbTJjEsmcKBKY8dm5kVLJE0lNSEQU6jo4U6qkEfEbyNwNoviLmqLq6067t06QerXoUwenqIEKSdII/LGi57KTSqUOlDUbUQIEtAlQ02BA3jsNt8UjP+mK9Cmz1QihYtqHUG2KxMg7+YOwwVyqYNhmp/+z1GjPQZHNpwSIkaWgxJiR2k/M4WCP0JcK+r08x1h+ZynkCIlWtv2wsPcQ8TQ+J10VDrYqG6ZWdUmwiO8nATIZ1mXWSKyq3VCiVIvrSPiQyCFuwDC52xH+kLNCmlBmjTzDIIkEFGBBEiembSLxjvhddVZ3corqAKzAxrQSUcz3mQSf5w8HHTpYabqyhgQQYII2INxiFxCjWP8nUAH4SP/NfT/wAJwDz1X7VFTMvl1ViSrFSXBOwQjpUE7kjeAO+CTcVRZD1VJEkm1h7hdgPfBiE1OEzLL01ZBgkGZ2idgJAncAWIkL3Gccpq/LcWamwqIbgkmVuIkIdUFmjvAaMdZrjQZk5Y1hWmYIG1iGCmLTvEzvvjkJzaJDGdakVCDJJNj8o/aPbBoyTOALqM0eIaKT1alRmKA61IC6SBdYBPynUZkecfPVSqalSoTANRixA21EkiPaSQPYnGj+vOJOKa0i4FRrVRNpUgKR41b/IYzJ1IMER7dx4wGPiaMS+jd7zjt88KkSplSVPlSQf1F8TNIJP4WE27Hc/uf0IxDUzgAyjJQBknMK701qVK2vq0hHqFnFpLaTPR8u+Jk0qTsmrnU1JRX0lZVvvaZJFxt7g4FEYS27YJiCScw5VTSkNTLBwwUSbaRfeIJtMSJxHYm0n97Cf88S8vTZwFUFk3HlfMfwjvGCfp3042YzC0pBUzJDAbAncmN/742wu4do5Q94zwH1RmcowNKoY8E2I/ObY1z059ImVzqGhmwvVa95jyO0eR7bbkJl/SPDaL0qeaqBnZrLT7EfdZidRPfTpHbFjPC8uuYCULK+lQSogfESJN4I8RB7HsjsnYzlQnmEs/6cULryzBkaCKZNj/AEXmRAFh8/liu8Zy1PRozIiNK1AwDHSQZI8DUViD3PtidQoZvJSKagpq6l+JdrHyD7QLRJtglleJ5DPKErItKpEKGgEAHZW8A2j5jziYxhTcG4gTz6LahZs02pmUmmFLb6QHAB+Qj/LbCw/9G2VWm+cCXQ1V03mwDAX72E/nhYv9Ik5+lXOCnSyzadX21h78t4xV+E8QzJIOkKkswBRmZmCdMqpmBFhuCSbYs30svFHLmY+1N/8A9b4rPDM+6qrr1NThhNtZG476QRIntOxxxghWu1IIzFapLmWLGeWzapOkCBAn4osAMc1cs5yTy6moSgdIuJgGGa41Qdh5E74sCZOjXpCtSUU6lVeYHEatTCYY/evuPa0EDFWbIMKeqq4o1NEcpGGpbrpLsLKo2IAMiAIOFDwleJEy+WqAO1QFUiCgIluoAzvA3v3KmPhOCXpbOk0HWSdNRht8v08/OcQXqIVFMsxDGb/E5tLESbAQAJMCBJnBbhGTVaPSdOsksRuTJvf2GNCm5k1AocTOfpN6swgI6jTkA2BgmRbz2/zxUOYaguJI7/63+XvjS/VPA6WYrI4q6QBpJKE3BkENIA3Mn2GOE9JUaLBnmuD2JAIP9GyuPzGxiRhGQ7iRNWLPiTEA5N12A/eZxksgzBtILab9IJix3jYG36DHmV4VWqOqKhDP8IPTPvftF52xqdWgiropU2ACllDrpKA7lSdJ94v/AIuJSRRl0pESgeoQGACuTpWbbkAmPvbd8IQQpIIjLqUdghUjz9YD4X6GWkunMopqzfqNu8CJkx7A74jZrgWTIQU9RcSGAHifMz+/jfF1z9SnVbTaAogqYMEWhhfSOw7fKMDOGoprGnpV0gyBIDaR37EkT3uQ3tCYcpoFhOyKRZU1GAmXo5NfqdJGzljzKkEbjV1udIJH5X3GJOer0qmXannJp5u3MWi2gdulm0ldUb79sEOP5FAgqU15cW6VADAmwKje5JkxaRGAnDeDHNBtDECnOtiskKVJHLIsxAA6Tp+72GJ5C4coJRH3qHu53kvq4Qh6bSinS7O2tD2BMkMAYAt3sBcCVTqKKoAc1aYcdZJOkm4IM7qJvAA0+5julkFNDVSVkqoQ5YnUSguCoGkd+4Ewb4gUHOlSIZ+q2w0kbgyJmTbvAvOJ9PJwzc+/xKjKl7RL9w3iVRspUeWDAMVJgnaR0i0jaPnaIGKNxmssuYD6Rq1dzMyCfvCIOxta2+LbwjNKV0lR9oiFgDIlg0gzc7d74pXEsqUdk09IdiABuJJuBYiCDbedrYfIGsbfM70qCTLx9FFcumZYxJqrIHwjp2UdhB2wsdfRRTIoVpETUEf8A/12wsaQOOZlLBzuHacfS2GNHLBFLNzjsCY+ze5gEgDcnFGXhjtR1M4anIAp0nlnBi/wkaQL3HbGreradApT+sVxQXUYJIhjpMgzvabYqmW4HkKl0z2sCR0rTKja0BNIO24wCDBXMgL6oenTWlTQIiKAWEkLa5Zrhe5+9382A5/iY5hZWJZNRJIF5gT8W47GZPt2tdT0jkz/ANfrSTMwogzP4MRj6C4fM/Xag/qp8/web/M4XbGvmBsjkhzBUB1HSGYsxAklgIUCR0rtPi9sF8my1KRWm61HQBVUtCmYLOdJlhcnSPB74NZLgWTpXGaUkAQXRTpjaBtI8xN8SOJ8MyteDVzNMsAYYooYDv1Agx+eKKaWpJkLZNx7e1SnVeEmpUVCypVVgpKBymjTKuQ16cG0zEA2vabk/UZydVMvUyPKfYNTGssNrEupAt2LfIbYJD03lFbWnEOWI6lUgKwH4gWM/wCFsH6FVajBaeeosxEgBVNt7RU2HtheblRt8wXxjgBzEVQeVUKDUrdQnt1SLj5XttBkdT9FkdWuKig6ABaYEA3iJH7nB5alP/6hlfNlW/v/AC+EFTcZ/Lx/RX9jzowgx9/mOXBq/EzfL8SDMTXZ2RjeAWKkmTEKD5EA99uxtPDOFii3K1tUWsgZSUIKkdwuoydjsLWPbE6l6fywYv8AXMsSTquoME3kfbYlZnJo1v8A3hle/wDs1Pzsa5EebYk+FilefEAaxzA/Fcoz06lMOWqKEIAhRcxBHUVPSbkzBxH4lxU0lXLBVEqNTKSCSZOkLpN321TadjixDhy989lyYiSg/T+Xgb9sN5vgyVVIfO5czaRTWY735xMH2jDYMbL6n5M4laoSs0s7ppOioSrxLyQFB8CLLuekxMecDiVoujGdJMeTMNp/KS3vsfOLbS9LJec/SYeCixJ3Jir+fa5PnHGb9LZZwFOcy6mZHSJ8d60mx/fGl3vGy13mdsRORWvtAHD+MmkjFCHLkM2rZYABEfiPvtAwmzYzLOwXSR0Nct2ImLQQDYxMzgzX9HZdtMZ+isDTIVZgeTzcS09PUQoU57LMqxEopggdpr9/G2wxnwIy8NK6msiUvEIfRoCKeYE2Fa0CABpUwB2EkwMeYK+lMktJammtTramBmmoVVhQIgO3z374WLmKgIFSu/TAD9XoaTB5pg+Dy3xa/TWZpPlqRokcvQAomYgQQYJ6gbH3wK9c5em60eYqsqszdQmIQ3/jiHlPTFVuoOMuDBhAdZtbUwZQD20w39LDBRVyfUO7aBDvGc8wPLRijdLF9BZYLRFrz7Yr+Y43mUKQatwCZoFhtqgnpIMAgwO/yxIzuWzdEAtXZkkDWpgibdSsDAm06juLd8Q81xV6QDVMyyqSFBOkXOw+H/UHbDLiLCxA2oCmiJITilc0nc1a0oQp+wKTZrhSJ07XndTtM4eTjFZqyAPUVCwnVSPvIJno+HwRdb3gVXjvqLO0XcJXfpIsVS4IH83sY/X2wJT1nnwQRmDYzBRY/OAJH5jffEyK7yquCLm1apvNjtinsEGcPL+HX2218uprjt2E/wA4t74p3GfVrZh6VTm1KAXTzaYLGm0GSVZOsyLFWUi4vvNr4dWDVKelWVRJWUIBHLeIt+YHjDoOCZLIeQJXctwxAiXaQi3F/uj+bv8AKcTaPBHCBaRbR4VREb/9mSfzxBbhFRmSqDCU1Um8HYG3zwZz1JkpItyq1Dq0mJlRA9hPfcRgFgATUKqWIFyBX4XUbUGMk/ECYgEWtomI+XfB/wBN5cZSjqFHVUqSSVZRGkkBZaJAAn3JJjfFV4Vni3LeplzTcyzEnyBJHRLaQ1xI7T5Fho8RUoqMKS9eparsHQTJE9I0+Adje4mCqvvW6oxtpR6JhDMZw1GnVVCuFEJVpwJMwIuWmRbcHfbDeVLIQedXKjqlqtMqxiYJjbtO1/zxFq0xSrAVFplRp1KtPUWkGBqCKDawsNziMeKE6CwSKbMLo15ub6BpFpNrz7EkSknnOPreRmFAn461MAmCVW7Sp6YmJA83OJFLMNUprl6uWeqG6SXqU2cLtrMe5sR4mR3gZrOgj4aaVCwGrQwERF2KxMg2IW0bRiZSy5oFGqCiS1xTVIY+ItYibv2j3x0F1M94pQanUqUiVGhipaBLRsRIgSI84hctAZIBbYk9v17fLF0b0yru1WszVGZtTX0oCewAAJHa94AwG9M0FOYYEAhQ8AgGOpQN5vB398VGI3Uz9YUSJbvopINCsREc7sN/s0/XCwb9Lj+W/wB4P7CYWJtwal0O4XG/VqkilEE6iQDsYWYPsYjHYCZkMUrVFP3lVgDTI7EQSDbva04c4+JNL2Lf2cBeIpQprzqoUCmJDkdS3tBF94sO+KBLS5Bsmx5O4qyaKlBWLM8B7k6AYmT2JvAtv7YzX1txE1mhVY06JcVDFi5ifyA77HUccH1hVd1o5QBEJIQASYuZYm11kmB+Zw7XGdo06lZhRcKC9RdXV+I7KL/44y58j9OsQsyD/wB7iA876uK5cAUzUcJpZi9tIujEwSSJI2v0mbRiLwfOrmASilWX4kJneYIPfb54EcS4tQryNHKDGSbn52AAHzw7lmOWSoaVQKTBYut7TA7efHfBVyR6hzKI/TG1v0htk9o/13xoXorNCpRor96kzIfly3Kf8p/Y4zj03xP60rhwFqpBkd1P+fb5YunoMsma5Z+B1ZpHYqrj9wx+Ue+KA0JoK8iFyeVS+0hA4WNVpgCYG5gePOOOK0HdUKq4aoWA1wsMQQbFSY0r3X+JwCy3FGeoicwq9UKNdMwT2jXEgdlG1wYOxt3E8jWUJzKgMuQrlimkwIXUPu1IidwYN5jGR82UqSBVSy41BErfHMnSzNNaddysaSFo1NLAqpRlMqTdSNSkWBWDBnBrgOUNFAVQ8tVZFC9WkCQs94IMz33Mdwvqr0zVzGcylXLsE5bRVVlHMRSZLCZFRYLAEfCWJBvYxnc/mkas602VJEtpkqF1QAACpEDeOmADqkaZnU7ANscqH4Mao5jQuimdIW3LR2Up2uBGnbYj+M484/xHMpRotSrVQXubgkjSWAuDf/DDXB8/9dqNqdWpqV6yANO5cK3uoggE/Epi15fq2iNFMK0jWwUyD9xgI/PG3TZjkW2FTPmxlGoGRfVvHmyyDmfWYdIWsr9KuRsYIIvB2/hheh81zkqtqZ35ly0kxA0yTcD4rfPELiTLlKdXO5mrrpZsQtITOnSClMAmCfivFgWOM64XxZKnOBpogZTpXcKBdQCfzw75SnqAuZcyuBfibzlMwsELDXGxBv8A3HFI9Gg8957oSPkXXFX9Oeuk4edHINRHcOzK+kqIUWXSdRtO4xefRyjUpA3oAzESCyx+2KIwajOXcUsiXH04P5b/AHg/sJhYc4EL1/8AeD+wmFhG7zXj+6J1xcddL5t/ZxRvX/A83m+VSoKvLWWYs0S2w/IC8Rct7YvvEl66X9b+ziJzCKwBMAqNP85pMie5AAIHuThhytSORNxmP+iaCU8zVYVVY0ZWpoVzHxbMVAIJQra57Ys/qLNBspxNAhillqRWpM8zmCoxI7R484i8A+j40eKVG5ifV3Zn5TrJqKbiOxCsxEzItYTONH4nToJRZa0crdtZsQDMEne/Y++J1UoiKg4nyVGOqlQn4mJPuSf9Wxq1TI5TP56mmVyScgOpqVBSMRvBFlQGIvc32G9z9Xek8vVrJVNBCzgoWItq+4SNjaZnsq4I7QqwaZV9H/D2AesbKwCpPfuSPaYH640b0ssZlf6L/wBhsQUp2FiLbHce2CfpoRmU/ov/AGGwIZxUyKmmqk/EoEQb2Aiex6hf3GJuXzdWtpavRNXQ4QLriCh6qhUgDUTELeNJuAcV2lwrlhAyAdC6yQW13JABLX7EkgnE/h+eNPL06d6TMCUemNc9RJlYB1ET+5nEvtHf0htEGkALkTRBiBWVkqqxqqtM9IpkCS3aGn84icQcv6gpqg1MzEAAkI0k+YAt+mImf4sKxQCnpUHUKlUWEbwJ8b6o+R7eEgJM3nE3tH6GXC13WmIokEETAm7PpjttaI6mvgb6sYcmigu0SV9tBWT7aj/EecFuCZqiUpliTWCk3MsobUwLfl38g4r3qWik0j1zVUAnmaQpVV9ojSLAEXLT2x7WPcMdJ3+ZiyDmAvWPqKhWyrZcIWDySLHkVJ1Bw0jUpaen2bbbGW0xUyzo7LGoBh7rO4/MftjUvUvpioMv9ZladMJIRn1yZkQ3fV4EzAvYAUha2wemtRZnQ0wPMMpDD33B8YoCRw0ytkKttftLN9Gvp7JZ9a1XMUNPKqKAQxCMGEwQDGodwN9S4u3owDVT7D6v+nUn6Yz7hvFmYCnRoCjSQktFRtBc7HazeNzMmdsFcpxGCn1hUekVIToDQQRYHTYR2gfth+qoNTSMe5bE17gnxV9v5Qbf0EwsCfo9qU2pVTSACGraFj7idoEYWDd8whSOIb4gw10zNuu8/wA3ziBmcwamlaASpqGrUxOjSCNmAILGentYm8RheqcstVBTdgqOHUk3sV7dQv8ArgJmuIHLrrOdltvttOknxCgEfl27YNziI56lqbU6pWpSPdQmum8WLEkKFg2bpIMCeoTlfqfLRU0mrzYghvwneLswkC8qxG2LTmPV9N2d6KKtfRtUdkps+oT1iJJUkqem82BOKXztQ12BI2CxAPUR73O5vYYjlJqYta+1OJJ9FcVXLZoO7MiFWWVOxIEHSQQdo2740DPeosjpUs31gsAyhpcm0iF+EH8ht+mPuCSxg3Pg4m5PLFyAoUk2GoGJnafu/PHb6EnhzlQBUuycT5tU8vLclSJiRcn7xAAVe4tJa/ix/wBPIRmE1EHpfYR9xvc4pHCmzdII8M9NyuoTq0gkC4PUIX+E4vnBI+sJ/Rf/AMNsUU8XNqNu8RZnO0uWn2lM9I++vge+GuF5ZamUpipVZUhdBCyQ0vBB1EDv93vGGVzBemkCivSNpPYewxN4TxV8umkNSYe4YdyfxHz+2BmzKygR8WJ1a5CrqaVTlVRDduwcbSt9u8TK7e+J2Vo0mhnAhT8LHUPmdU/6GAGdVqzO1VlfXvqYkW2AGkQovA/9ceih0FAQsqRq1udwRsQRvH6e+PHc+r0gz2OsGSn7wj6dqaRSZn5Q0uASLCZZVInxNsMZiu9cqVg0xZdTkH5lQIEgXEzECQScRqidACrSUIQQuqS/YgmANpPzN8RKfGKUkBgPaf8AXjAwvlxpt+TIdNGa7kXjHEGzVJ6dYSyO1TsQTsQO4XQLADfAJOFuxRY0a2CrqFzJAmNwtxc/ocHcslNnh6mlXcgsIsCG823xLzJpUqwzLZim5ECCPnBsxO5JNu3tih1frCt+hnn6jQq+QMO31gWtTWhQKySSx1NG5U+JETp8/rgnQUckIwmARPykSPBt+WAWY4kzoWbobXq0gGwYzE+BJ/bHZ4sq0lAhmI6pO2038/54GVWPbvc9XEqqKE1b6L0Ay9UAQBViPHQmFhfRdVDZeqRcGrb/AIEwseng4QXPOzH1mXPThEYWFisSckYWnHmFjoanuFpwsLHGdUQGFpwsLHTjPQMLCwsdBPcLHmFgACcIjjwDCwsGhOnsY80/P9cLCwpnRAYUfPCwsNEuegYWFhYMap//2Q==" width="229" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">E la Disney, se era destinato a non piacere,<br />certo ci ricavava un fumetto!</td></tr>
