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	<title>FGC &#124; Fronte della Gioventù Comunista &#187; elezioni</title>
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		<title>Sulle elezioni regionali dell’autunno 2025. Una posizione comunista</title>
		<link>https://www.gioventucomunista.it/sulle-elezioni-regionali-dellautunno-2025-una-posizione-comunista/</link>
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		<pubDate>Mon, 29 Sep 2025 07:49:08 +0000</pubDate>
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				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[comunicato]]></category>
		<category><![CDATA[comunist]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[regionali]]></category>

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		<description><![CDATA[Sulle elezioni regionali dell’autunno 2025. Una posizione comunista Comunicato dell’UP del Fronte Comunista e della Segreteria nazionale del FGC Le elezioni regionali che si avvicinano saranno un banco di prova non solo per le forze di governo nazionali e regionali, ma soprattutto per il tentativo del centro-sinistra di articolare elettoralmente il cosiddetto “campo largo”, cioè]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"><strong>Sulle elezioni regionali dell’autunno 2025. Una posizione comunista</strong></p>
<p style="text-align: justify;"><em>Comunicato dell’UP del Fronte Comunista e della Segreteria nazionale del FGC</em></p>
<p style="text-align: justify;">Le elezioni regionali che si avvicinano saranno un banco di prova non solo per le forze di governo nazionali e regionali, ma soprattutto per il tentativo del centro-sinistra di articolare elettoralmente il cosiddetto “campo largo”, cioè la stabile alleanza elettorale che va dal Partito Democratico all’Alleanza Verdi-Sinistra passando per il Movimento Cinque Stelle.</p>
<p style="text-align: justify;">Al di là di questa contingenza politica, va tenuto a mente che nell’odierno assetto costituzionale italiano che riconosce ampi poteri legislativi alle regioni, le elezioni regionali non sono mai un mero affare “locale” e non possono essere trattate come tali. Con questo criterio una forza comunista oggi deve affrontare la questione, nell’ambito della propria strategia politica generale.</p>
<p style="text-align: justify;">Le imminenti elezioni nelle Marche (28-29 settembre), in Calabria (5-6 ottobre) e Toscana (12-13 ottobre) vedono già il polarizzarsi delle alleanze di centro-destra e centro-sinistra, rispettivamente attorno alle candidature di Francesco Acquaroli e Matteo Ricci nelle Marche, Francesco Occhiuto e Pasquale Tridico in Calabria, di Carlo Giraldi ed Eugenio Giani in Toscana. Nella stessa direzione vanno le trattative per le elezioni in Campania, Veneto e Puglia, previste nel mese di novembre.</p>
<p style="text-align: justify;">Con la sola eccezione della Valle d’Aosta, in cui pesano altre logiche locali, si conferma in tutte le regioni interessate dal voto la saldatura dell’alleanza tra PD, Movimento Cinque Stelle e Alleanza Verdi-Sinistra.</p>
<p style="text-align: justify;">Dinanzi a questo scenario, <strong>siamo convinti che i comunisti debbano affermare e difendere la propria indisponibilità a prendere parte ai cosiddetti governi “di sinistra”, alle coalizioni “progressiste” di ispirazione socialdemocratica</strong> che, in nome della retorica sulla “opposizione alla destra”, vengono costruite senza nessun principio di classe né protagonismo dei lavoratori.</p>
<p style="text-align: justify;">L’esperienza degli ultimi decenni ha dimostrato che queste forze, tanto nei governi nazionali che in quelli regionali, possono arrivare a fare peggio della destra. Questo non perché sono “cattive”, ma semplicemente perché non si pongono su un piano realmente alternativo alla destra, rappresentando al più la “stampella sinistra” dell’amministrazione quotidiana del capitalismo e della sua ingiustizia, promuovendo l’illusione che questo sistema possa essere governato e amministrato in favore dei lavoratori e degli strati popolari senza metterne in discussione i fondamenti e i paletti.</p>
<p style="text-align: justify;"><strong>Il vecchio argomento secondo cui non votando il centro-sinistra si fa il gioco delle destre risale agli anni del berlusconismo</strong>. Il suo risultato sono stati governi “di sinistra” che hanno votato il pacchetto Treu, la riforma del titolo V, l’autonomia scolastica, l’aggressione NATO alla Jugoslavia, il rifinanziamento delle missioni militari come quella in Afghanistan. È una polpetta avvelenata che i lavoratori italiani hanno già mangiato.</p>
<p style="text-align: justify;">I governi regionali non fanno differenza. Basterebbe menzionare, tra tutti, le responsabilità delle giunte di centro-sinistra nella svendita del porto di Goia Tauro o nella vicenda dell’Ilva di Taranto. <strong>Tutte le forze candidate nei due schieramenti condividono profonde responsabilità</strong> nell’aver gestito o compartecipato alle politiche regionali di dismissione della sanità pubblica, dei piani per il diritto allo studio, della svendita del patrimonio industriale in nome della difesa dei profitti capitalistici.</p>
<p style="text-align: justify;">Non siamo indifferenti o ignari del fatto che oggi l’operazione di ricostruzione di consenso elettorale attorno al “campo largo”, oltre che alla generica chiamata alle armi contro la destra, comprende in sé anche i tentativi del M5S e di AVS di intercettare da un lato il malcontento sulle questioni sociali e del lavoro, e dall’altro il vasto sentimento popolare contro la guerra imperialista, presentandosi come le forze “in favore della pace”. Sappiamo bene anche che esiste una enorme contraddizione tra il dire e il fare, o tra ciò che si urla nelle piazze e ciò che si scrive nei programmi o che si vota. Basti pensare che sia il M5S che AVS sono a favore dell’esercito comune europeo e della permanenza dell’Italia nella NATO, ma questi dettagli vengono convenientemente omessi dalle ragioni per cui esprimono “contrarietà” al piano “Rearm EU” di 800 miliardi della Commissione Europea.</p>
<p style="text-align: justify;">Il fatto che oggi esistano illusioni diffuse sul carattere del centro-sinistra, anche in settori a noi contigui, non ci autorizza a pensare che si possa sostenere “da sinistra” queste forze o alimentare queste illusioni nella ricerca dell’immediato ritorno elettorale. Riteniamo grave e non giustificabile la scelta del PRC che, in coerenza con la linea uscita vincitrice dal suo ultimo congresso, in alcune regioni sta presentando liste all’interno della coalizione di centro-sinistra, o esprimendo sostegno a candidati nelle liste di quella coalizione. Questa scelta, che ha come immediata conseguenza l’accostamento della falce e martello al PD e ai suoi alleati, non rafforzerà i comunisti, né farà avanzare una prospettiva comunista nella società, né tantomeno “sposterà a sinistra” le forze del centro-sinistra. L’unica scelta che può pagare, nel lungo periodo, è quella della coerenza.</p>
<p style="text-align: justify;">Discorso diverso meritano le liste che in alcune regioni si stanno organizzando “a sinistra” del campo largo, come sta avvenendo in Toscana o in Puglia, da parte di sigle che si richiamano alla tradizione comunista o della c.d. “sinistra di classe”. Come è noto, esistono divergenze politiche e strategiche tra noi e queste forze, e anche tra ciascuna di queste forze nei confronti degli altri. Non potrebbe non essere così, altrimenti si starebbe nello stesso partito. Ma non è questo il punto che vogliamo evidenziare.</p>
<p style="text-align: justify;">Il fatto di aprire una discussione seria sull’idea di una flessibilità tattica in materia elettorale potrebbe avere una sua dignità sulla base di una strategia chiara e senza cedimenti sui principi fondamentali. Ci sembra però che le coalizioni elettorali che vengono messe in campo non siano espressione di un reale protagonismo operaio-popolare, ma piuttosto la mera sommatoria di settori politici, senza un legame con le masse, per logiche che non vanno oltre la mera sopravvivenza e l’autorappresentazione.</p>
<p style="text-align: justify;">L’esperienza degli ultimi decenni, in cui gli sforzi profusi – anche da noi stessi – per presentare una falce e martello sulla scheda elettorale hanno avuto come principale risultato quello di evidenziare la marginalità politica dei comunisti in Italia, dovrebbero spingere a una seria riflessione collettiva su quanto sia opportuno o meno saltare da un appuntamento elettorale all’altro in assenza di una vera strategia per risolvere sul piano reale, prima che su quello della facciata elettorale, il problema della ricostruzione di una grande forza comunista in Italia.</p>
<p style="text-align: justify;">L’indicazione di voto che riteniamo di dare, in questo frangente, è quella dell’astensione in tutte le tornate elettorali.  Poiché abbiamo chiara la lezione leninista sui compiti dei comunisti anche nel terreno elettorale, ben lontani dall’astensionismo dei settori estremisti, riconosciamo tutti i limiti di questa indicazione di voto. Non porteremo avanti una campagna di massa per l’astensione, perché non la riteniamo utile a costruire un reale avanzamento nella coscienza della classe operaia e dei settori popolari.</p>
