Posted by Paco on Ene 30, 2017 in
Arte
É giá giovedí la settimana sta per terminare! Oggi il programma della scuola Delengua offre agli studenti un interessante attivitá: l’esposizione della collezione «Gerstenmaier» intitolata «Percorso di modernitá».
L’imprenditore tedesco Hans Rudolf Gerstenmaier, grande appassionato di pittura da decenni si é stabilito a Madrid. La capitale spagnola da molti anni accoglie la sua splendida collezione di pittura spagnola-fiamminga. Infatti Gerstenmaier in tutta la sua carriera da collezionista ha accumulato ben 150 opere di estrema bellezza. Ora é tempo di cambiare! Dal 18 marzo fino al 6 giugno 2010, il collezionista tedesco rederá pubbliche le sue raccolte di quadri a Granada.La mostra di pittura si terrá precisamente al Centro di Esposizioni di CajaGranada. 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)
Al Delengua non si é perso tempo, abbiamo inserito nel calendario tra le attivitá della scuola anche questa interessante esposizione d’arte dei secoli del modernismo( XIX e XX) caretterizati da un grande dinamismo pittorico. L’intento degli insegnanti é quello di trasmettere l’essenza di un arte influenzata da Goya, permettendo agli studenti di approfondire la conoscenza sull’arte spagnola.
Non siate diffidenti alla mostra, che non solo é gratis ma accoglie anche opere di autori del calibro di Sorolla, Zuloaga, Darío de Regoyos, Isidro Nonell o Anglada Camarasa. Anche questa volta sará un insegnante della scuola a fare da guida a tutti gli studenti che parteciperanno all’esposizione. Attraverso un accurata spiegazione sarete in grado di osservare il gioco di le luci e ombre, l’uso di colori e pèr un’ora vi sentirete dei veri e propri critici d’arte.
Etiquetas: arte spagnola, esposizione
Posted by Paco on Ene 27, 2017 in
Cinema
Chi non conosce Pedro Almodóvar alzi la mano!
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)
Il regista spagnolo piú famoso al mondo nell’estate 2010 scriverá la sceneggiatura del suo nuovo film»Decidme cómo es un árbol«(Ditemi com’é un albero). Il film si ispira al libro di Marcos Ana, poeta comunista che appena ventenne scontó 23anni di carcere sotto il regime di Francisco Franco. Le memorie del poeta spagnolo prenderanno vita e forma nel film di Pedro Almóvar, una nuova scommessa per sessatunenne regista spagnolo di Calzada de Calatrava (Ciudad Real).
Da i suoi primi lavori cinematografici come «La legge del desiderio»(1986) e «Donne sull’orlo di una crisi di nervi»(1988) fino ai capolavori mondiali di «Tutto su mia madre»(1999 – 1 oscar) e «Parla con lei»(2002 – 1oscar); le sue opere del regista sono sempre state influenzate dalla presenza di donne, sempre protagoniste in tutti i suoi film. Donne forti come i personaggi di Raimunda (Volver-2006) o di Pepa (Donne sull’orlo di una crisi di nervi-1988) interpretate rispettivamente da attrici del calibro di Penelope Cruz e Carmen Maura, che rappresentano in modo superbo la figura della donna spagnola che sopravvive alle difficoltá della vita di tutti i giorni.
Almodavár, nel suo nuovo film, affronterá un nuovo tema a lui quasi sconosciuto non piú incentrato sugli stati d’animo del mondo femminile, ma su quello maschile. Infatti il film racconterá le prime notti di libertà di Marcos Ana dopo la detenzione, e l’incontro e una prostituta, conosciuta appena…basta cosí! Vieni quest’estate alla scuola Delengua, segui i nostri corsi di spagnolo e tra le nostre attivitá inseriremo la visione dell’anteprima al cinema di «Decidme cómo es un árbol«.
Intervistato Pedro Almodóvar ha detto: «Questa è la storia del primo amore di Marcos Ana e di una prostituta che non si fece pagare perchè certe notti sono senza prezzo».
Etiquetas: film, Pedro Almodóvar
![Portal de la Escuela 2 con logo](http://corsi-spagnolo-granada-spagna.delengua.es/wp-content/uploads/2016/07/Portal-de-la-Escuela-2-con-logo-168x300.jpg)
Anno nuovo, vita nuova: che ne diresti di imparare una nuova lingua?
Hai mai pensato di dare una possibilitá allo spagnolo e di venirlo a studiare in Spagna?
La Escuela Delengua a Granada offre corsi di lingua e cultura spagnola per stranieri a prezzi interessanti e adatti a tutti i livelli, dai principianti assoluti ai piú avanzati.
I corsi della Scuola Delengua si dividono principalmente in due tipologie:
corsi di gruppo in classi di non oltre 8 alunni e corsi individuali solitamente riservati a persone che vogliono preparsi per una delle certificazioni ufficiali di lingua quali il DELE (Dipoma de Español como Lengua Extranjera), la certificazione superiore di spagnolo commerciale (Diploma de Español de los negocios) o in generale con specifiche esigenze dovute al loro lavoro e/o ai loro studi.
Tra questi si distinguono anche offerte per studenti Erasmus che di solito godono di prezzi ancor piú ridotti.
Tuttavia, affianco a queste due principali tipologie di corsi, Delengua ne offre molti altri: la Scuola impartisce infatti corsi specifici che spaziano dalla cultura spagnola ed ispano-americana, al flamenco, fino alla lingua necessaria per il lavoro in diversi campi, quali quello economico, giuridico, medico e turistico.
Imparare lo spagnolo in Spagna é sicuramente il modo migliore per acquisire una conoscenza reale e pratica di questa lingua cosí simile all’italiano, ma che è oggi parlata da oltre 500 milioni di persone in tutto il mondo come prima lingua e che nel prossimo futuro supererá i 600 milioni di locutori nativi.
Se non avevi ancora pensato di dare una possibilitá allo studio dello spagnolo forse il tuo 2017 potrebbe cominciare con un viaggio nella magica cittá dell’Alhambra alla Scuola Delengua.
Per maggiori informazioni sui corsi e le offerte della Escuela Delengua e sulle possibilitá di alloggio a Granada per lunghi soggiorni puoi visitare la nostra pagina facebook o scriverci una mail.
Saremo lieti di risponderti e aiutarti a programmare il tuo viaggio a Granada.