tag:blogger.com,1999:blog-43550386302782079022024-02-21T16:08:37.079+01:00Història de l'art - FEDAC AMÍLCARAnonymoushttp://www.blogger.com/profile/08003201971426727858noreply@blogger.comBlogger97125tag:blogger.com,1999:blog-4355038630278207902.post-65129633672919984042015-04-29T08:49:00.000+02:002015-04-29T08:49:00.037+02:00Mapa de l'art contemporani<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-33810064972337181272015-04-26T20:13:00.000+02:002015-04-26T20:13:00.183+02:00L'Expressionisme abstracte i les tendències informalistes<div style="text-align: justify;">
En acabar la guerra, mentre els mestres de les generacions anteriors continuen la seva activitat, entre els artistes més joves s'estén la necessitat de fer net, de trencar amb l'art anterior i buscar noves formes d'expressió. Fins als anys setanta, es desenvolupen un seguit de tendències que tenen com a punt en comú l'abstracció, l'alliberament de la supeditació a les formes preestablertes, siguin formes de la realitat o formes geomètriques. Es renuncia a l'organització compositiva i a tot allò que sigui elaboració racional, i s'insisteix en l'exaltació dels mecanismes irracionals i vitals i en la projecció lliure de l'expressivitat damunt del suport pictòric. Aquest predomini del gest, del traç que denota l'activitat del pintor, per damunt de la forma queda palès fins i tot en aquells artistes que parteixen de formes orgàniques (De Kooning, Saura). Els antecedents els hem de buscar en l'abstracció lírica del primer Kandinsky, en l'obra d'alguns pintors expressionistes i en l'automatisme preconitzat pels surrealistes.</div>
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<i><b>Amèrica: l'Expressionisme abstracte</b></i></div>
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Fins els anys 30, la pintura americana havia tingut un caràcter sucusalista respecte de l'art europeu, però després de la depressió del 29, diversos pintors comencen a elaborar un tipus de pintura abstracta que es convertirà, a finals dels 40, en el primer estil americà que assolirà importància universal i que va ser batejat per la crítica amb els noms d'<i>Expressionisme abstracte</i> i de <i>Nova pintura americana</i>.</div>
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Els pioners en l'allunyament de la forma van ser Mark Tobey, Arshile Gorky i Willem De Kooning, a partir d'influències tan diverses com l'automatisme surrealista o la cal·ligrafia xinesa. Però aquests pintors, a diferència dels europeus, no prenen com a punt de partença especulacions intel·lectuals. Com va observar Rosenberg, <i>el gran moment va arribar quan es va decidir pintar ... senzillament PINTAR</i>, d'aquí la importància que pren el gest , l'acció mateixa de pintar, com es veurà a l'obra de Pollock, que el mateix Rosenberg va batejar com <i>Action Painting</i> o <i>Pintura d'Acció</i>.</div>
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<b>Mark Tobey</b> (1890-1976), que havia estat a la Xina l'any 1934, es va interessar pels sistemes de signes de la cal·ligrafia oriental i per la filosofia Zen. Als anys 40, es basava en aquests signes però buidant-los de tot contingut lingüístic per a la realització de les seves<b> escriptures blanques</b> (<i>white writings</i>), com per exemple <i><b>Radiació ciutadana</b></i> (1944), on el laberint de línies blanques i fines repetides fins a l'infinit constitueix una mena de teixit de signes que expressen un univers silencios i subtil que invita a la meditació. En canvi, <b>Arshile Gorky</b> (1904-1948), armeni emigrat als Estats Units, reflecteix la influència de Miró i evoluciona cap una abstracció simbòlica i colorista.</div>
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<b>Willem De Kooning</b> (1904-1997), nascut a Holanda, havia estat en contacte amb el Neoplasticisme i amb els expressionistes, però al'establir-se als Estats Units, va canviar el caràcter crític de l'expressionisme europeu per una clara tendència a l'abstracció que expressa l'angoixa de la pròpia condició humana mitjançant el gest reflectit per unes pinzellades llargues i rabüides, un gest destructor que es manifesta en el quadre. De Kooning no va renunciar mai a la figura humana, especialment en la sèrie <i>Dones</i>, pintades entre 1950 i 1952, que són la part més coneguda de la seva producció i tema al qual va tornar els anys 80 utilitzant portes de fusta com a suport.<br />