</tbody></table>
Ed allora parliamo di Baricco, non di lui come persona, che non conosco e che non credo avrò mai l'occasione di conoscere, ma di lui come autore. La prima cosa che dobbiamo dire è che il suo esordio non è da "romanziere". Un pesante trattato sull'estetica musicale, critiche, un di tutto un po' utile per passare il tempo scrivendo ed affinare l'arte in attesa di scoprire qualcosa di personale, quel qualcosa che distingue Baricco dagli altri scrittori contemporanei, il piacere del linguaggio.</div>
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Ed allora, prima con "castelli di rabbia" e quindi con "seta" ed "oceano mare", non ricordo esattamente in che ordine, ecco nascere il Baricco scrittore, uno scrittore che gioca con la musica che sta dietro le parole e le frasi, con i silenzi, a volte, nei quali si muovono i personaggi, personaggi che vivono spesso all'interno di "<i>non storie"</i> ma che, in un modo tutto suo, suo dell'autore, intendo, sono la storia. Pianisti straordinari con la paura di vivere <i><span style="color: blue;">(e sarei curioso di sapere quanto di Glenn Gould, dell'immagine romantica di un Glenn Gould che si allontana dal mondo reale e che finisce per raggiungere il pubblico solo per mezzo delle registrazioni, c'era in quel racconto)</span></i>, bambini prodigio, scrittori stanchi di scrivere che diventano narratori di uomini, tutti personaggi accomunati dal fatto di essere ben disegnati, al punto di parere vivi, e di essere interessanti in sé, persone che vorremmo conoscere e che, di notte, faranno parte dei nostri sogni.</div>
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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per mr gwyn" border="0" height="200" 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" width="138" /></a> La storia, a questo punto, passa in secondo piano, e per fortuna lo fa perché scrivere storie non è proprio il punto forte di Baricco, quasi come Mr. Gwyn, lui scrive persone, non storie, descrive momenti e lo fa sfruttando con maestria la lingua e la musicalità del linguaggio. Così, a chi si lamenta di Baricco e dice che le sue storie son prive di sostanza io direi che no, non sono affatto prive di sostanza, solo sono fatte della stessa sostanza dei sogni, che non hanno capo né coda ma che, alle volte, ci lasciano, al risveglio, l'anima piena di sensazioni che sentiamo allontanarsi con rimpianto. Ancora ai detrattori di Baricco, quelli che gli contestano di sfruttare questa "<i>facile</i>" magia, questa capacità di incantare con le parole anche senza dire niente, chiederei se sono in grado di fare altrettanto e, se non lo sono, li inviterei come prima cosa a tacere e, quindi, ad ascoltare qualcosa di meraviglioso, non so, qualcosa tipo "la morte e la fanciulla" nell'esecuzione del "quartetto italiano" e, alla fine, a domandarsi dov'é la storia o se la bellezza fine a sé stessa non sia di per sé una giustificazione sufficiente per un'opera come quella. E poi, "<i>facile</i>", ma stiamo scherzando? Ma quando mai?</div>
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Insomma, Baricco non è Tolkien, non scriverà mai storie complicate con migliaia di personaggi e di vicende che si intrecciano in modo coerente attraverso generazioni, non è il suo genere, lui scrive di momenti e di persone, e lo fa in modo incantevole ed estremamente personale. Può piacere, può anche non piacere, fortunatamente al mondo non siamo tutti uguali, ma non per questo, credo, si può parlare male dei suoi racconti se non per invidia o per seguire una moda denigratoria ingiustificata e che fa pensare al vecchio adagio "chi sa fare fa, chi non sa fare...critica".</div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-28898521342801687152015-07-31T16:37:00.001+02:002015-08-23T00:39:24.875+02:00JEEP, haker e soluzioni palliative<div class="separator" style="clear: both; text-align: center;">
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" 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><img border="0" src="https://gaiaspia.files.wordpress.com/2012/10/la-corrida.jpg?w=150&h=97" /><span style="color: red; font-size: x-large;">E' successo, alla fine è successo</span>. <b><span style="color: red;">Era inevitabile, del resto, che questo branco di dilettanti allo sbaraglio, questo pool di giovani fenomeni tutti tesi all'innovazione e mediamente ignoranti di quello che sta alla base delle cose prima o poi ci cascasse</span></b>, ed il fenomeno si è manifestato per la prima volta proprio su una <br />
<a name='more'></a>Jeep. Ok, cos'è il mio, astio? Il gusto del "te l'avevo detto"? Una inutile critica distruttiva? Io non credo nessuno dei tre, semplicemente è che, dopo aver lavorato per trent'anni progettando hardware e scrivendo software dal quale, spesse volte, dipendono delle vite umane, mi secca molto vedere questi approcci "<i><b>leggeri</b></i>" all'argomento sicurezza. Succede, sempre più spesso, che nelle aziende comandino i numeri ed i direttori commerciali. Richieste impossibili come quella di aggiungere performanches senza alzare i costi o abbassare la sicurezza vengono iterate, cambiando progettisti e direttori tecnici, fino ad essere accolte e questo causa una sorta di involontaria selezione del personale tecnico che deve, per poter garantire quanto richiesto dal marketing, essere debole, sottomesso, superficiale e dilettantesco. Così, alla fine, abbiamo <span style="color: red;"><b>analisi dei rischi fatte male, argomentazioni capziose e così via che consentono, poi, di realizzare sistemi pericolosi e di farli passare per sicuri.</b></span></div>
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<b> <span style="font-size: large;">Insomma, cosa è successo? </span></b></div>
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<a href="http://media2.abcactionnews.com/photo/2015/07/21/16x9/Hackers_hijacked_Jeep_using_wi_fi_leavin_3205310000_21846567_ver1.0_640_480.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="180" src="http://media2.abcactionnews.com/photo/2015/07/21/16x9/Hackers_hijacked_Jeep_using_wi_fi_leavin_3205310000_21846567_ver1.0_640_480.jpg" width="320" /></a><span style="color: red; font-size: x-large;">Prima di tutto i fatti:</span> un gruppo di hacker ha trovato una falla nel sistema di intrattenimento di un nuovo modello di jeep che gli ha consentito di prendere il controllo del sistema stesso. Niente di strano in tutto questo, anzi, inevitabile che prima o poi dovesse succedere, strano invece che il sistema di intrattenimento fosse collegato senza inibizioni in scrittura allo stesso CAN BUS dell'auto dove girano i messaggi relativi al servosterzo, al servofreno e così via. Insomma, attraverso questa falla ci si può impossessare del sistema elettronico di assistenza alla guida (spero solo di quello) e forzare, ad esempio, il gas al massimo, spegnere il servofreno e forzare il servosterzo a girare il volante da un lato, e magari fare questo solo quando l'auto procede ad alta velocità, in modo di non lasciare spazio per un intervento d'emergenza al guidatore.</div>
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In seguito alla pubblicazione di un video dove si dimostra la debolezza del sistema, la JEEP ha riconosciuto il difetto su un milione e quattrocentomila veicoli ed ha dichiarato la disponibilità di una patch del software del sistema di intrattenimento che dovrebbe risolvere il problema.</div>