<p style="text-align: justify;">Siamo convinti che oggi esista l’urgenza di ricostruire una forza comunista credibile, di uscire dall’irrilevanza, di rendere riconoscibile e riconosciuto un partito comunista serio, moderno, organizzato, all’altezza delle sfide del nostro tempo. Questa partita, nelle condizioni attuali, non si gioca sul terreno elettorale e soprattutto non parte da questo. Anteporre il tatticismo esasperato e le alchimie elettorali prive di reale prospettiva a una riflessione strategica sul che fare, su come articolare realmente la costruzione di un partito d’avanguardia, è un errore che non siamo intenzionati a commettere. Tanto lavoro c’è da fare, e tanto resterà da fare anche all’indomani di queste elezioni regionali, da cui allo stato attuale non può emergere nessuna alternativa politica per i lavoratori e gli strati popolari. Ciò che spetta oggi fare ai comunisti è, come disse Gramsci a suo tempo, “rimettersi tranquillamente all’opera, ricominciando dall’inizio”.</p>
<p style="text-align: justify;">Ufficio Politico – Fronte Comunista (FC) &#8211; Segreteria Nazionale – Fronte della Gioventù Comunista (FGC)</p>
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		<title>RILANCIARE UNA PROPOSTA COMUNISTA CONTRO LA DESTRE REAZIONARIE E LE ILLUSIONI SOCIALDEMOCRATICHE. Dichiarazione della segreteria nazionale FGC sulle elezioni in Francia e il dibattito in Italia.</title>
		<link>https://www.gioventucomunista.it/rilanciare-una-proposta-comunista-contro-la-destre-reazionarie-e-le-illusioni-socialdemocratiche-dichiarazione-della-segreteria-nazionale-fgc-sulle-elezioni-in-francia-e-il-dibattito-in-italia/</link>
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		<pubDate>Wed, 21 Aug 2024 14:20:00 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Internazionale]]></category>
		<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[francia]]></category>
		<category><![CDATA[fronte popolare]]></category>
		<category><![CDATA[partito comunista]]></category>

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		<description><![CDATA[Non possiamo giocare di nuovo col fuoco, perché ci siamo già scottati abbastanza. Il risultato elettorale della coalizione “Nuovo Fronte Popolare” alle elezioni legislative in Francia viene oggi utilizzata sia dal Partito Democratico che dalle forze che si organizzano alla sua sinistra per promuovere, anche in Italia, l’idea di una nuova “unità di tutte le]]></description>
			<content:encoded><![CDATA[<div style="text-align: justify;" dir="auto">Non possiamo giocare di nuovo col fuoco, perché ci siamo già scottati abbastanza. Il risultato elettorale della coalizione “Nuovo Fronte Popolare” alle elezioni legislative in Francia viene oggi utilizzata sia dal Partito Democratico che dalle forze che si organizzano alla sua sinistra per promuovere, anche in Italia, l’idea di una nuova “unità di tutte le sinistre” nel nome del contrasto alla destra nazionalista e conservatrice. È una prospettiva che non condividiamo e che la storia ha già dimostrato essere disastrosa per il movimento operaio e i lavoratori nel nostro paese.</div>
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<div dir="auto">Nelle elezioni francesi, l’avanzata della destra radicale di Marine Le Pen ha visto sia i liberali che le forze socialdemocratiche reagire con una chiamata alle armi – e alle urne – per fermare l’ipotesi di un governo guidato dalla destra. A sinistra, è stata costruita in fretta e furia una coalizione elettorale tra i socialisti di Hollande, la France Insoumise di Melenchon, i verdi e il PCF.</div>
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<div dir="auto">Il fatto che una fetta importante del voto dei francesi e anche di settori estrazione operaia e popolare, tra cui quelli protagonisti delle lotte e degli scioperi degli scorsi anni, sia andato a questa coalizione, non cambia il suo carattere e la pericolosità delle illusioni che essa promuove. Al contrario, il sentimento genuino dei settori più avanzati dei lavoratori e degli strati popolari che hanno espresso un voto contro il nazionalismo, il razzismo e le posizioni reazionarie del RN, rende solo più grandi le responsabilità di chi oggi intercetta questo voto ma, nella sostanza, promuove illusioni e genera aspettative che saranno inevitabilmente tradite.</div>
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<div dir="auto">In Italia, conosciamo molto bene l’esperienza dei governi di sinistra e delle coalizioni “unitarie” della sinistra in nome della lotta contro il berlusconismo. I governi Prodi I (1996), D’Alema (1998), Prodi II (2006) hanno visto le forze comuniste allora presenti in Parlamento (PRC e PdCI) tramutarsi nella stampella di governi che in nome del “progressismo” hanno smantellato i diritti sul lavoro, partecipato attivamente alle guerre imperialiste, amministrato gli interessi del grande capitale nell’ambito della fedeltà dell’Italia a UE e NATO. Il risultato della compromissione dei comunisti con i governi non è stato un avanzamento del movimento operaio, ma al contrario la sua disfatta e un enorme arretramento collettivo di cui ancora oggi paghiamo carissimo il prezzo.</div>
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<div dir="auto">Il tradimento operato da quelle forze che hanno calpestato le speranze e la fiducia che milioni di proletari avevano riposto in loro è una delle ragioni in cui vanno ricercati due dati oggi complementari: l’elevatissimo astensionismo tra gli operai (più del 55% alle ultime elezioni europee) e l’egemonia della destra tra quei settori proletari che ancora votano.</div>
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<div dir="auto">In Francia, con argomenti molto simili a quelli che già avevamo conosciuto in Italia, le forze che fanno riferimento al Partito della Sinistra Europea (PCF e France Insoumise) si sono coalizzate con il Partito Socialista di Hollande, artefice del “jobs act francese” e di durissimi attacchi alla contrattazione collettiva e ai lavoratori, che giorni fa criticava Macron per aver inviato troppe poche armi all’Ucraina di Zelensky. Lo hanno fatto con un programma di compromesso che non entra in rottura né con le strategie fondamentali dell’Unione Europea e del grande capitale, né con la politica estera dell’imperialismo francese.</div>
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<div dir="auto">Quale che sia alla fine l’esito del processo di formazione del governo francese, questo “fronte popolare” si troverà davanti allo stesso dilemma di forze come Syriza, come Podemos, come il Movimento Cinque Stelle. Le promesse con cui si ottiene il risultato elettorale si scontrano con la necessità del capitale di avere un governo che risponda ai suoi interessi. Dire questo non è “gufare”, né è semplicemente giocare a prevedere il futuro. Le forze della Sinistra Europea hanno governato in Grecia imponendo il massacro sociale della BCE, governano oggi in Spagna in un paese che attacca lavoratori, studenti e partecipa ai piani di guerra della NATO, hanno sostenuto governi in Portogallo e diversi altri paesi europei dimostrandosi la stampella sinistra dell&#8217;amministrazione capitalistica.</div>
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<div dir="auto">Il punto che sottolineiamo è che promuovere illusioni sulla possibilità di governare il capitalismo in favore del popolo è una responsabilità politica profonda dell’opportunismo e delle forze della socialdemocrazia, che avrà come risultato solo quello di spingere ancora di più settori del proletariato insoddisfatti e delusi tra le braccia della destra nazionalista.</div>
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<div dir="auto">Se in Francia la prospettiva di un “nuovo fronte popolare” si impernia oggi attorno alla figura di Mélenchon, che non ha ancora condiviso responsabilità di governo, il fatto che in Italia questo avvienga attorno all’egemonia del Partito Democratico di Elly Schlein la rende solo più irricevibile. La &#8220;sinistra&#8221; che al governo fa le stesse cose della destra ed è indistinguibile dalla destra nelle direttrici fondamentali della sua politica, può solo rafforzare la destra.</div>
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<div dir="auto">Pensiamo che il nostro compito oggi, anche rispetto alla necessità di contrastare le forze nazionaliste e reazionarie, sia muovere passi avanti nel processo di raggruppamento in Italia di un partito comunista degno di questo nome; costruire questa forza politica come alternativa tanto al centro-sinistra quanto all’insieme delle forze politiche di questo sistema; rafforzare gli sforzi per elevare la coscienza dei lavoratori e delle masse, contro le illusioni.</div>