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El pintor que va portar l'Expressionisme abstracte fins a les darreres conseqüències i que personifica més que cap altre l'<i>action painting</i> va ser <b>Jackson Pollock</b> (1912-1956). En els seus inicis, Pollock va ser influït pels muralistes mexicans (Orozco, Rivera) i pel Cubisme, sobretot per Picasso, però a partir de principis dels anys 40 la seva pintura s'allibera de qualsevol referència figurativa i posa en marxa la pintura d'acció: <b>abandona la pintura de cavallet i pinta quadres de grans dimensions</b> que col·loca directament a terra per tal de poder caminar-hi i actuar amb més llibertat. El gran format permet a Pollock <b>involucrar tot el cos en l'acte de pintar</b>, que ja no és només fruit del moviment de la mà. Paral·lelament, desenvolupa la <b>tècnica del <i>dripping</i></b> o degoteig de la pintura damunt del llenç amb pots foradats o pals xops de pintura. Aquestes són les principals característiques de les seves <i><b>Composicions</b></i>, fetes entre 1946 i 1950. </div>
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A Pollock li intressa més l'acció de pintar, l'acte físic que no pas l'obra acabada; allò que importa és el procés creatiu com a moment vital de l'artista: <i>Quan sóc dins del quadre no sóc conscient del que faig. Només després d'un temps de presa de consciència veig allò que he volgut fer ... la pintura té vida pròpia.</i> </div>
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El resultat és una complicada trama de línies que, sense cap referent espacial en el sentit de la perspectiva tradicional, crea una profunditat misteriosa per la superposició de línies i de capes de pintura. En un principi, el públic va rebutjar aquesta pintura incomprensible, però els elogis d'alguns crítics van acabar per convertir Pollock en un pintor d'èxit i les seves obres van ser comprades pels museus i fotografiades a les revistes de decoració. Paradoxalment, l'èxit va ser viscut com el gran fracàs de la seva actitud inconformista i va posar l'artista en un camí sense sortida. L'accident d'automòbil que va acabar amb la seva vida va contribuir a fer de Pollock un dels grans mites de l'art modern.</div>
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Mentre De Kooning i Pollock basaven la seva pintura en el gest, en l'acció mateixa de pintar, altres artistes americans encaminaven la seva recerca pictòrica per la via de l'experimentació amb el color: <b>Marc Rothko</b> (1903-1970) i <b>Barnett Newman</b> (1905-1970).</div>
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<b>Rothko</b> era un immigrant d'origen lituà, que fins a mitjans dels 40 va fer una pintura relacionada amb el surrealisme. Però a partir de 1947 comença a realitzar <b>grans llenços en què el color és l'únic component</b>. Aplica una pintura molt lleugera, amb un fons de color únic i un o diversos rectangles d'altres colors superposats. La superposició de tonalitats, a mena de successives veladures, i la grandiositat dels llenços provoquen una resposta emocional en l'espectador, que se sent immers en un ambient de superfícies cromàtiques. Rothko, com Pollock, va sentir la seva obra vulgaritzada quan es va convertir en un objecte decoratiu per a cases d'intel·lectuals benestants, i es va suïcidar l'any 1970. <b> </b><br />
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<b>Newman</b>, per la seva part, treballa també els grans formats amb superfícies de color, però tendeix a una simplificació geomètrica més propera a l'obra de Mondrian. En aquest sentit, es pot considerar el pare de l'anomenada <b><i>Abstracció freda </i></b>o geomètrica.<br />
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<i><b>L'Informalisme europeu</b></i></div>
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Un cop acabada la guerra, París torna a recuperar una part de la vitalitat perduda, tant per l'efecte del retorn d'alguns dels exiliats com per l'aparició en l'escena artística d'una nova generació. En un ambient molt influït per la filosofia existencialista de Jean Paul Sartre i pels corrents polítics d'esquerra, sorgeixen diversos moviments que tenen en comú <b>el rebuig de la figuració i la tendència al gest automàtic i a l'atzar</b>. Aquests corrents es coneixen amb la denominació genèrica d'<b>Informalisme</b> o <b>Abstracció lírica</b>, i es poden considerar paral·lels a l'<i>Action painting</i> americana. L'Abstracció lírica planteja la pintura com un fet emocional i informal, sense relació amb el racionalisme de l'abstracció geomètrica anterior a la guerra. Les influències s'han de buscar més aviat en l'automatisme surrealista de Miró i en el cromatisme de Paul Klee.</div>
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Els alemanys <b>Wols</b> (1913-1951) i <b>Hans Hartung</b> (1904-1989) i el francès<b> Georges Mathieu</b> (1921) són els principals representants de l'Informalisme, que alguns crítics van batejar també com a <i><b>Taquisme</b></i>, perquè fan una pintura en la qual l'expressivitat s'aconsegueix a base de taques o gargots de colors, si bé en el cas de Hartung s'evidencia una preferència per intenses pinzellades allargades de color negre, més properes al gestualisme de De Kooning.</div>