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<span style="color: red; font-size: x-large;">Ora, una piccola analisi dei fatti:</span> prima di tutto c'è stato un pazzo, in altro modo non lo si può definire, che ha consentito ad un sistema potenzialmente insicuro (il sistema di intrattenimento, che è connesso con internet e che esegue per sua stessa natura software che sfugge ad ogni possibile analisi esaustiva di qualità) di accedere in scrittura allo stesso canale dove transitano le informazioni vitali del veicolo. Certo, probabilmente il sistema di intrattenimento ha bisogno di conoscere informazioni quali la velocità ed i giri del motore, per regolare di conseguenza il volume dell'autoradio, e magari il navigatore ha bisogno di conoscere i dati odometrici che si ricavano dalla posizione dello sterzo, dai sensori dell'ABS, dagli accelerometri e dei clinometri sicuramente già presenti a bordo per i vari automatismi di guida in modo da poter mantenere la posizione dell'auto anche quando il GPS non riceve informazioni dai satelliti. Bene, per ottenere questi dati però non c'è bisogno di poter "scrivere" sul bus. Limitare l'accesso alla lettura, su di un BUS CAN, è elettricamente fattibile e, se lo si fa, non esiste nessun baco software che consenta di interferire sui dati vitali della macchina. Perché non farlo, allora? Mi vengono in mente due possibilità: la prima, la più banale, semplicemente per ignoranza. Le nuove generazioni di progettisti spesso lavorano in modo talmente compartimentato che i softwaristi, ad esempio, ignorano completamente le reali implicazioni dell'hardware che stanno usando. La seconda, che implica anche una presa di responsabilità da parte di un asino che, per risparmiare qualche euro, ha deciso di seguire una strada rischiosa, è che il sistema di intrattenimento avesse bisogno effettivamente di agire in un qualche modo sul BUS perché, nel progetto del sistema, non si è provveduto a separare i dati vitali da quelli generali, cosa che si verifica tipicamente per risparmiare sui cablaggi o per aggiungere funzioni ad un sistema preesistente senza modifiche radicali.</div>
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Ecco, ho detto le parole magiche, asino e responsabilità. Come é possibile che, con le moderne procedure di certificazione, possa passare una cosa del genere? Per spiegarlo dovrò scendere un attimo sul tecnico:</div>
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A fronte di ogni decisione su un sistema potenzialmente pericoloso c'è la valutazione dei pericoli.<b> Un pericolo è un qualsiasi evento nefasto che abbia una possibilità, per quanto remota, di manifestarsi</b>. Per prima cosa si fa l'elenco dei pericoli. <span style="color: magenta;">Giusto per restare in tema, identifichiamone uno: Pericolo che un malware presente sul sistema di intrattenimento possa inviare sul CAN BUS messaggi in grado di disturbare il sistema di assistenza alla guida. </span></div>
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Una volta identificati tutti i pericoli, per ogni singolo pericolo si determina la "pericolosità", ovvero il danno possibile, che può variare da "niente di grave" (Negligible) fino a "Distruzione dell'universo o quanto meno della vita come noi la conosciamo" (Catastrophic) e la probabilità dell'evento che può variare da "frequente" a "impossibile" e, usando una tabella simile a quella riportata in figura, si determina se il pericolo sia accettabile o meno. </div>
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<a href="http://www.tech.plymouth.ac.uk/dmme/cad/design/NotesImages/Topic140NotesImage1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.tech.plymouth.ac.uk/dmme/cad/design/NotesImages/Topic140NotesImage1.jpg" height="127" width="400" /></a>Fatto questo si agisce, a seconda del fatto che il pericolo identificato sia Negligible, Undesiderable, Severe o Unaccettable come indicato nella seguente tabella.</div>
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<a href="http://www.tech.plymouth.ac.uk/dmme/cad/design/NotesImages/Topic140NotesImage2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;"><img border="0" src="http://www.tech.plymouth.ac.uk/dmme/cad/design/NotesImages/Topic140NotesImage2.jpg" height="177" width="400" /></a></div>
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La prima cosa che si può notare, osservando le due tabelle precedenti che sono comuni con modifiche non rilevanti alla maggior parte delle procedure di analisi dei rischi, sia che si tratti di centrali nucleari sia che si tratti di automobili, strumenti medicali o, nel caso. tostapane, è l'assenza di numeri. Nella maggior parte dei casi è chi effettua l'analisi dei rischi che decide, ad esempio, se per definire occasionale un evento è necessario che la sua frequenza media sia di uno ogni anno o uno ogni 1000 anni. Questo, ovviamente, deve essere stabilito in primis ed i numeri devono esser "credibili". Analogamente cosa significhi, ad esempio, "critical", lo decide sempre chi compila l'analisi dei rischi. E' critical la possibilità che il sistema di guida abbia comportamenti "anomali" che costringano il guidatore a prendere provvedimenti attivi per evitare un incidente, restando per altro funzionanti i comandi dell'auto, è catastrofico o magari è solo marginale? Certo, una classificazione non realistica dei rischi è contestabile, ma da chi? Avendo lavorato in ambito nucleare, medicale e ferroviario posso dire che in questi ambiti a volte (non per tutte le tipologie di oggetto) l'analisi dei rischi è sottoposta alla revisione di un ente certificatore. Non credo però che questo sia vero in ambiti diversi e, sicuramente, non è vero per tutte le categorie di oggetto.</div>
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<span style="color: magenta;">A prescindere da questo, però, ammettiamo pure che il pericolo precedentemente identificato sia stato classificato correttamente come "critical" e che "Remote" indichi una frequenza che ragionevolmente potrebbe essere al massimo di un evento ogni diecimila anni e che "Improbable" indichi una frequenza massima di un evento ogni centomila anni.</span></div>
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<span style="color: magenta;">Adesso vene il bello. Prima di tutto, l'introduzione di un sistema di intrattenimento è un "improvement" tale da rendere accettabile il passaggio da Negligible a Undesiderable? Io direi assolutamente di no, ma la cosa è discutibile. Se prendiamo per buona la mia opinione, allora dobbiamo mantenere il rischio al di sotto di un evento ogni centomila anni.</span> E come facciamo ad analizzare le probabilità di un evento software (una falla che consenta ad un malintenzionato di impossessarsi del sistema) su di un sistema la cui complessità sfugge da ogni possibile analisi? Semplice, basandoci sui pregressi. Se, ad esempio, ci sono già più di un milione di sistemi che funzionano da un anno senza che nessun malintenzionato sia riuscito ad identificare questa falla, ci sentiamo autorizzati a dichiarare che il fenomeno, storicamente, non si è verificato un un milione di anni di funzionamento, e qui casca l'asino. Certo, possiamo dichiararlo e, di fatto, è quello che necessariamente hanno dovuto fare i progettisti della JEEP per completare l'analisi dei rischi, ma è lecito farlo? No, in questo caso io credo di no, perché stiamo facendo considerazioni su un sistema che comprende anche un mondo esterno in evoluzione ed abbiamo giusta tralasciato un milione di anni di evoluzione del mondo esterno stesso. Tradotto in altre parole, ipotizzando ad esempio che al mondo ci siano un centinaio di persone di talento che impiegano il loro tempo nel tentativo di forare questo sistema, un milione di sistemi funzionanti ininterrottamente per un anno provano solamente che cento anni di tentativi non hanno identificato falle nel sistema. Cento milioni di sistemi funzionanti in un anno proverebbero esattamente la stessa cosa.</div>