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<div dir="auto">L’alternativa politica alla destra, alla guerra imperialista, allo sfruttamento e alla povertà, può essere costruita dalla classe operaia e dai comunisti. Scorciatoie non ce ne sono.</div>
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<div style="text-align: justify;" dir="auto">«Non c’è vittoria, non c’è conquista, senza un grande partito comunista».</div>
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		<title>Una posizione comunista sulle elezioni europee dell’8-9 giugno. Dichiarazione congiunta dei Comitati Centrali del Fronte Comunista e del Fronte della Gioventù Comunista.</title>
		<link>https://www.gioventucomunista.it/una-posizione-comunista-sulle-elezioni-europee-dell8-9-giugno-dichiarazione-congiunta-dei-comitati-centrali-del-fronte-comunista-e-del-fronte-della-gioventu-comunista/</link>
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		<pubDate>Thu, 06 Jun 2024 20:32:27 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Internazionale]]></category>
		<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[elezioni europee]]></category>
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		<description><![CDATA[I. Sulla situazione in Europa e il carattere della UE II. L’Italia e le opzioni elettorali esistenti III. Mettiamo in campo una proposta per superare l’irrilevanza &#8212; I. Sulla situazione in Europa e il carattere della UE 1. Le elezioni del Parlamento Europeo, che in Italia si terranno l’8 e il 9 giugno 2024, avvengono in un contesto di grave approfondimento]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">I. Sulla situazione in Europa e il carattere della UE</p>
<p style="text-align: justify;">II. L’Italia e le opzioni elettorali esistenti</p>
<div style="text-align: justify;">III. Mettiamo in campo una proposta per superare l’irrilevanza</div>
<p style="text-align: justify;">&#8212;</p>
<p style="text-align: justify;">I. Sulla situazione in Europa e il carattere della UE</p>
<p style="text-align: justify;">1. Le elezioni del Parlamento Europeo, che in Italia si terranno l’8 e il 9 giugno 2024, avvengono in un contesto di grave approfondimento della crisi capitalistica e della competizione militare, politica ed economica tra le potenze capitalistiche, per la supremazia nel sistema imperialista internazionale. La tendenza mondiale alla polarizzazione in due campi contrapposti – allo stato attuale, un campo euro-atlantico e un campo euro-asiatico – trova una delle sue linee di faglia potenziali proprio in Europa e all’interno della stessa UE, dove emergono contraddizioni sempre maggiori tra le diverse fazioni della borghesia. La recessione economica della Germania, fortemente correlata al contesto della guerra imperialista in Ucraina, mostra che la spirale di un nuovo, ulteriore ciclo di crisi economica nel continente europeo è una possibilità concreta. In questo contesto, con le nubi di guerra e della crisi che si addensano e un attacco ai diritti dei popoli che continua a essere portato avanti, la massima chiarezza deve esserci sul carattere e la natura della UE da parte dei comunisti.</p>
<p style="text-align: justify;">2. L’Unione Europea è un’alleanza imperialista del grande capitale, controllata dai monopoli, dai grandi conglomerati economici, dalla grande finanza, che esprime a livello europeo la dittatura del capitale contro i popoli e i lavoratori. Trent’anni di storia della UE hanno dimostrato che questa non ha nulla a che vedere con la fratellanza tra i popoli, con l’internazionalismo, con le promesse di progresso, di pace e di benessere che hanno accompagnato la sua nascita. Il mercato unico europeo non è, e non avrebbe mai potuto essere, il terreno su cui si produce un avanzamento dei diritti e delle condizioni di vita dei lavoratori. Al contrario, ha dimostrato che la competizione per il profitto avviene sempre sulla pelle degli sfruttati. È un dato di fatto che dopo tre decenni il livello del potere d’acquisto legato ai salari reali, i tassi di occupazione e di occupazione stabile, la distribuzione della ricchezza, persino il livello delle libertà “democratiche”, sono fortemente peggiorati in tutti i paesi UE. Mentre la classe operaia di tutti i paesi subisce le politiche anti-popolari dell’UE e dei governi nazionali, spesso imposte a colpi di direttive e regolamenti europei; mentre più di 27mila rifugiati e immigrati sono morti in 10 anni per le politiche criminali dell’UE, mentre aumentano la repressione poliziesca e l’involuzione reazionaria, i capitalisti beneficiano di un’UE costruita su loro misura, al punto che il lobbying è apertamente istituzionalizzato e riconosciuto come una parte fondamentale per la “democrazia europea”. Nel frattempo, l’anticomunismo viene adottato come ideologia ufficiale della UE, attraverso l’equiparazione anti-storica tra comunismo e nazismo, e in numerosi paesi UE (Lettonia, Lituania, Polonia, solo per citarne alcuni) i partiti comunisti vengono messi al bando. Da comunisti, ribadiamo il carattere di classe, reazionario e antipopolare dell’Unione Europea, nonché l’irriformabilità di questa alleanza. Denunciamo l’illusione di “democratizzare” l’UE attraverso una riforma del ruolo dei suoi organismi, come il Parlamento Europeo, che viene oggi promossa dalle forze politiche di tutto lo schieramento borghese, da quello liberale a quello delle socialdemocrazie, vecchie e nuove. Riaffermiamo la posizione che abbiamo espresso nei nostri rispettivi congressi e tesi politiche: “se un’Europa dei popoli potrà nascere, sarà solo dalle ceneri dell’UE dei padroni e del capitale”.</p>
<p style="text-align: justify;">3. L’illusione dell’UE come portatrice di pace è definitivamente crollata dinanzi all’evidenza dello scontro imperialista in corso a livello internazionale, in cui la UE gioca un ruolo di primo piano. L’Unione Europea è in prima linea nel sostenere lo Stato di Israele, il suo piano genocida e l’occupazione illegittima dei territori palestinesi. Nel febbraio 2024, sotto il pretesto della difesa della “libertà di navigazione”, ha avviato l’operazione militare “Aspides” nel Mar Rosso, intervenendo di fatto nella guerra criminale che l’Arabia Saudita sta conducendo contro lo Yemen e incrementando il rischio di una più ampia escalation in Medio Oriente.</p>
<p style="text-align: justify;">L’UE è corresponsabile dell’escalation di guerra in Ucraina, dove si combatte oggi una sanguinosa guerra imperialista tra il blocco USA-UE-NATO e la Russia capitalista con i suoi alleati. Questo, non solo perché la maggior parte dei paesi UE è membro della NATO, ma anche perché ha cooperato per anni attivamente – e, in certa misura, anche autonomamente – con il regime ucraino. L’UE ha fornito al regime di Zelensky oltre 143 miliardi di euro dall’inizio della guerra, più altri 50 già stanziati per il prossimo, prelevati dalle tasche dei lavoratori e dei cittadini; tonnellate su tonnellate di armi, senza farsi nessuno scrupolo nel sostenere gruppi mercenari e bande neo-naziste come il battaglione Azov, che si sono macchiate di crimini orrendi contro la popolazione civile. Per la prima volta dopo 70 anni, l’Europa si trova davvero dinanzi a una guerra che può trasformarsi in un conflitto generalizzato, con la minaccia dell’utilizzo di armi nucleari che viene agitata dalle forze belligeranti.</p>
<p style="text-align: justify;">In questo contesto l’UE non è affatto un fattore di pace. È opportuno ricordare che la Commissione Europea ha, più volte, fatto appello esplicitamente alla necessità di adattarsi a una “economia di guerra” e che si sta intraprendendo la strada della costruzione di un “esercito europeo”.</p>
<p style="text-align: justify;">Le ragioni di questo conflitto, da entrambe le parti, stanno nella competizione inter-capitalistica per il controllo di mercati e quote di mercato, territori, risorse energetiche e minerarie, rotte commerciali e di approvvigionamento, etc. Stanno, in altre parole, nel capitalismo stesso; negli interessi del grande capitale che sono alla base dell’esistenza stessa dell’UE. La lotta per la pace e la fratellanza tra i popoli, contro l’imperialismo e i piani di guerra, è oggi più che mai anche una lotta contro l’UE.</p>
<p style="text-align: justify;">4.Le principali politiche promosse oggi dall’UE confermano il suo carattere antipopolare. Il “Green New Deal” dimostra che perfino l’emergenza climatica e ambientale viene utilizzata strumentalmente per promuovere una ristrutturazione capitalistica e nuove opportunità di profitto per i grandi monopoli; il piano europeo “Next Generation EU” prevede un fondo da 1,8 trilioni di euro destinati alle strategie di profitto dei monopoli, con l’ennesimo trasferimento di ricchezza dal basso verso l’alto; il nuovo Patto di Stabilità e Crescita, cui il Parlamento Europeo ha dato il via libera lo scorso Aprile, rappresenta il viatico per ingenti tagli alla spesa pubblica, che saranno scaricati sulle condizioni di vita e lavoro degli strati popolari; la nuova Politica Agricola Comuneschiaccia ulteriormente i piccoli produttori del settore agricolo in favore dei grandi monopoli; il nuovo “Patto UE sulla migrazione e l’asilo”, in totale spregio della Convenzione di Ginevra sui rifugiati, istituzionalizza ulteriormente il baratto tra gli Stati membri per la ripartizione degli immigrati come forza-lavoro a basso costo, mentre legittima la costruzione di veri e propri campi di concentramento in paesi extra-UE, come quelli in via di costruzione a seguito dell’accordo tra Italia e Albania, in cui deportare gli immigrati destinati all’espulsione.</p>