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També són propers a l'Abstracció americana els plantejaments del grup <b>COBRA</b>, nom format per les inicials de Copenhaguen, Brusel·les i Amsterdam, ciutats on sorgeix el grup. Els artistes de COBRA parteixen de la llibertat absoluta per a fer un art vehement que no admet formulacions o principis teòrics.</div>
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Com a figura individual, al marge dels grups, destaca el francès <b>Jean Dubuffet</b> (1901-1985), creador d'un estil que ell mateix va anomenar <i><b>art brut</b></i>. L'objectiu de Dubuffet és destruir per complet el concepte d'estètica i cercar les bases del nou art en allò que no és conscientment artístic: l'art infantil, l'art dels dements, les pintades i les taques de les parets. En la seva pintura, les figures esdevenen formes il·lògiques, agressives, grotesques, quelcom contrari al bon gust, però que assoleix una notable qualitat plàstica.</div>
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Dubuffet, en algunes de les seves obres, experimenta amb materials diversos com sorra, terres i coles que integra en el quadre. En aquest aspecte, es pot considerar precursor d'una tendència que apareix a la dècada dels 50, la <b>pintura matèrica</b>, que mostra una especial preocupació per les textures superficials mitjançant la incorporació al quadre de tota mena de materials com arpilleres, benes, terres, fustes cremades, etc. L'italià <b>Alberto Burri</b> (1915-1995) i el català <b>Antoni Tàpies</b> (1923-2012) en són els principals representants. La utilització de materials de rebuig no suposa una negació dels principis estètics, perquè els artistes apliquen principis de composició i dsitribució de superfícies i harmonies cromàtiques però afegeixen als recursos expressius tradicionals els propis de les qualitats materials dels elements afegits al quadre.</div>
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<i><b>L'Abstracció a l'Espanya de postguerra</b></i></div>
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L'establiment de la dicatdura franquista va suposar l'exili, la presó o la mort per a una part importantíssima dels artistes i intel·lectuals més avançats del període republicà. A més, el tancament de fronteres i l'aïllament internacional del règim de Franco després de la desfeta dels feixismes a la Segona Guerra Mundial va convertir el país en una illa on les influències d'allò que succeïa a la resta d'Europa i a Amèrica arribaven molt tard, filtrades per la rigorosa censura establerta sobre revistes i publicacions de tota mena.</div>
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En aquest ambient, la generació més jove, que no havia participat activament en la guerra, començava a despertar gràcies a l'empenta d'algunes individualitats engrescadores que van aglutinar al seu entorn grups d'artistes que mantenien un cert contacte amb l'exterior mitjançant les revistes que arribaven de sota mà i esporàdics viatges a l'estranger.</div>
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Malgrat totes les dificultats, l'Abstracció va tenir un desenvolupament noatble des de finals de la dècada dels 40. El primer moviment organitzat va srogir a Saragossa, on es va formar l'any 1947 el <b><i>Grupo Pórtico</i></b>, pioner de l'abstracció espanyola, nucleat al voltant de la llibreria <i>Pórtico</i> i del pintor i arquitecte <b>Santiago Lagunas</b> (1912-1995). L'any 1948 es construïren els grups <i><b>Escuela de Altamira</b></i> a Santander i <i><b>Dau al set</b></i> a Barcelona. Més tard, entre 1957 i 1960, va desenvolupar la seva activitat a Madrid el grup <i><b>El Paso</b></i>.</div>
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<i><b>Dau al Set</b></i> pren el seu nom de la revista publicada entre 1948 i 1956 per <b>Joan-Josep Tharrats</b> (1918-2001). Els altres membres del grup eren els pintors Antoni Tàpies, Joan Ponç, Modest Cuixart, Juan Eduardo Cirlot, Arnau Puig i Joan Brossa. Posteriorment, s'hi va afegir Josep Guinovart. L'activitat del grup es relaciona amb el Surrealisme, tot i que l'evolució posterior dels diferents artistes els va portar a solucions estètiques molt diferents. Mentre que Joan Ponç es va mantenir en l'estela surrealista, Tharrats, Cuixart, Guinovart i Tàpies van evolucionar cap a l'abstracció, amb una clara tendència a l'experimentació amb materials diversos, en relació amb la pintura matèrica.</div>
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<b>Antoni Tàpies</b> és l'artista del grup que ha obtingut un major reconeixement internacional i ha esdevingut una de les figures clau en la pintura europea del segona meitat del segle XX. En la seva trajectòria vital i artística és fonamental l'amistat que el va unir amb <b>Joan Brossa</b> des del 1946 i que va perdurar fins la mort de Brossa a finals de 1998. A través del poeta, Tàpies va entrar en relació amb els artistes de <i>Dau al Set</i>, va visitar Miró i va conèixer l'obra de Klee. A partir de mitjans de la dècada dels 50, va anar deixant de banda el surrealisme i va començar a elaborar un llenguatge personal que es caracteritza per l'abandonament de la figura i per un interès creixent pels efectes plàstics de la matèria. El primer pas són els collages (<i>Collage d'arròs i cordes</i>, 1947), que posteriorment s'enriqueixen amb esgarrapades sobre el llenç, empremtes i utilització de cordes, sorra, terra, fustes, etc.</div>