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<span style="color: red; font-size: x-large;">Ed infine due parole sulla soluzione: </span>Mettere una toppa al software del sistema di intrattenimento per chiudere la falla trovata dagli hacker non risolve assolutamente il problema di una analisi dei rischi fallace che è stato evidenziato dai fatti. L'unica soluzione possibile è di natura hardware. Ogni altra soluzione è solo in palliativo, il rischio dovuto ad un calcolo delle probabilità capzioso rimane ed è inaccettabile. La Jeep dovrebbe prenderne atto e modificare l'hardware di tutte le auto vendute (o al limite disattivare il sistema di intrattenimento ed indennizzare gli acquirenti). Se questo non può essere fatto senza rischiare il fallimento, ebbene, che fallisca. Io non sentirei certo la mancanza di una azienda che affida un progetto così delicato a dei dilettanti o a dei maneggioni.</div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-84305239562191438872015-06-03T13:06:00.001+02:002015-08-23T00:39:51.646+02:00Essere o avere, questo è il problema<div style="text-align: justify;">
<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per babel-17" border="0" height="200" 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YPGS9iSQDYtxBvztSu1l3W5ZI0ZC8KJnZ7qXzWAA0yLf0e/uo6r6FeST7klj9kDEBDLkNhcAowIzWuDZ+NI4To1HE4dAgYcDZz3c3punSGUYjcPHHcPEhKs3/qo7XBIt1cvDib6UinSScxbzdw23+49J75t6Ys3Dhpe3fbvoaB9WVVY6xnRiOR2dwpZuJ6//AJ0vs7Y4w+YRZFzWvoxvbhxbvplN0kdEnkaNcuGcJKAxux0LmPTQAMNDx14UpFt9jMYXRUfN5sknLLFezFeYdTa694rafdB9WTVNkoA2uYqfAEfMmm7jWnclM5DrSMKGEEzCRF0yFdeF762sOPKme1+lmCjZ4J3a9rOuRiCGHC446GnERTeoCx3mUkDkVGhPxrK+nn26c96/dFUjG2JKVIvbdKtlFWUkkMoRrpIbovBL8cvdSidLtmB8+d8xy65ZbkRm6A9tuVY+bWoBVfTRPf8ADXx0p2UCCHYEOzghZRaRxZmHYSNK5+lGyWBBYkMAGBSSzqCWAf8Avak8e2sgoDW9NeQb/hsbdKtlZi2Y5iyvfJJfOgsrDsIGnhRI+lOylUKsjhQWIFpbAubsR3k395rHr0ND0/0O/wCGzf202dvRKJmVr9ayOM9lKrn7bA8+wUZummzDa8hNpN4Lo5tJ2jTSsXtQGj6a8m3/AA2fD9L9loVKyHqZsgySEJnvmyAiy3uffRP7V7KylM5CESAqEcA705pNLcSedY2aC1b00Df8Nsi6b7NVUUTNaMWXqyaC2XXTXTTWk4+lmywhj3hKFchUrIVyam1iO81i1HUVvTRtzZz0s2WSx3jHNlzAiTKwTRQRwIHZSuN6Y7OlCh5WIVg4srizL6J0HKsZhHGlUWhog7/hr03SDZjM0jSNmZkYm0npRegR2EXPvpNekWysm73rZd5vbWk/SZs2a/ra+NZWRwosttbCjqbb8NbxPSXZZZy0nplS4CvldltlLACxOg8bCubpZs0lSZblXLqSrkq5vcg204nSsayXNhc0tFH1eNbRG3/Ddtl9IMPii4gkzFAC2hFg1wOI7jTgm3HWs78kR85ifUj+89aI5qE406LQdojoMQRIq3Gqk2sc2nO/ZWU9Oyfp0/iv3RWpRr55OqfR48hx04VlnTofX59eY+6Kpj+QmTsQGWik8uX4/wCxRhQEVcgFvQ11q6sEACuNGrrUAdjhXWrhXVjAAd9deuIrgKJrAoVrqMaxg8PAm48OZvRy1qRtXUA2Oi+lJNJSYNDQRhxBKV1HGgnnLHhbwpuGrgaNGNA8kR85ifUj+89aLIdaznyRfpMT6kf3nrQpr35VzZX7joxdgMMNKx7p2Pr8/iPuitiw3AVj3Ts/Xp/WH3RTYu4uXsV+g8KMDRTVyIPzoMtcTXXrGoChtXGgtpf2VjWGAolCDXVgAUN6KaCsENXGiijmsDscKE0WhFYJ1qGlI1vfuBPLgKITWMAb1xFCDegogNC8j/p4r1Y/m9aG51rO/JEOvifVj+b1oT1yZfkzpxfELh+FZf0t2cZMTip3bJEhAU2uXkygqii47dTyrT8MdBWV+ULaTSYlojosRso04vYsdOPLjT4+4uTsVOuNGtQNXQRCWoaG9Odn4UyyBL2vxPGw5m3Oh2MNSacCG8ZYWIFrm453AFudXDDwCJikGFzlbjeMpdiTxI0yqKfNiMYNN2tuP6JLW56XqbmGjOctda1W/auHWTqyQiN+ToChB46odGHgb1VMREVYqeIP+zTp2L2EjUhsTBCSSzEKvMnh7fjUfVl6KxWKuyqysxBB7uHGkyy1i2Uxx2kiaxOxYFjXrRsWBsQLMRxJ1PEfnVGx2H3cjLxsTY9o5H3VpkqdRyY7DUoSBodeGmlUnpFgtFkHA6ezUa+6oYM1umWzYlHlEGNa6gcUIrrOYN8aAmuFdWMdahXjRQaGiA0PyRnr4n1Yvm9X+RgDWf8Aki9LE+rH83rQJRrXHm+R1YuwGF4VjnTg/XsR6w+6K2LCcKxzp0Pr2I9YfdFUxdxMvYhAaL20KjnQLVyLLR0f2EskG9Kby7FSBxW1uXhrQ7JwYSeULrqFUc7nlVfwmOkjvu5HS/HKxF/dVi6JBvSHpZr3Pdbieet6nPsPF2TWHllYgKEXl1gWNx2jgKfIuIsx3kVk9K8WhNr+2nmERF4st/DjTtpF/acNbZQb+w1HkZoh5J51W0kSOCLtk0bKeF1OlVHaWyzPiGZTkTKhJcGwOWwGnq1oyMDfrg301SxPdpxFRu08DiRIHg3ZUxqjxyXynISUI04608GK0ZdtDBtDIUa1xbUcCCLgjuqWwD+bRe1hb33J+HxpfHbMffucSFBsCFQ9Wx9EDuqSwmyxYEDwHZ7aGbIkimLGyRlwybm+ua3EnTxqJns6ZW5i/brzqVXMwygmw7O6m2LiXMu8seVgNRfwrlxvimVyPmyl4vD5TTS1TW2RlcgcOV+PtqJYV6EXaOSXD4AWhtQAXrqYABFdRwK61Yxf/JEOvivVi+b1oUi61n/kjHWxPqxfOSr/ACNrwrky/I6cXYJhTpWOdNz9exHrD7q1sOCYEaVjvTj7fiPWH3Vp8XcXL2CbJwOnXFlcAi9tRqL1GY3BPEwWRSpIBF+angfA2qz7FnjZY3kUsY1VVsBYBSTrcix4jgeN6T6RbT30obKpGRdCoNuOguOFUUuWSa4RXcFh2kYKvH4ADma0nB7CGHjGd7gAXyKWNj+t4eyqLHMQ3VAUnTqi1waXw+NkjsUeRB2Bjb3XtSydhXBoOzXgc5eJHfcWHPgLU4xWOw8eUsyrcXXgSR289O+qThulmIU2Lhx+8o+YtTDbG0zK2fKi3ULlW+gUcuwa0rQyaL9j9qMLFCTGQCHUAgnnfLw+FRq7avpvWJt7dDxqtdHduHD5gVLodbBrWJHh2VPt0tgbWSBvcjfE61q8AI7acW9ZpC5Vi6qL9ii3iKlIn3cYzMCw15ai/EH86idrQZUWTgrXNua3JI+FSeyIY8q9UHnrrr261CeRJXLnk6I4m37XXB0eNRGyh1I5246/lQO6vPGF1FyT36H8bVKTZSuWy2vwsKijFHHPmzBeqAq8LkspNvYKnHLGXC4C8Li9nyMekGxpJ3tEAzKGJF7ErcDTvuap+MwkkRtKjIeWYEX8DwPsrWsJLGJSxdVugFiQNb3I19lQe1ekzRzvHIiPCD6OhBQ8weZrq6eVQolnXuszu1BWjYjo9g5oxICsWYXDIRbuJjJuO9fjVOg2C7u4jIaNTbfEFIz/ADa37her7I59WRamjA1aY+jkUeXMWmLglf1EJXiAAbkjvI8KrMrXb0cttLWsRbt76ykm+AuLXc0DyS+lifCL5yVoDVn3kk9LE+rF85K0Bq58vyL4/iIYThWO9Nz9en9YfdFbBg+FY901+3Yj1h91abF8mLm7COyWuLXtla/iD/rQ7XCqBY9Yu505LZQPiDUUjkagkUDMSSSde+q6+6yW3FElso5s97my6G/om+hHbS5vprekNkKQsmnEAe43/KnZWkklY0RGR9NRTN5CbA+A7h2U9Op1/wB/71oxQd1LeodbEY0sKUwyXZR2kD40FqW2dGd6njWk1TY0VckiybZiDZEPAkH2LS+AAVrHQVE40vJM4U+hYcSOQPLxpOLEsHCsWB7zpqQAfCuVYXNUmdksyg7a/ktEgAtYmoLpFGQ0Ug4BwD+FSUkNrAuSCOIJ9K5A8Rpeo7bOFcxtZjluDqTpbn4UVg0lbaFlnWSPCYXpKoEStx64t4kGoBoVTrznXiIx6R8f7gqZ27jHSCPLYNe19Li6nUDkap8jk6kk3+NV6eD1IdRNblzMYyLmGQWusYtcDkbD8TTRyT2gdhYkVCbNxm7Y34EDhralMXtLNoo07Tx93AD30fRadIX1E1bJwYxYyrNwDZhra5tbTj3cuVQ3SHaS4iXeKmTQA3N2Yj9Y6AX5eyo4kk3PGuy1eENfsnOWxoHki9LFerF85Kv8nGqF5JRrivCL5yVfHOtQy/Iti+I22eLKKyHpt9uxHr/0rWwYPhWQ9NR9en9b+kU2L5C5exBWoB3UpauQV0WQaJPZN8hvwzfMf6U4kpDZ0xK5TwBPxFOHFyBXPN+4tFe0TCkLe1JEydgHs/OpBRb/AHamD7SYHgLd/D30sZN9kM4pd2ABJy+QpbAs29W9+NJnaWbjceDX+FGgYsbqx011/wD2i065QE1aon4yN9IdAGIOnhY/EUbHYbOhANmHA/MHuIqMims4vzB94qT31crbUk0ehFRnBxYOyWOUZvStr+VPdov5pvConZcltO8/nUhj2823gaSafqWGCXp8eCM29iVKkcbqB7bA/Cqk60/lkYm5NJ7q9d2JaRo83L75WMSKMKeDDUV4bVbaybg0NgKUAoLa0dRRBRfvJMNcV4RfOSr641qi+SnjifCL5yVenrmydzox9hrguFZN0xX67P639K1rGC4Vl3S1Prk/rfgKMHTBkVogctcEpyIqUhwzMQqi5PCqOQmg2hLLwNvkatWyNibxA5cKfVJHzqGfAPHIEkUqew9/A+FSH0t0hMY4nS47DofganJpumMk1yhvjoicyqSwDWuL9YDibch303bB3FiLirDsB92uY6MRb2eHzquSSsHfLmtcmwvYC/E9lKlfxG2TfuETs1bXIIHtFOsIUQWQEnnfT403kctxJPjS+HiNFt17hoRqXCOxzHKr9h4dxpzHPdb91HlhvGwPZ8RrUdhJbKBb/SkSUkWmnCX+0PcK+VvEA09x+I6lu3T31HY66pE48D7dfwrt9mCG/MUmttSH20uH+v8ApwwotwoRBUq8Iom6pFlsv/i0R30ameLwp41YBHakJIr08czTFn0qaK2cOaEQVLyQ0nu6ushxy6ai0+StdcT4RfOSry41qoeTZLHEeEf9dXBxrSyd8ipVwM8DwrOukuHvi5j+9+ArR8CNKovSFfrMvrfgKWTopjhs6IL6PRoQVNxT0pQBKn6jOn0BLETyOblj7Tf4mitiCB1gT4WvTgpXKtLuFYPAi8xC2X2k/hR8BjZIgQul+wDXuN6UCUpkrb12D/jJ9xhHBTqOOlQlGC0jyWXhhUQkg6p8DVewsZAJ5cqsMy9VvA/Kq9BiQFFyKth7Ojl61e6P8k3PBmw9uxAR4gXqDwr6gcjViwXWhXsKkfMVVwbEjsNbA72i/InV8aSX2i3xm6g9oriKb7GlzReBIpzXLJVJo9PHLaCl+BTSbLSpFEamTC0NJlpswp5LTZxV4s5MiLd5OuM/hH/XVsca1U/J3xn8I/66tz1U4J/Ia4MaVRukR+sy+t+Aq9YHhWbdJhfFzet+AoONmhk0d0IyYtRz91HgmDDSmJWuiUhrjl38vxoOEaKR6me3K4JOutTPeMe35UeKQre9SeM6Y9TFsdgUYUj9JFJnEHwpNJFXnhH7FmnANqVU1HqtOM1tb0zxp9iS6p3yuBza4qj4hLMR2Ej3GrimKHP31VtsKBK9uBN/eAfxq3Spxk0yHXSjOEZItWxl8zH4fMmq3t+DJMe/re/j8b1YtkYgbmO54C3xNRHSkgshHYfnS4LWZ/tlOq1l00afKok+jo80fWPyFOziFudai9iz+ZyjmTc+6lwmulTlj98mxodQ444qPge70HnQNTVzppx50McT8QNK3pooupf2hZlvTWRaNLicgu3CofE7VZ+HVHvNUxY5Mlm6jGl+mh+Tsaz+Ef8AXVsfjVE8k51xVzfSLj/iVfWqzjXBw77cjXBDq1nvSog4qXKpFiAed2A9Luv+FaHguFZF0tlYY2exb0+RI5CmjG2JKVCzxDLmuKLFCG1uBUI2IYizEkUlaj6f6B5F4LfEqqBdvhrTL6XHc3Zb+0/KoFXYAi5AOh14ikd2aRYF9sZ5/CJzH41UHVIYm/DgPGotsex4sR4aUg8ZoggPbVYwjFE5TcmSmG2ow/eHYfzqS+mo5sDY99xr2Xqt7kjnRlJFK8cXygxyyRaFw7cKhduRhZLcTlF/w+FqMu18TcENp/dsLeHCmuKLOWZh1mNzQhFxfLGyTUlSJ7YwvGg11B17Tc0j0gwh3eb+6Rf1W0+dqYw7XkRVXLHZQALg8u3Wgk2zMQVJSxBBGXkaCxvbYLy3DUX2ASSY+3UfjVhgwhPEE+GtUuKdlIZbhxwI5GpBOkOKHCT/AKV/KtLFs7s0M2qouWH2cG4JbxpT6Gyngfwqi47b+IksGkIA5J1b95txNMDKb3LNftub/OsunRn1DH3SLHGSVl/VRiB3kaE/Oo1WoZddb3J4+NJmuiKSVI55Sbds0nyRtrivCL/MrQHOtZ55HxrivCH/ADa0KVtahkXuZfH2G+EOgrH+mElsbiPX/AVsGD4VjXTP7fiPX/AU2NWxcnYizNQCe1IEVxqtIk2xf6QaA4ikbUU1tUCxbfUVpKSFCa1BDbw0dJTSJrq1GscCc0oJO+mgoQa2qM2OPbQE0hRb1tQJjjPRi9IK2tcWrUFscb2ilu6m5ajK5ramsWArmFJZqANRoBpXkiH2r/C/zavcvGqF5Iv/AHX+F/mVf81c+TudGPsf/9k=" width="121" /></a> Anni fa mi capitò di leggere un romanzo di Samuel Delany chiamato <b>Babel 17</b> dove si ipotizzava un <i><b><span style="color: blue;">linguaggio artificiale</span></b></i>, chiamato per l'appunto Babel 17, privo del pronome <span style="font-size: large;"><b>io</b></span>, usato per modificare il comportamento di coloro che lo parlano (e quindi che lo usano per pensare). Libro curioso, senz'altro, che fa riflettere sul legame fra lingua e pensiero, cioè fra il pensiero e lo strumento che ci consente di esprimerlo. Al di là del romanzo, che comunque consiglio a chiunque ami la fantascienza tradizionale e che, del resto, non per niente a suo tempo ha vinto un premio nebula, pensando al legame fra linguaggio e pensiero mi è capitato di fare alcune riflessioni sulla programmazione ad oggetti ed i linguaggi<br />