<p style="text-align: justify;">5. L’attuale tornata elettorale avviene nel contesto di una crescita generalizzata delle forze nazionaliste e reazionarie, e più in generale del nazionalismo sotto varie forme. L’avanzata di partiti di ultradestra in numerosi paesi europei apre oggi la possibilità di superare in senso reazionario la maggioranza che oggi è espressa nel Parlamento Europeo dall’alleanza tra PPE (centro-destra), S&amp;D (centro-sinistra) e ALDE (liberali). In particolare, è significativo che, in ultima istanza, la collocazione internazionale nello scenario della guerra imperialista sia la vera linea di faglia anche nelle divisioni tra le stesse forze nazionaliste. La presidente della Commissione Europea, Ursula Von der Leyen, ha aperto all’ingresso dei nazionalisti in una nuova maggioranza fissando tre criteri: essere a favore dell’UE, essere contro la Russia di Putin e – con notevole ipocrisia &#8211; “rispettare lo Stato di diritto”. L’apertura, nei fatti, è verso il gruppo dei Conservatori e Riformisti Europei, caratterizzato da maggiori garanzie nel rispetto della “fedeltà atlantica”, che vede oggi tra le principali forze che lo compongono proprio Fratelli d’Italia, assieme a Vox (Spagna) e all’ultradestra polacca di “Diritto e Giustizia”. Sull’altro versante si collocano le forze del gruppo “Identità e Democrazia”, dallo spiccato orientamento filo-russo che vede, tra gli altri, la Lega di Matteo Salvini assieme al Rassemblement National di Marine Le Pen in Francia e, fino a soli pochi giorni fa, alla Alternative für Deutschland in Germania, allontanata dinanzi all’ennesima insostenibile dichiarazione di un suo esponente, arrivato a riabilitare persino le SS. Oltre le forze politiche espressamente nazionaliste e reazionarie, è opportuno evidenziare che tutte le principali potenze europee, indipendentemente da chi siano governate, esprimono oggi una posizione de facto nazionalista, come dimostra l’atteggiamento sempre più aggressivo del governo francese di Macron, o anche l’intraprendenza dell’Italia nella promozione dei propri interessi imperialisti in Africa, nei Balcani, nel Mediterraneo. Questa tendenza rende ormai obsoleta anche la vecchia categoria di “sovranismo”, nel senso in cui poteva essere usata giornalisticamente per definire quelle forze politiche “euroscettiche” che, dagli anni della crisi dei debiti pubblici europei, si opponevano all’UE e ai suoi vincoli economici. Il dato da tenere a mente è che il nazionalismo, nelle sue forme più reazionarie, prima o poi viene sempre assunto a ideologia degli Stati capitalisti nel contesto della guerra imperialista.</p>
<p style="text-align: justify;">6. In questo scenario complesso, va sottolineata l’enorme importanza dei movimenti di protesta, espressione del malcontento dei settori operai e popolari, che hanno attraversato tutto il continente europeo negli ultimi anni. Grandi scioperi e lotte operaie hanno fermato la produzione e riempito le strade in paesi come Grecia, Francia, Regno Unito; in numerosi paesi, tra cui l’Italia, gli studenti sono scesi in piazza per difendere il diritto allo studio contro l’aziendalizzazione e la riorganizzazione ultra-capitalistica dell’istruzione pubblica e dell’università; gli agricoltori hanno bloccato le strade in tutta Europa contro la Politica Agricola Comune che li schiaccia. Da mesi, in tutti i paesi, milioni di persone si mobilitano in solidarietà al martoriato popolo palestinese, condannando la complicità dell’UE e dei governi europei nel genocidio perpetrato da Israele nella Striscia di Gaza e nell’occupazione della Palestina, sostenendo la legittima aspirazione del popolo palestinese ad avere un proprio Stato indipendente e sovrano. Con tutti i limiti e nella differenza delle forze espresse, questi sviluppi dimostrano che esistono le condizioni per una rinascita del movimento rivoluzionario in Europa e che, affinché queste forze non finiscano semplicemente per refluire, oggi più che mai c’è bisogno in Europa dei comunisti.</p>
<p style="text-align: justify;">&#8212;</p>
<p style="text-align: justify;">II. L’Italia e le opzioni elettorali in campo.</p>
<p style="text-align: justify;">7. In Italia, come in altri paesi, il periodo delle elezioni europee non va oltre la mera trasposizione della politica nazionale nel processo elettorale. Tutti i principali partiti si candidano alle elezioni europee agitando proposte che, di fatto, attengono alla politica nazionale e non a quella europea. Le diverse opzioni nel campo del sistema politico borghese non sentono la minima necessità di costruire il proprio consenso portando avanti una campagna elettorale su questioni inerenti alla politica dell’UE. Questo fenomeno, osservabile a ogni tornata elettorale europea, è l’ennesima riprova di quanto l’UE sia un centro di potere distante dai popoli e dai lavoratori.</p>
<p style="text-align: justify;">8. Nel centro-destra al governo, Fratelli d’Italia porta avanti un processo di accreditamento come forza politica di riferimento e di maggioranza sulla base della propria fedeltà euro-atlantica, mentre punta a rafforzare la propria posizione di principale partito nazionalista in Italia. Ciò avviene a scapito della Lega di Matteo Salvini, la cui stessa leadership nel partito è a rischio. Nella situazione che si prefigura, non è escludibile – ed è anzi altamente probabile – che si proceda a un “rimpasto” di governo con una ridefinizione dei rapporti di forza in favore di FdI.</p>
<p style="text-align: justify;">9. Nel centro-sinistra, il PD prosegue nel tentativo di riaffermazione del partito sotto la segreteria di Elly Schlein, in assenza di una vera alternatività al centro-destra su tutte le questioni fondamentali, a partire dalla guerra. Il Movimento Cinque Stelle, che negli ultimi anni ha puntato a ridefinirsi sulla base di proposte genuinamente socialdemocratiche, nel tentativo di occupare anche lo spazio a “sinistra” lasciato libero dal PD, sviluppa la sua campagna elettorale sui temi dell’ambiente e della pace, con l’appello alla diplomazia come alternativa al maggiore investimento nella guerra, omettendo il dettaglio di aver votato a favore di innumerevoli invii di armi all’Ucraina negli ultimi due anni, con la sola eccezione dell’ultimo pacchetto. L’Alleanza Verdi-Sinistra, a tutti gli effetti un’appendice politica del centro-sinistra, punta anch’essa sui temi dell’ambientalismo e del pacifismo nel tentativo disperato di superare la soglia di sbarramento, con la contraddizione enorme e non trascurabile tra la retorica pacifista e la propria compromissione con il PD, partito tra i principali garanti della fedeltà atlantica dell’Italia.</p>
<p style="text-align: justify;">10. Il centro liberale non riesce a presentarsi con una proposta elettorale unitaria capace di cavalcare fino in fondo l’ondata di affermazione dei partiti liberali registrata alle scorse elezioni europee. La divisione tra la lista “Siamo Europei” promossa da Azione e la lista “Stati Uniti d’Europa”, costruita attorno all’alleanza tra +Europa e Italia Viva, testimonia che è in corso una competizione per occupare questo spazio politico. Cionondimeno, va ribadito che il ritorno di forze spiccatamente liberali nello scenario politico italiano – che è anche conseguenza storica del superamento della funzione di massa dei partiti cristiano-popolari a seguito della crisi delle forze del movimento operaio – è un fenomeno da non sottovalutare, ancor più in relazione all’influenza che questi partiti e i loro network esercitano oggi tra le nuove generazioni.</p>
<p style="text-align: justify;">11. Quella che si avvicina è la prima tornata elettorale in cui manca un’opzione comunista – anche solo nominalmente, senza entrare nel merito – e persino una forza identificabile come “sinistra radicale”. Questo esito è stato certamente agevolato dalla modifica della legge elettorale che ha eliminato la possibilità dell’esonero dalla raccolta firme tramite il collegamento con gruppi e partiti europei, avvenuta a pochi mesi dal voto con metodi discutibili anche sul piano del rispetto delle regole “democratiche”, ma il risultato finale non cambia.</p>