<a name='more'></a>naturali usati dai programmatori: </div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSpYd4LrQqt_P-l4cc2L6Fqb4b7tHtgEousur7Vqmd2e3v70I8Z2Q" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per essere o avere" border="0" height="112" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSpYd4LrQqt_P-l4cc2L6Fqb4b7tHtgEousur7Vqmd2e3v70I8Z2Q" width="200" /></a><b> Chiunque abbia approcciato la programmazione ad oggetti si sarà reso conto sicuramente della differenza fondamentale che passa fra l'essere e l'avere.</b> <b><span style="color: blue;">Essere significa sostanzialmente ereditare da una classe genitrice metodi e proprietà.</span></b> <span style="color: magenta;"><b>Avere significa possedere l'istanza di un oggetto.</b></span> Certo, dal punto di vista pratico molte volte può esserci una sovrapposizione fra le due cose ma basta un po' di esperienza pratica per rendersi conto che sbagliare l'impostazione iniziale durante il progetto di una classe, se anche non crea problemi immediati, molto probabilmente ne creerà in futuro. Non è un caso, del resto, se in italiano <b>abbiamo due differenti ausiliari, essere ed avere, il cui uso è perfettamente delimitato.</b> <b><span style="color: magenta;">Il ruolo attivo dell'ausiliario avere</span></b> ed <b><span style="color: blue;">il ruolo passivo dell'ausiliario essere</span></b>, sia pure a livello subconscio, ci sono perfettamente chiari e difficilmente sbagliamo verbo. Questo vale per l'italiano, per il francese e per le lingue germaniche, ma non vale per spagnolo ed inglese dove la semplificazione ha portato a rinunciare ad un ausiliario mantenendo il solo verbo avere.</div>
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La forte analogia fra la passività dell'ausiliario essere di fronte al ruolo attivo del'ausiliario avere e l'essere una classe, che assume così un ruolo passivo lasciando che metodi e proprietà ereditati possano essere manipolati dall'esterno, ed avere una classe operando noi sui metodi e sui dati della stessa non è casuale. Dopo tutto i linguaggi di programmazione sono una interfaccia fra una cruda lista di istruzioni matematiche ed il pensiero dell'uomo, ed il pensiero dell'uomo è molto influenzato dal suo linguaggio. In particolare la programmazione ad oggetti è nata con Simula, sviluppato in Norvegia, ed i norvegesi, esattamente come i tedeschi, fanno distinzione fra i due ausiliari essere ed avere.</div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSRuG24k6e62fmN0_8T2RmfJ5TJ-P_97CZxXtF3sSyxy9dYpCXD" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per essere o avere" border="0" height="133" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcSRuG24k6e62fmN0_8T2RmfJ5TJ-P_97CZxXtF3sSyxy9dYpCXD" width="200" /></a> Ed allora, i poveri inglesi, gli spagnoli, gli americani e, più in generale, tutti quelli che parlano una lingua che non fa questa distinzione? Saranno sempre destinati a fare confusione fra l'essere e l'avere? Ecco, sarebbe interessante, molto interessante secondo me, uno studio che verifichi l'incidenza statistica degli errori di impostazione delle classi fra i programmatori di lingua anglo/ispanica e quelli di lingua italo/franco/germanica. <b><span style="color: red;">Chissà che alla fine non si scopra che questo benedetto inglese, che tutti pretendono essere la lingua franca della comunità scientifica internazionale, è in realtà un linguaggio inadeguato ad esprimere concetti sofisticati e sottili</span></b> e che <b><span style="color: lime;">magari l'insegnamento del latino, con la sua rigidità di distinzione fra i casi, aiuta a formare processi mentali ben più precisi ed esatti di quelli che si possono concepire in qualsiasi altra lingua.</span></b></div>
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paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0tag:blogger.com,1999:blog-7947079735890852438.post-65957076941339617752015-05-11T18:10:00.000+02:002015-06-03T13:48:37.868+02:00Questo pazzo, pazzo mondo, riassunto delle puntate precedenti.<div style="text-align: justify;">
<a href="http://images.sodahead.com/polls/003808197/3221877920_crazy_world_xlarge.jpeg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://images.sodahead.com/polls/003808197/3221877920_crazy_world_xlarge.jpeg" width="200" /></a><span style="color: #252525; font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"> Mentre <b>Galtieri </b>e la <b>lady di ferro</b> bisticciano per le Malvinas, <b>Gorbacev </b>prepara la Russia a dividersi e la </span></span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"><span style="color: #252525;">Germania a riunirsi con la </span><span style="color: lime; font-size: large;"><b>Glasnost e la Perestrojka</b></span><span style="color: #252525;">. </span></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">La vittoria delle Malvinas </span><b><span style="color: red;">consentirà alla Thatcher di rinforzare la sua posizione</span></b><span style="color: #252525;"> e farà si che Galtieri ceda il passo prima a Bignone e poi ad Alfonsin. </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">Nel 90 <b>Kohl </b>guiderà la </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: lime;"><b>riunificazione delle due Germanie</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> e questo, assieme alle avanguardie di una Europa unita, segnerà la fine della <b>Thatcher </b>che, ceduto </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">il governo del paese, dovrà poi cedere all'Alzaimer, </span><i><span style="color: blue;">anche se si dice che nessuno si sia accorto</span></i></span></div>
<a name='more'></a><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><span style="color: blue;">della differenza</span></i><span style="color: #252525;">. Nel 92 </span><span style="color: red; font-size: large;">a Mastricht si prendono molte </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="font-size: large;"><span style="color: red;">decisioni "</span><i><span style="color: blue;">a capocchia</span></i><span style="color: red;">"</span></span><span style="color: #252525;"> e nel 93 </span><span style="color: lime;"><span style="font-size: large;">viene fondata </span><b><span style="font-size: large;">l'Unione Europea</span></b><span style="font-size: large;"> </span></span><span style="color: #252525;">anche se solo nel 98 nascerà la </span><b style="color: #252525;">BCE</b><span style="color: #252525;">. </span></span><br />