<p style="text-align: justify;">La lista “Pace, Terra, Dignità” promossa da Michele Santoro, riproponendo il modello della costruzione delle liste unicamente attorno e in funzione di un personaggio che si ritiene mediaticamente efficace e cavalcando la facile “brandizzazione” della pace come tema elettorale, con la convergenza del Partito della Rifondazione Comunista , riesce nell’ardua impresa di superare a destra tutte le coalizioni elettorali costruite negli ultimi 15 anni nel tentativo di costruire la fantomatica “Syriza italiana”. Il leader della coalizione dichiara apertamente di essere contrario all’uscita dell’Italia dalla NATO, mentre esprime posizioni a dir poco tiepide nella condanna a Israele rispetto al massacro epocale in corso in Palestina. Se si fa il confronto con tutte le coalizioni elettorali degli ultimi anni, e con la stessa Potere al Popolo per come si presentava nel 2018, risulta assente il minimo richiamo ai lavoratori e all’identità popolare/operaia della lista, che mai come stavolta viene sfumata in un generico “civismo” pacifista.</p>
<p style="text-align: justify;">In questo contesto, Potere al Popolo fa i conti con la chiusura dell’esperienza di Unione Popolare e con l’assenza obbligata dalla tornata elettorale. A nostro avviso, i conti si dovrebbero fare con l’idea stessa di promuovere un partito che non sia un partito di classe e di avanguardia, con il progetto di inseguire un “populismo di sinistra” che difficilmente può trovare la sua ragione di esistenza in condizioni di limitatezza degli sbocchi elettorali immediati. È una critica che andrà necessariamente sviluppata e posta in altre sedi, che poniamo con rispetto nei confronti di una delle poche forze che in questi anni, a sinistra, è stata capace di organizzare forze nuove e non solo raschiare il fondo del barile del PCI “storico”.</p>
<p style="text-align: justify;">Infine, rispetto alle elezioni europee del 2018, l’assenza del PC certifica un dato già noto a tutti gli addetti ai lavori, cioè la scomparsa di questo partito, dilaniato dalle numerose scissioni dovute ai dissensi verso la linea scellerata imposta dal gruppo dirigente fedele a Marco Rizzo, ormai dedito alla costruzione di un nuovo partito politico di matrice sovranista-nazionalista, collocato apertamente accanto all’estrema destra e ormai del tutto estraneo al movimento comunista e alla sinistra di classe. L’incapacità di costruire un’alternativa politica credibile da parte delle altre sigle, a partire dal PCI di Mauro Alboresi fondato nell’ormai lontano 2016, completa il quadro della situazione. Quella che ci viene restituita è la fotografia impietosa della crisi attuale del movimento comunista in Italia, di cui l’irrilevanza elettorale è solo il sintomo.</p>
<p style="text-align: justify;">12. In questo contesto, non riteniamo che esistano le condizioni per dare un’indicazione di voto diversa da quella dell’annullamento della scheda. Se da sempre contestiamo in Italia la logica del voto utile, convinti che “il meno peggio porta sempre al peggio”, questa è ancor più improponibile nel contesto europeo, peraltro, tenendo conto che l’attuale Commissione Europea governa col favore (istituzionalmente non necessario) di una maggioranza in cui centro-destra, centro-sinistra e liberali sono uniti e votano assieme gran parte delle volte. Non condividiamo la decisione di chi, a sinistra, ha scelto di dare indicazione di voto per Ilaria Salis, cioè (nei fatti) per l’Alleanza Verdi-Sinistra, o la scelta di chi chiede di “turarsi il naso” e votare la lista Santoro. Queste scelte, nel migliore dei casi, possono produrre solo illusioni sul carattere di queste forze politiche senza far avanzare di un millimetro i rapporti di forza reali, laddove invece servirebbe un lavoro paziente e costante di educazione e di costruzione della coscienza nella nostra classe.</p>
<p style="text-align: justify;">Poiché muoviamo i passi da una posizione ben lontana dall’astensionismo estremista, e riconosciamo la lezione leninista sui compiti dei comunisti anche nel terreno elettorale, riconosciamo tutti i limiti della nostra indicazione di voto, che del resto sono i limiti di tutte le forze politiche che si trovano escluse dai processi elettorali. Proprio per questo, abbiamo scelto di non portare avanti una campagna diffusa per l’astensione dal voto, non ritenendola utile a costruire un reale avanzamento nella coscienza della classe operaia. Sappiamo bene, invece, che tanto lavoro resterà da fare all’indomani delle elezioni, e che su quel terreno si gioca in questa fase la partita dei comunisti.</p>
<p style="text-align: justify;">&#8212;</p>
<p style="text-align: justify;">Mettiamo in campo una proposta per superare l’irrilevanza.</p>
<p style="text-align: justify;">13. Tutte le avventure elettorali proposte a sinistra negli ultimi 16 anni si sono concluse con disastri che hanno prodotto arretramenti, delusione, disaffezione di migliaia di compagni che si sono ormai ritirati a vita privata. La significativa eccezione della lista “L’Altra Europa con Tsipras” presentata alle elezioni europee del 2014, che pure ha eletto eurodeputati rimasti in carica fino al 2019, ha dato un’altra importante lezione: neanche quando si raggiunge il risultato sperato (eleggere), questo si tramuta in passi avanti – di qualsiasi forma! – sul terreno della costruzione di un’organizzazione politica all’altezza dei compiti che la fase storica ci impone. Allo stato attuale, a meno di una settimana dal voto, non ci sembra che si prefiguri uno scenario significativamente diverso dai precedenti già visti.</p>
<p style="text-align: justify;">È lecito chiedersi quanto abbia senso continuare così, e rivolgere questa domanda a tutti i compagni che hanno intenzione di porsi seriamente la questione dell’organizzazione politica. Una questione che a nostro avviso è, allo stesso tempo, la questione della riorganizzazione di un partito comunista degno di questo nome, e anche la riapertura in Italia di una prospettiva comunista credibile, moderna, all’altezza dei tempi, degna di portare il nome di un partito che ha scritto le pagine migliori della storia di questo paese.</p>
<p style="text-align: justify;">Siamo convinti che questo processo non passerà, e sicuramente non potrà mai nascere, da un’avventura elettorale, dall’illusione di una svolta elettorale come foriera di cambiamenti tali da produrre il superamento dell’attuale condizione di irrilevanza dei comunisti. Si tratta di rimboccarsi le maniche, mettersi seriamente a un tavolo, discutere in modo franco e aperto della prospettiva della ricostruzione comunista in Italia. Non si tratta di fare un partito o una coalizione per andare alle elezioni, né di illudersi che saltando da un’elezione all’altra si possa magicamente far avanzare un processo reale di costruzione di un partito dei lavoratori. Si tratta di fare il partito, che al più può porsi il problema delle elezioni nella misura in cui esiste ed esprime qualcosa di reale. Questa è la sfida irrinunciabile che abbiamo davanti, che non ammette più scorciatoie. Pena il perdere tempo prezioso.</p>
<p style="text-align: justify;">14. Il Fronte Comunista (FC) e il Fronte della Gioventù Comunista (FGC) ribadiscono il proprio sostegno fraterno ai partiti comunisti di altri paesi membri dell&#8217;UE impegnati nella campagna elettorale per le elezioni europee, a partire dai partiti dell’Azione Comunista Europea (ECA), dai compagni del Partito Comunista di Grecia (KKE) e del Partito Comunista dei Lavoratori di Spagna (PCTE), il Partito Comunista di Svezia (SKP). Un’avanzata dei comunisti in un paese europeo, nel contesto attuale, può rafforzare la lotta e gli sforzi dei comunisti in tutti gli altri paesi. L’esempio e l’esperienza del movimento comunista internazionale sono un tesoro prezioso per chi, come noi in Italia, si trova oggi a lottare sulle macerie lasciate in eredità dall’opportunismo.</p>
<p style="text-align: justify;">15.Riteniamo maturi i tempi per un cambio di passo, a partire da noi stessi. È il momento di incrementare i nostri sforzi, il nostro lavoro congiunto, la nostra capacità di iniziativa e la propositività necessaria a far avanzare in Italia un percorso politico-organizzativo per la ricostruzione comunista, a partire dalle prossime settimane. Tutto il contributo militante, politico e teorico che possiamo dare ed esprimere nel confronto con i compagni in tutta Italia, con tutte le organizzazioni nazionali e locali, con collettivi e singoli militanti, con i lavoratori più coscienti e gli elementi di avanguardia del movimento operaio e sindacale, con tutti colori che si pongono il problema e riconoscono la necessità di costituire in partito le forze attuali, sarà da oggi rivolto proprio in questa direzione.</p>
<p style="text-align: justify;">Tutte le nostre energie sono oggi al servizio di questa causa.</p>
<p style="text-align: justify;">Il fuoco non si è spento.</p>
<p style="text-align: justify;">«Non c’è vittoria, non c’è conquista, senza un grande partito comunista».</p>
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		<title>ISABEL VARCHETTA (FGC) ELETTA PRESIDENTE DELLA CONSULTA DI REGGIO EMILIA CON IL 70%</title>
		<link>https://www.gioventucomunista.it/isabel-varchetta-fgc-eletta-presidente-della-consulta-di-reggio-emilia-con-il-70/</link>
		<comments>https://www.gioventucomunista.it/isabel-varchetta-fgc-eletta-presidente-della-consulta-di-reggio-emilia-con-il-70/#comments</comments>
		<pubDate>Wed, 11 Nov 2020 09:29:38 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[Scuola]]></category>
		<category><![CDATA[consulta]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[studenti]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=3189</guid>
		<description><![CDATA[Martedì 10 novembre si è svolta in via telematica la prima plenaria della Consulta Provinciale degli Studenti di Reggio Emilia che ha eletto presidente con il 70% dei voti Isabel Varchetta, militante comunista. Un ottimo risultato conseguito dopo un anno di opposizione alla presidenza di centro-sinistra, segnale della fiducia degli studenti nei confronti di un]]></description>
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" alt="" width="628" height="628" /></p>
<p style="text-align: justify;">Martedì 10 novembre si è svolta in via telematica la prima plenaria della Consulta Provinciale degli Studenti di Reggio Emilia che ha eletto presidente con il 70% dei voti Isabel Varchetta, militante comunista. Un ottimo risultato conseguito dopo un anno di opposizione alla presidenza di centro-sinistra, segnale della fiducia degli studenti nei confronti di un programma elettorale in rottura con le politiche del Governo.</p>
<p style="text-align: justify;">
<p style="text-align: justify;">«La pandemia lo ha dimostrato: serve un’inversione di rotta per la scuola pubblica» dichiara da neoeletta Varchetta «Dopo sei mesi di stop alle lezioni il Governo non è stato in grado di garantire un rientro sicuro né di risolvere i problemi della DAD. Dalle classi pollaio ai trasporti pubblici sovraffollati, ai dati preoccupanti che segnalano che 1 studente su 4 non ha accesso alle videolezioni, i rappresentanti degli studenti devono chiedere provvedimenti immediati. La Consulta deve farsi portavoce delle istanze studentesche per conquistare una scuola diversa, solo in questo modo daremo un senso al nostro mandato.»</p>
<p>&nbsp;</p>
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		<slash:comments>0</slash:comments>
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		<item>
		<title>NADIA GABBRIELLI (FGC) ELETTA PRESIDENTE DELLA CONSULTA DI FIRENZE.</title>
		<link>https://www.gioventucomunista.it/nadia-gabbrielli-fgc-eletta-presidente-della-consulta-di-firenze/</link>
		<comments>https://www.gioventucomunista.it/nadia-gabbrielli-fgc-eletta-presidente-della-consulta-di-firenze/#comments</comments>
		<pubDate>Mon, 11 Nov 2019 11:39:29 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Scuola]]></category>
		<category><![CDATA[consulta]]></category>
		<category><![CDATA[consulta degli studenti]]></category>
		<category><![CDATA[consulta provinciale]]></category>
		<category><![CDATA[consulte]]></category>
		<category><![CDATA[CPS]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[elezioni studentesche]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[firenze]]></category>
		<category><![CDATA[gabbrielli]]></category>
		<category><![CDATA[studenti]]></category>
		<category><![CDATA[vittoria]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=2941</guid>
		<description><![CDATA[Questa mattina si è svolta a Firenze la prima assemblea della Consulta Provinciale degli Studenti che ha eletto come suo Presidente Nadia Gabbrielli, studentessa del 4° anno e militante del Fronte della Gioventù Comunista. Ottenendo il 48% dei voti al primo turno e il 58% al ballottaggio l’elezione di Gabbrielli a Firenze rappresenta un ulteriore]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gioventucomunista.it/wp-content/uploads/2019/11/75362174_2721356644583777_5904132443337654272_n.png" rel="lightbox[2941]" title="75362174_2721356644583777_5904132443337654272_n"><img class="aligncenter size-full wp-image-2942" title="75362174_2721356644583777_5904132443337654272_n" src="http://www.gioventucomunista.it/wp-content/uploads/2019/11/75362174_2721356644583777_5904132443337654272_n.png" alt="" width="873" height="873" /></a>Questa mattina si è svolta a Firenze la prima assemblea della Consulta Provinciale degli Studenti che ha eletto come suo Presidente Nadia Gabbrielli, studentessa del 4° anno e militante del Fronte della Gioventù Comunista. Ottenendo il 48% dei voti al primo turno e il 58% al ballottaggio l’elezione di Gabbrielli a Firenze rappresenta un ulteriore avanzamento nella costruzione di un’alternativa al modello di rappresentanza istituzionale subordinata ai partiti di Governo. <span id="more-2941"></span>Un risultato importante in una Consulta che è stata gestita nel passato dalla destra, con una candidatura che ha sostenuto i valori dell’antifascismo nella città medaglia d’oro alla Resistenza.</p>
<p>«Vogliamo una Consulta che rappresenti realmente gli studenti e le loro necessità &#8211; dichiara la Presidente neo-eletta &#8211; e che denunci la condizione delle nostre scuole senza mezzi termini. Ho messo al centro del mio programma temi come l’alternanza scuola-lavoro, il diritto allo studio e l’edilizia scolastica perché solo ripartendo dai problemi degli studenti possiamo dare forza al nostro mandato di rappresentanti. L’istruzione pubblica è sotto attacco dalle politiche dei governi di centro-sinistra e centro-destra: serve una risposta concreta dagli studenti e da chi li rappresenta»</p>
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		</item>
		<item>
		<title>FGC ROMA. ELEZIONI UNIVERSITARIE: UN ELETTO AL CDS A ROMA TRE. 4% ALLA SAPIENZA.</title>
		<link>https://www.gioventucomunista.it/fgc-roma-elezioni-universitarie-un-eletto-al-cds-a-roma-tre-4-alla-sapienza/</link>
		<comments>https://www.gioventucomunista.it/fgc-roma-elezioni-universitarie-un-eletto-al-cds-a-roma-tre-4-alla-sapienza/#comments</comments>
		<pubDate>Fri, 24 May 2013 16:21:58 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Università]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[comunista]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[fronte]]></category>
		<category><![CDATA[gioventù]]></category>
		<category><![CDATA[rappresentanti]]></category>
		<category><![CDATA[roma tre]]></category>
		<category><![CDATA[sapienza]]></category>
		<category><![CDATA[studenti]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=728</guid>
		<description><![CDATA[I dati delle elezioni universitarie della Sapienza e di Roma Tre dimostrano che un primo passo è stato condotto dalla nostra organizzazione anche sull’università. A Roma Tre eleggiamo un nostro rappresentante nel CDS, risultato importante e non scontato. Sempre nella terza università si segnala un ottimo risultato nella facoltà di lettere. Alla Sapienza il dato]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">I dati delle elezioni universitarie della Sapienza e di Roma Tre dimostrano che un primo passo è stato condotto dalla nostra organizzazione anche sull’università. A Roma Tre eleggiamo un nostro rappresentante nel CDS, risultato importante e non scontato. Sempre nella terza università si segnala un ottimo risultato nella facoltà di lettere. Alla Sapienza il dato medio (tra elezioni del cda, del senato accademico e del comitato per lo sport e dell’agenzia regionale per il diritto allo studio) è del 4%. Si segnalano buoni risultati nelle facoltà scientifiche dove il Fronte ottiene il 12% ed in generale nella Città Universitaria e nelle facoltà che hanno sede a Roma, dove la nostra presenza &#8211;  sebbene la nostra organizzazione sia nata da poco meno di un anno &#8211;  è riconosciuta. Più bassi come previsto i voti nelle sedi distaccate nel resto della regione Lazio, dove i vari potentati accademici e logiche clientelari hanno ancora una volta spadroneggiato. Anche il risultato di medicina, che pesa molto sul totale, vede la vittoria delle liste vicine all’attuale Rettore, che ancora una volta ottengono proprio da medicina un bacino importante di voti. In questo quadro consideriamo certamente positivo il risultato ottenuto da Link, organizzazione universitaria che si è opposta alle politiche del governo Monti in questi mesi. Nel complesso le tre liste di sinistra che si pongono in aperta opposizione a questo governo ottengono circa 4.000 voti, a testimonianza di un crescente disillusione tra i giovani verso le politiche di questi anni. Adesso il nostro compito è trasformare quei voti in vera opposizione, in protagonismo diretto, da ogni facoltà nelle strade e nelle piazze, per portare avanti la lotta con ancora più slancio; rompere ogni posizione attendista e ogni residuo di logiche opportuniste passate, per sfociare in una lotta aperta senza compromessi, contro questo sistema di sfruttamento.</p>
<p style="text-align: justify;">Come abbiamo spesso detto per noi le elezioni non sono un obiettivo, ma un momento attraverso il quale continuare l’attività di radicamento dell’organizzazione nei luoghi di lavoro e di studio. Questo obiettivo è stato certamente raggiunto con molti studenti che si sono avvicinati alla nostra organizzazione e che chiedono di entrarne a far parte. Il risultato che abbiamo ottenuto ieri, è già passato. Oggi siamo già molti di più.</p>