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<a href="http://tuttoggi.info/wp-content/uploads/2014/04/forza-italia-copia__1_.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="forza-italia-copia__1_.jpg" border="0" height="133" src="http://tuttoggi.info/wp-content/uploads/2014/04/forza-italia-copia__1_.jpg" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;"> Nel frattempo in Italia nasce la </span><b style="color: #252525;">seconda repubblica</b><span style="color: #252525;"> e </span></span><span style="font-size: large;"><span style="color: red;"><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">finalmente la mafia, attraverso Berlusconi che è </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">"</span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><span style="color: blue;">sceso in campo</span></i><span style="color: red;">" riesce a sanare i propri dissidi con il governo</span></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"> <b>diventando parte del governo stesso</b>.</span><span style="color: #252525;"> </span></span></div>
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<a href="http://www.giornalettismo.com/wp-content/uploads/2013/04/prodi-mortadella-vignette-2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="prodi mortadella vignette 2" border="0" height="137" src="http://www.giornalettismo.com/wp-content/uploads/2013/04/prodi-mortadella-vignette-2.jpg" style="cursor: move;" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"><span style="color: #252525;"> </span></span></span><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"><span style="color: #252525;">Nel 96 </span><b><span style="color: red;">Prodi succede a Berlusconi</span></b><span style="color: #252525;"> ed i risultati dimostreranno che, per governare un paese, servono uomini politici, non ladri e neppure mentecatti. Nel 98 </span><span style="color: red;"><b>torna Berlusconi</b></span><span style="color: #252525;">, </span></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">che non si leverà dagli zebedei fino al 2006 e, nel frattempo,</span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"> <b>l'Euro diventerà moneta unica</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">. </span></div>
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<span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: lime; font-size: large;"><b>L'Europa è stata fatta</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">, si dicono tutti, ma nella realtà, </span><b><span style="color: red;"><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">in mancanza </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">di una unione fiscale, l'Euro servirà solo ad <span style="font-size: large;">impoverire i più poveri ed ad arricchire i più ricchi</span></span></span></b><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">. Questo lo saprà bene </span><span style="color: red; font-size: large;">la Merkel, nel frattempo succeduta </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red; font-size: large;">a Schroder</span> <i><span style="color: blue;">(ci sarebbe l'umlaut ma con questa tastiera non la so fare)</span></i><span style="color: #252525;"> che, <b>fermamente convinta che governare e giocare a monopoli siano la stessa cosa</b>, pensa di dover vincere e, con manovre populiste, </span><span style="color: red; font-size: large;">porta Germania ed Europa in una situazione </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red; font-size: large;">di stallo</span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> dove tutto il denaro è loro, tutte le industrie pure, non sanno più a chi vendere i loro prodotti perché fuori non c'è rimasto un euro per comprarle e neanche </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">sanno più cosa comprare col loro denaro perché fuori non ci sono più industrie che non siano le loro. </span></span></div>
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<a href="http://i.telegraph.co.uk/multimedia/archive/02598/berlusconi-bunga_2598432b.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Silvio Berlusconi bunga bunga trial: Former Italian Prime Minister Silvio Berlusconi and Moroccan Karima El Mahroug, nicknamed Ruby the Heartstealer" border="0" height="124" src="http://i.telegraph.co.uk/multimedia/archive/02598/berlusconi-bunga_2598432b.jpg" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: lime;"> Dirà bene Berlusconi</span></b><span style="color: #252525;">, </span><span style="color: red;"><b>tornato al potere nel 2008</b></span><span style="color: #252525;">, definendola una "</span><i><b><span style="color: blue;">culona </span></b></i></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><b><span style="color: blue;">inchiavabile</span></b></i><span style="color: #252525;">", una delle poche cose giuste mai dette dal cavaliere che, del resto, sia pur senza poter far molto in prima persona, essendo stato reso impotente </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">da un intervento alla prostata, di ragazze "</span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: blue;"><i><b>chiavabili</b></i></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">" invece se ne intende bene ed è proprio grazie ad una di loro, per sua sfortuna minorenne, che </span><b><span style="color: lime;">nel 2011 </span></b></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: lime;">finalmente viene estromesso dalla scena politica</span></b><span style="color: #252525;">. </span></span></div>
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<a href="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ6McI3d9XDJ2a2laBA5fpGVXrjfRDp_OuPIX3ADL7OGp7EKD6Z" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per barack obama family" border="0" height="200" src="https://encrypted-tbn2.gstatic.com/images?q=tbn:ANd9GcQ6McI3d9XDJ2a2laBA5fpGVXrjfRDp_OuPIX3ADL7OGp7EKD6Z" width="150" /></a><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;"> Sempre nel 2008 </span><b><span style="color: lime;">negli stati uniti viene eletto per la prima volta un presidente negro</span></b><span style="color: #252525;">, Barack Hussein Obama II. </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: red;">Ha idee progressiste ma, in realtà, sembra più il personaggio di una sit com che un presidente degli stati uniti</span></b><span style="color: #252525;"> per cui nessuno, a livello internazionale </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">si preoccupa di lui. Sarà per questo che cerca di far qualcosa in casa sua, senza per altro riuscirci più di tanto perché, per quelli che veramente contano in America, non è degno di fiducia: </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: blue;"><i>"sarà anche simpatico, ma è pur sempre un negro no?"</i></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> </span></div>