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		</item>
		<item>
		<title>CON NAPOLITANO I POTERI FORTI SONO AL SICURO.</title>
		<link>https://www.gioventucomunista.it/con-napolitano-i-poteri-forti-sono-al-sicuro/</link>
		<comments>https://www.gioventucomunista.it/con-napolitano-i-poteri-forti-sono-al-sicuro/#comments</comments>
		<pubDate>Sun, 21 Apr 2013 11:21:00 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[comunista]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[fronte]]></category>
		<category><![CDATA[gioventù]]></category>
		<category><![CDATA[napolitano]]></category>
		<category><![CDATA[presidente]]></category>
		<category><![CDATA[repubblica]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=685</guid>
		<description><![CDATA[La riconferma di Napolitano alla Presidenza della Repubblica è un chiaro segnale di rassicurazione per gli equilibri del sistema economico ed internazionale, che una classe politica commissariata ed asservita consegna a garanzia del proseguimento delle politiche di macelleria sociale imposte dall’Unione Europea. Napolitano è stato il perno del disegno economico politico imposto dal capitalismo e]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;">La riconferma di Napolitano alla Presidenza della Repubblica è un chiaro segnale di rassicurazione per gli equilibri del sistema economico ed internazionale, che una classe politica commissariata ed asservita consegna a garanzia del proseguimento delle politiche di macelleria sociale imposte dall’Unione Europea. Napolitano è stato il perno del disegno economico politico imposto dal capitalismo e dall’Unione Europea, traghettando l’Italia al commissariamento con il governo Monti, e che oggi si appresta a fare altrettanto con un governo di larghe intese, che potrà solamente incrementare le politiche di attacco ai diritti dei lavoratori, i processi di dismissione del sistema pubblico, a partire dall’istruzione e della sanità.</p>
<p style="text-align: justify;">Quanti oggi gridano al golpe della &#8220;partitocrazia&#8221; dovrebbero piuttosto capire le profonde ragioni economiche che si celano dietro questa scelta. Il sistema dei partiti oggi additato come responsabile di questa condizione è in realtà l’ultima ruota del carro, l’esecutore di una precisa volontà che parte dai poteri economici. Confondere il complice con il mandante equivale oggi a difendere il sistema.</p>
<p style="text-align: justify;">Chi lo fa continua ad illudere le masse, a confondere il campo di scontro oggi in atto. Non ci appassiona l’indignazione per la mancata vittoria di Rodotà, un personaggio politico che non viene dalla nostra storia, come molti hanno affermato, ma dal tradimento della nostra storia, come Napolitano e tutto il gruppo dirigente del PDS-DS – PD. Un uomo di sinistra, quale che sia, è utile oggi a dare un volto nobile e amico, alle politiche di attacco ai nostri diritti. Compito fondamentale dei comunisti oggi è quello di trasformare l’indignazione per l’elezione del Presidente della Repubblica, nella consapevolezza del significato economico e politico che questo comporta, nella preparazione alla lotta contro le misure del prossimo governo. Ai giovani che in queste ore manifestano contro la decisione del PD di non votare Rodotà, ricordiamo che il Partito Democratico ha compromesso ogni sua credibilità, già nell’aver promosso e votato in questi anni alcune tra le peggiori riforme contro i diritti dei lavoratori, contro la scuola e l’università pubblica, nella direzione della privatizzazione di servizi sociali assicurati alla popolazione.</p>
<p style="text-align: justify;">Invitiamo fin da domani tutti i nostri militanti a spiegare queste ragioni, a lavorare nelle scuole, nelle facoltà, nei luoghi di lavoro, affinché si mettano in luce le vere ragioni alla base di questa scelta e le prospettive che ci attendono in futuro, rifuggendo dalle facili spiegazioni date dai media e dal tentativo di dirigere la giusta protesta ed indignazione contro la riconferma di Napolitano, nel solco del confronto tra personalità o del prodotto della partitocrazia.</p>
<p><em>Dichiarazione della Segreteria Nazionale del Fronte della Gioventù Comunista. </em></p>
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		<title>FELICITAZIONI PER LA VITTORIA DI MADURO.</title>
		<link>https://www.gioventucomunista.it/felicitazioni-per-la-vittoria-di-maduro/</link>
		<comments>https://www.gioventucomunista.it/felicitazioni-per-la-vittoria-di-maduro/#comments</comments>
		<pubDate>Mon, 15 Apr 2013 15:17:28 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Internazionale]]></category>
		<category><![CDATA[cc]]></category>
		<category><![CDATA[chàvez]]></category>
		<category><![CDATA[comitato centrale]]></category>
		<category><![CDATA[comunista]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[fronte]]></category>
		<category><![CDATA[gioventù]]></category>
		<category><![CDATA[maduro]]></category>
		<category><![CDATA[socialismo]]></category>
		<category><![CDATA[venezuela]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=680</guid>
		<description><![CDATA[Il Comitato Centrale del Fronte della Gioventù Comunista a nome  di tutti i militanti della nostra organizzazione, esprime la più sincera felicità per l’elezione alla presidenza della Repubblica Bolivariana del Venezuela del compagno Nicolas Maduro.Siamo consapevoli dell’importanza di questa vittoria per il popolo venezuelano e per tutte le forze progressiste ed antimperialiste dell’America Latina. Il]]></description>
			<content:encoded><![CDATA[<p class="MsoNormal" style="text-align: justify;">Il Comitato Centrale del Fronte della Gioventù Comunista a nome <span style="mso-spacerun: yes;"> </span>di tutti i militanti della nostra organizzazione, esprime la più sincera felicità per l’elezione alla presidenza della Repubblica Bolivariana del Venezuela del compagno Nicolas Maduro.Siamo consapevoli dell’importanza di questa vittoria per il popolo venezuelano e per tutte le forze progressiste ed antimperialiste dell’America Latina. Il popolo venezuelano ha rinnovato la sua fiducia ad un progetto di cambiamento, nonostante l’enorme campagna condotta ad ogni livello da parte delle forze imperialiste, che puntavano ad un rovesciamento degli equilibri esistenti.Siamo convinti che queste elezioni possano e debbano segnare una tappa ulteriore sulla strada della costruzione del socialismo in Venezuela, che costituiscano un prezioso insegnamento per il futuro e per le imprescindibili necessità che il processo di costruzione del socialismo deve portare con sé. Dal canto nostro, come fatto in questi mesi, continueremo a sostenere senza alcun indugio il processo rivoluzionario nella Repubblica Bolivariana del Venezuela, iniziato con Hugo Chàvez e che proseguirà con Maduro, coscienti dell’importanza che tale processo riveste non solo per il popolo venezuelano, ma per la libertà dei popoli dell’America Latina, e come esempio per i popoli di tutto il mondo. Ogni tentativo di rovesciare il risultato del voto venezuelano, ogni campagna ed azione imperialista, che miri a destabilizzare la situazione venezuelana, ci vedrà pronti a rispondere in modo militante, per sostenere il legittimo governo venezuelano, ed il processo della rivoluzione bolivariana.</p>
<p>Roma, 15 aprile 2013.</p>
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		<title>SPETTA ALLA GIOVENTU’ RICOSTRUIRE.</title>
		<link>https://www.gioventucomunista.it/spetta-alla-gioventu-ricostruire/</link>
		<comments>https://www.gioventucomunista.it/spetta-alla-gioventu-ricostruire/#comments</comments>
		<pubDate>Tue, 26 Feb 2013 07:39:49 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Comunicati]]></category>
		<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[appello]]></category>
		<category><![CDATA[compagne]]></category>
		<category><![CDATA[compagni]]></category>
		<category><![CDATA[comunista]]></category>
		<category><![CDATA[comuniste]]></category>
		<category><![CDATA[comunisti]]></category>
		<category><![CDATA[diliberto]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[ferrero]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[fgci]]></category>
		<category><![CDATA[fronte]]></category>
		<category><![CDATA[gc]]></category>
		<category><![CDATA[giovani]]></category>
		<category><![CDATA[gioventù]]></category>
		<category><![CDATA[ingoria]]></category>
		<category><![CDATA[lista]]></category>
		<category><![CDATA[ricostruire]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=622</guid>
		<description><![CDATA[ I risultati delle elezioni presentano la fotografia del disastro della sinistra, che a livello elettorale, ripropone quello ben più grave e profondo avvenuto nella società. Nelle prossime ore analizzeremo con attenzione i risultati, faremo le nostre considerazioni ulteriori rispetto a quanto già fatto nelle scorse settimane. Ma fin da queste prime ore dai risultati delle]]></description>
			<content:encoded><![CDATA[<p style="text-align: justify;"> I risultati delle elezioni presentano la fotografia del disastro della sinistra, che a livello elettorale, ripropone quello ben più grave e profondo avvenuto nella società. Nelle prossime ore analizzeremo con attenzione i risultati, faremo le nostre considerazioni ulteriori rispetto a quanto già fatto nelle scorse settimane. Ma fin da queste prime ore dai risultati delle elezioni, vogliamo lanciare il nostro appello a tutti i giovani comunisti del nostro paese. Ci rivolgiamo in particolare a tutti quei giovani compagni e compagne, che con dedizione hanno speso tutte le loro forze per fare campagna elettorale alla lista Ingroia. A tutti i ragazzi e le ragazze che, pur intravedendo i limiti di quel progetto, hanno voluto prestare il loro generoso contributo, riponendo fiducia ancora una volta nei loro gruppi dirigenti. Noi la pensavamo diversamente, lo abbiamo detto, ma non è questo il momento di fare polemica.</p>
<p style="text-align: justify;">Facciamo appello a tutti voi affinché si abbandoni ogni tattica opportunista che quei gruppi dirigenti hanno imposto in questi anni, e che insieme si possano ricostruire le basi per una presenza comunista in Italia. È un percorso che non ammette scorciatoie e che si costruisce prima di tutto sulla coerenza e sull’impegno militante. La situazione italiana ci impone di abbandonare ogni temporeggiamento, ogni ipocrisia, ogni tentennamento e di buttarci da subito con tutte le nostre energie nella costruzione di un progetto credibile a partire dai giovani. Spetta alla gioventù il compito di ricostruire.</p>
<p style="text-align: justify;">In questi mesi abbiamo costruito la nostra organizzazione in gran parte d’Italia. Siamo coscienti delle nostre mancanze, ma anche della nostra forza in un quadro generale di distruzione delle forze della sinistra e delle forze progressiste. Ma soprattutto siamo coscienti di aver messo in campo il primo tentativo di superare le divisioni di questi anni, sulla base di una linea politica coerentemente rivoluzionaria.Le porte della nostra organizzazione saranno sempre aperte per tutti quei compagni e quelle compagne che, stufi dell’opportunismo e dell’assenza di prospettive politiche reali, del lavoro utile solo alla sopravvivenza di gruppi dirigenti sconfitti, decideranno di lottare insieme a noi, per conquistare un’Italia socialista.</p>
<p style="text-align: justify;">Non c’è più tempo da perdere.</p>
<p>&nbsp;</p>
<p>Fronte della Gioventù Comunista</p>
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		<title>LORO VINCONO SEMPRE. NON VOTARLI, LOTTA!</title>
		<link>https://www.gioventucomunista.it/loro-vincono-sempre-non-votarli-lotta/</link>
		<comments>https://www.gioventucomunista.it/loro-vincono-sempre-non-votarli-lotta/#comments</comments>
		<pubDate>Fri, 01 Feb 2013 14:54:46 +0000</pubDate>
		<dc:creator>FGC</dc:creator>
				<category><![CDATA[Nazionale]]></category>
		<category><![CDATA[2013]]></category>
		<category><![CDATA[anti-campagna]]></category>
		<category><![CDATA[BCE]]></category>
		<category><![CDATA[benedetto XVI]]></category>
		<category><![CDATA[campagna]]></category>
		<category><![CDATA[comunista]]></category>
		<category><![CDATA[comunisti]]></category>
		<category><![CDATA[draghi]]></category>
		<category><![CDATA[elettorale]]></category>
		<category><![CDATA[elezioni]]></category>
		<category><![CDATA[europa]]></category>
		<category><![CDATA[fgc]]></category>
		<category><![CDATA[fiat]]></category>
		<category><![CDATA[forti]]></category>
		<category><![CDATA[fronte]]></category>
		<category><![CDATA[giovani]]></category>
		<category><![CDATA[gioventù]]></category>
		<category><![CDATA[governatore]]></category>
		<category><![CDATA[ingroia]]></category>
		<category><![CDATA[loro]]></category>
		<category><![CDATA[marchionne]]></category>
		<category><![CDATA[nato]]></category>
		<category><![CDATA[obama]]></category>
		<category><![CDATA[papa]]></category>
		<category><![CDATA[partiti]]></category>
		<category><![CDATA[pdl]]></category>
		<category><![CDATA[politiche]]></category>
		<category><![CDATA[poteri]]></category>
		<category><![CDATA[presidente]]></category>
		<category><![CDATA[sel pd]]></category>
		<category><![CDATA[unione europea]]></category>
		<category><![CDATA[usa]]></category>
		<category><![CDATA[vincono]]></category>

		<guid isPermaLink="false">http://www.gioventucomunista.it/?p=589</guid>
		<description><![CDATA[&#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; &#160; Tutti i partiti politici che si presentano alle elezioni hanno accettato gli assunti di questo sistema e la sottomissione della politica al potere dei grandi monopòli, della finanza, della chiesa e della nato. I poteri, che noi abbiamo rappresentato con le persone che a]]></description>
			<content:encoded><![CDATA[<p><a href="http://www.gioventucomunista.it/wp-content/uploads/2013/02/il-banco-vince-web.jpg" rel="lightbox[589]" title="il banco vince web"><img class="alignleft size-full wp-image-590" title="il banco vince web" src="http://www.gioventucomunista.it/wp-content/uploads/2013/02/il-banco-vince-web.jpg" alt="" width="591" height="351" /></a></p>
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<p style="text-align: justify;">Tutti i partiti politici che si presentano alle elezioni hanno accettato gli assunti di questo sistema e la sottomissione della politica al potere dei grandi monopòli, della finanza, della chiesa e della nato. I poteri, che noi abbiamo rappresentato con le persone che a nostro parere meglio li identificano, usciranno sempre vincitori da questa competizione elettorale, mentre ancora una volta a pagare saranno i lavoratori, i giovani disoccupati, gli studenti. Recentemente diversi sondaggi hanno riferito che più del 70% dei giovani non andrà a votare a queste elezioni. Non siamo astensionisti per principio o per disinteresse e non vogliamo che la nostra posizione venga presa come qualunquismo, così come non crediamo che un dato così imponente possa essere spiegato con il disinteresse. Noi partiamo da un dato reale: nessuno dei partiti o delle coalizioni che si presenterà alle elezioni è alternativo realmente a questo sistema,e crediamo che questa mancanza di possibilità di scegliere realmente in che direzione andare, sia la causa di una sfiducia così complessiva, che si fa ancora più forte tra le nuove generazioni. <span id="more-589"></span>Anche le liste di sinistra a vario titolo presentano delle forti ambiguità sul tema dell’Europa, del debito pubblico, del rapporto con il partito democratico. Sono questioni fondamentali su cui per noi non ci possono essere ambiguità dettate dal voler apparire “responsabili” proprio dinnanzi a quei poteri che in campagna elettorale si dice di voler arginare. Da destra a sinistra molti di dicono contrari ai finanziamenti alle scuole private, ma in queste legislature non c’è un partito che sotto minaccia di questione di fiducia non abbia accordato il suo assenso a provvedimenti che andavano in quella direzione. Tutti hanno governato e votato l’inizio o il proseguimento di missioni militari promosse dalla Nato. Tutti si riconoscono in questo sistema, o sostengono colazioni in cui la maggioranza si riconosce nel capitalismo e nelle regole del profitto. Molti si dicono contro la precarietà ma nessuno può dire di non aver votato almeno una delle riforme che hanno peggiorato la condizione dei lavoratori.  Nessuno propone l’uscita dall’Unione Europea, né il ripudio del debito pubblico e di conseguenza condanna i giovani ad un futuro di disoccupazione, precarietà e miseria, sotto i diktat delle imposizioni di Bruxelles.  Torneremo a votare quando potremmo votare un cambiamento effettivo, sapendo bene che sarà un modo per dare forza a un progetto di cambiamento reale, ma che non sarà solamente attraverso il voto che avverrà un cambiamento reale. Invitiamo i giovani ad unirsi alla nostra lotta contro il capitalismo e a conquistare insieme il nostro avvenire.</p>
<p style="text-align: justify;"><a href="http://www.gioventucomunista.it/wp-content/uploads/2013/02/obama-elezioni.jpg" rel="lightbox[589]" title="obama elezioni"><img class="alignleft size-thumbnail wp-image-592" title="obama elezioni" src="http://www.gioventucomunista.it/wp-content/uploads/2013/02/obama-elezioni-150x150.jpg" alt="" width="150" height="150" /></a></p>
<p style="text-align: justify;"><a href="http://www.gioventucomunista.it/wp-content/uploads/2013/02/papa-elezioni1.jpg" rel="lightbox[589]" title="papa elezioni"><img class="alignnone size-thumbnail wp-image-596" title="papa elezioni" src="http://www.gioventucomunista.it/wp-content/uploads/2013/02/papa-elezioni1-150x150.jpg" alt="" width="150" height="150" /></a><a href="http://www.gioventucomunista.it/wp-content/uploads/2013/02/marchionne-elezioni.jpg" rel="lightbox[589]" title="marchionne elezioni"><img class="alignnone size-thumbnail wp-image-595" title="marchionne elezioni" src="http://www.gioventucomunista.it/wp-content/uploads/2013/02/marchionne-elezioni-150x150.jpg" alt="" width="150" height="150" /></a></p>
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