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<span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> Tornando in Italia Al Berlusca succede, invece, </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red; font-size: large;"><b>un grande amico della Merkel, Monti,</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> che con il suo governo provvisorio </span><span style="color: red;"><b><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">finisce </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">l'opera cominciata, involontariamente, dai suoi predecessori</span></b></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">, la demolizione sistematica dell'industria e dell'economia italiana, solo che lui, stiamo parlando </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">di un governo "tecnico", che diamine, non lo fa involontariamente, e </span><b><span style="color: red;">regala alle banche quello che tedeschi ed austriaci hanno lasciato dopo la svendita dell'Italia</span></b><span style="color: #252525;">. </span></span></div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTjyj0RHll9xcQk4rjYNEyYZdoHHERX3FmW9ReqTjvw-G2kdNlXYQ" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per Kirchner putin" border="0" height="158" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTjyj0RHll9xcQk4rjYNEyYZdoHHERX3FmW9ReqTjvw-G2kdNlXYQ" width="200" /></a><span style="color: #252525; font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"> Nel </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">frattempo in Argentina </span><b style="color: red;">il governo Kirchnerista riesce, in poco più di un decennio, a fare quello che in italia ha richiesto vent'anni, demolire un paese</b>, dimostrando che i nostri "italiani del sud" non solo possono fare le stesse cose che facciamo noi, ma posson farle anche meglio<span style="color: #252525;">; </span><span style="color: red; font-size: large;"><b>la </b></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red; font-size: large;"><b>Russia si smembra</b></span><span style="color: #252525;"> e, dopo che i mafiosi sono arrivati a vendere plutonio arricchito persino ai talebani, </span><b><span style="color: red;">sale al potere Putin</span></b><span style="color: #252525;"> che, dopo aver visto sei volte </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">caccia ad ottobre rosso, si rende conto del fatto che la strategia di "Ivan il Matto" è rappresentativa del suo grande paese e decide di applicarla in politica, alleandosi con </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">i cinesi "</span><i><span style="color: blue;">ma lo sa, Putin, che i cinesi se vogliono se lo mangiano vivo e senza problemi di digestione</span></i><span style="color: #252525;">". </span></span></div>
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<a href="http://nonalignedmedia.com/wp-content/uploads/2015/03/Chavez-Maduro.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Chavez-Maduro" border="0" height="149" src="http://nonalignedmedia.com/wp-content/uploads/2015/03/Chavez-Maduro.jpg" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;"> Sempre nello stesso momento </span><span style="color: red; font-size: large;">Chavez, dopo aver finito </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red; font-size: large;">di distruggere il più ricco paese dell'america latina, </span><span style="color: lime; font-size: large;">finalmente muore,</span><span style="color: #252525;"> ma il suo compare Maduro, di professione autista di autobus, dimostrando che i </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">venezuelani non sono secondi a nessuno neanche quando si tratta di brogli elettorali, riesce a farsi eleggere ed a litigare con il primo presidente negro </span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">della storia degli stati uniti. </span></div>
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<span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;"> Intanto </span><b><span style="color: red;">in Europa, neanche a dirlo, scoppia la crisi,</span></b><span style="color: #252525;"> in coda a quella degli stati uniti che, però, la crisi la passano allegramente </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">battendo un altro po' di dollari </span><i><span style="color: blue;">che tanto i cinesi non ci pensano neanche a scoprire il gioco ed a svalutare la moneta di riferimento</span></i><span style="color: #252525;">; </span></span></div>
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<a href="http://i1.wp.com/www.euroscettico.com/wordpress/wp-content/uploads/2015/03/merkel-quarto-reich.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="108" src="http://i1.wp.com/www.euroscettico.com/wordpress/wp-content/uploads/2015/03/merkel-quarto-reich.jpg" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"><b><span style="font-size: large;">la Merkel,</span> grande genio </b></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"><b>della finanza</b></span><span style="color: #252525;"> </span><i><span style="color: blue;">(ma non era laureata in fisica? Ed allora, perché non passa il tempo al CERN invece di cercare di governare un paese?)</span></i> <b><span style="color: red;">reagisce alla crisi </span></b></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: red;">chiedendo all'Europa rigore ed austerità</span></b><span style="color: #252525;"> ed </span><span style="color: red;"><b>ignorando completamente il fatto che la prima causa della crisi sono proprio loro, i tedeschi, con la loro politica del rigore</b></span><span style="color: #252525;"> </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">e che, è abbastanza ovvio, per riavviare una economia pencolante non serve il rigore, servono gli investimenti e che, se nessun altro investe, è proprio lo </span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">stato che deve farlo, con i lavori pubblici. </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: lime;"><b>Quando, finalmente, la crisi arriva anche in Germania,</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> però, decide che sì, forse bisogna dare una spinta all'economia </span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">ma </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"><b>invece che spendere un po' di Euro e rimetterli in circolo pensa bene di svalutarli</b></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> <i><span style="color: blue;">(così almeno non ci rimettono solo i tedeschi ma anche quei sottoumani </span></i></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><span style="color: blue;">dei greci e degli italiani)</span></i><span style="color: #252525;">. Peccato </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">che questa manovra non le riesca molto bene perché nel frattempo </span><b><span style="color: lime;">l'America del nord, assieme al Canada ed al Messico, ha intrapreso una politica di "americano </span></b></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: lime;">è meglio"</span></b><span style="color: #252525;"> e, </span><b><span style="color: red;">senza bisogno di svalutare il dollaro</span></b><span style="color: #252525;">, ha reso non "politically correct" il comprare materiale di importazione. I russi, con il petrolio a 50 dollari al barile, </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">del resto non possono spendere molto ed i cinesi, bé, quelli non spendono per principio per cui svalutare l'Euro, in realtà, non salverà nessuno.</span></div>
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<a href="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSRP6dQ3dCfPBpFSAWTma8ZBMUQSIvmKnBrXWZS6OJJJnwc6yqu" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per isis" border="0" height="133" src="https://encrypted-tbn0.gstatic.com/images?q=tbn:ANd9GcSRP6dQ3dCfPBpFSAWTma8ZBMUQSIvmKnBrXWZS6OJJJnwc6yqu" width="200" /></a></div>
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<span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"><span style="color: #252525;"> Resta il fatto che, però, tutti ora hanno altro a cui pensare perché </span><b><span style="color: red; font-size: large;">i musulmani</span></b><span style="color: #252525;">, </span><b><span style="color: red;">presumibilmente con l'aiuto di russi e cinesi</span></b><span style="color: #252525;"> che, quando c'è da rompere i coglioni </span></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">all'Europa ed agli stati uniti non si tirano certo indietro, </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red; font-size: large;"><b>si sono messi in testa di tornare ai tempi delle crociate</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">, aiutati in questo dal fatto che, dopo </span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">Giovanni Paolo II, che si faceva rispettare, al vaticano sono arrivati prima un tedesco, brava persona, per carità, ma assolutamente non in grado e poi un </span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">argentino, anche lui una brava persona, certo, ma troppo preoccupato dal "fare il prete" per avere un qualche peso politico sostanziale. </span><span style="color: red; font-size: large;"><b><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">L'Europa, del resto, </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">è stata fatta solo sulla carta</span></b></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"><b>e la mancanza di un esercito europeo fa si che il problema dei musulmani diventi effettivamente complesso.</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> </span></div>
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<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQH80yuZH9vunYSaWuWqi4paJ7tyKdEtRQ9VmJySwtqpPJxYVfjQw" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Risultati immagini per europa vs russia" border="0" height="163" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcQH80yuZH9vunYSaWuWqi4paJ7tyKdEtRQ9VmJySwtqpPJxYVfjQw" width="200" /></a><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> Tirando le somme: i musulmani assediano </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">l'Europa, i russi si alleano con i cinesi con l'idea di una "grande Russia" </span><i><span style="color: blue;"><b>i cinesi magari pensano ad una "grande cina" e, in generale, sono di più ed anche più cattivi, ma a questo i russi non ci pensano</b></span></i><span style="color: #252525;">, il </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">sud America è in mano a presidenti da operetta e l'africa un po' per volta si sta tirando fuori dal controllo europeo per passare definitivamente a quello </span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">delle multinazionali. L'india oltre ad essersi resa autonoma dagli inglesi, con la nascita di Bolliwood si è emancipata anche dagli americani. </span></div>
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<a 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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Risultati immagini per quel coglione di renzi" border="0" height="143" 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" width="200" /></a><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> Come se non </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: #252525;">bastasse, in Italia è arrivato Renzi </span><i><span style="color: blue;">e mi scuso con chi lo ha votato, ma qua in Argentina gli italiani, quando lo nominano, lo chiamano "quel coglione di Renzi", </span></i></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><span style="color: blue;">persino l'ultimo taxista di origine italiana con cui ho parlato lo ha chiamato così anche se ho l'impressione che fosse convinto che "quel coglione" fosse il </span></i></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><span style="color: blue;">cognome o qualcosa del genere</span></i><span style="color: #252525;"> a dirci che </span><span style="color: red;"><b>Grillo è un buffone,</b></span><span style="color: #252525;"> </span><span style="color: blue;"><i>e chi ha mai detto il contrario, faceva il comico in TV e gli riusciva anche bene,</i></span><span style="color: #252525;"> e che </span><b><span style="color: red;">sa ben </span></b></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: red;">lui come far star bene gli italiani</span></b><span style="color: #252525;">, basta dargli 80 euro in busta paga e tagliare i costi pubblici. </span><i><b><span style="color: blue;">anche qui, come per la Merkel, vorrei sapere dove è andato </span></b></i></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><b><span style="color: blue;">a scuola Renzi. No, perché se un paese è in bilico, è proprio tagliare le opere pubbliche il modo più rapido di risolvere il problema...facendolo precipitare. </span></b></i></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">L'Europa che, </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"><b><span style="font-size: large;">dopo aver sperimentato due guerre mondiali sulla propria pelle, potrebbe e dovrebbe assumersi il ruolo di stabilizzatore, compensando il potere degli stati uniti, della Cina e della Russia, ha fallito miseramente nel suo ruolo di condurre la politica internazionale del XXI secolo e anzi, rinuncia a questo ruolo </span><span style="font-size: x-large;">svalutando l'euro</span></b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"> e dissipa energie e risorse in stupidi bisticci interni invece di costituire finalmente un vero governo unico, con una politica fiscale unica, una politica estera intelligente ed un esercito unito in grado di fungere da "dissuasore" nei confronti dei musulmani, dei russi e, in generale, dei prepotenti di tutto il mondo.</span></div>
<div style="text-align: justify;">
<a href="http://www.bppcolor.info/wp-content/uploads/2013/05/CRISTINA-ROBO.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="CRISTINA ROBO" border="0" height="160" src="http://www.bppcolor.info/wp-content/uploads/2013/05/CRISTINA-ROBO.jpg" width="200" /></a><span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"><span style="color: #252525;"> Così, tutto il mondo è paese. </span><b><span style="color: red;">La politica Kirchnerista, in Argentina, ha distrutto uno dei paesi più ricchi del sud America a colpi di sussidi e tagli alle </span></b></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: red;">spese per le opere pubbliche</span></b><span style="color: #252525;"> </span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><b><span style="color: blue;">del resto quelle che hanno fatto, in generale le hanno date in appalto ai cinesi e non sono certo servite a riavviare l'economia interna</span></b></i><span style="color: #252525;"> e noi </span><span style="color: red; font-size: large;"><b>in Italia non vogliamo essere da meno</b></span><span style="color: #252525;"> </span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">anche se, rispetto alla Cristina, facciamo le cose in economia, perché 80 Euro, anche al cambio nero, non valgono i 2000 pesos del sussidio argentino. Certo, </span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><b><span style="color: red;">la Kirchner, facendo le cose in grande, in due mandati ha fatto sparire denaro a tonnellate</span></b> <i><b><span style="color: blue;">nel senso letterale del termine perché, anche usando le banconote </span></b></i></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><i><b><span style="color: blue;">da 500 euro, le più amate dai narcos perché, a parità di valore, sono le meno voluminose, le bustarelle ammontavano a pallets di denaro, troppo denaro per</span></b></i></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="line-height: 12.8000001907349px;"><i><b><span style="color: blue;">poterlo contare rapidamente, per cui venivano pesate</span></b></i><span style="color: #252525;"> mentre non sembra che Renzi possa riuscire a tanto anche se </span><span style="color: red;"><b>una cosa è certa, dopo aver venduto l'Italia e ridotto sul lastrico tanti lavoratori, né lui né Monti </b></span></span></span><span style="font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;"><span style="color: red;"><b>rischieranno di finire in miseria</b></span></span><span style="color: #252525; font-family: Arial, Helvetica, sans-serif; line-height: 12.8000001907349px;">.</span></div>
paolo rozzihttp://www.blogger.com/profile/13685888542652517978noreply@blogger.com0