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L'estil madur de Tàpies es revela en els seus <i><b>murs</b></i>, grans superfícies construïdes amb una pasta densa formada per diferents materials i que apareixen pintades, esgarrapades, esquerdades com els murs dels carrers, ferits pel pas del temps i per l'acció de l'home (<i><b>Pintura amb creu vermella</b></i>, 1954; <i><b>T invertida sobre fons negre</b></i>, 1961, <i><b>Creu i R</b></i>, etc.). Les referències figuratives, però, no desapareixen completament de la pintura de Tàpies, com en les diverses obres que pinta entre 1965 i 1968 centrades en el cos humà: <i><b>Matèria en forma de peu</b></i> (1965), <b><i>Nu</i></b> (1966).</div>
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Però la pintura de Tàpies no es redueix a una investigació formal sobre la matèria pictòrica, sinó que té una profunda càrrega ideològica i politica: Tàpies, a partir dels anys seixanta, pren part activa en la lluita d'oposició a la dictadura franquista i manté una relació molt estreta amb el partit dels comunistes catalans (el PSUC). En general, tota l'obra de Tàpies té una càrrega emotiva molt forta, però en molts casos hi afegeix signes o formes que tenen una significació clara: les quatre barres de la Senyera a <b><i>L'esperit català</i></b> (1971), <i><b>Pintura romànica i barretina</b></i> (1971), <b><i>Catalunya-Llibertat</i></b> (1972), <i><b>Creu i R</b></i> (1975). Segons el poeta Pere Gimferrer, Tàpies encarna una tradició de cultura catalana diferent del classicisme conservador del Noucentisme, una tradició heterodoxa i innovadora que el poeta busca en Ramon Llull i en la pintura romànica. Però el catalanisme progressista de Tàpies no es refugia en l'especulació metafísica sinó que el porta a l'acció. Ell ho diu: <i>Faig que en mi sigui un clam el silenci de tots</i>.</div>
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L'esperit progressista i lluitador de Tàpies és paral·lel al de <b>Joan Brossa</b>, l'obra del qual no es pot identificar exclusivament amb la poesia, però tampoc amb la pintura o l'escultura. Brossa utilitza la paraula, la imatge i els objectes per a crear unes obres d'arrel surrealista, però que, al contrari de la retòrica d'alguns surrealistes com Dalí, denota la sinceritat del seu compromís progressista.</div>
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Per la seva banda, el grup El Paso aplegava també un conjunt d'artistes notables: Rafael Canogar, Antonio Saura, Manolo Millares i l'escultor Martín Chirino, entre d'altres. <b>Antonio Saura</b> (1930-1998) és, juntament amb Tàpies, la figura fonamental de l'Informalisme a Espanya. Saura parteix també del Surrealisme, però l'estada a França entre 1952 i 1955 el posa en contacte amb l'Informalisme francès i d'aquesta influència arrenca el seu estil: una pintura gestual, de grans pinzellades, propera a la de De Kooning, carregada d'expressivitat i amb una paleta reduïda pràcticament al blanc, al negre i als grisos. Saura no abandona la figuració, pinta figures humanes, tipus que repeteix sovint, convertits en veritables obsessions, deformats fins a convertir-los en monstres (segons expressió del mateix artista): dones (<i>Brigitte Bardot</i>), personatges històrics (<i>Retrat imaginari de Felip II</i>), capellans, crucifixions i el gos de Goya.</div>
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Els monstres de Saura surten de les imatges quotidianes de l'Espanya franquista: el crucifix que presidia les aules a les escoles, la insistència en la història de l'Espanya imperial i catòlica que feia de Felip II un mite, la presència dels capellans a l'ensenyament, a la ràdio, a les activitats festives, etc., però també les imatges d'allò prohibit, la sexualitat exemplificada en Brigitte Bardot, un dels mites eròtics del cinema en els anys 60, sense oblidar les imatges preses de la pròpia tradició pictòrica, com <i>El Gos de Goya</i> (1979).<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-82398963346163774702015-04-26T19:34:00.000+02:002015-04-26T19:34:00.811+02:00Els orígens del Racionalisme. L'Escola de la Bauhaus<div style="text-align: justify;">
El <b>Funcionalisme</b> o <b>Racionalisme</b> és, sens dubte, el moviment arquitectònic que més clarament ha marcat l'activitat constructora de tot el segle XX. El seu precedent el trobem a l'Escola de Chicago, sobretot en l'obra de Sullivan, qui defensa que l'interès primordial de l'arquitectura és la seva funcionalitat i que la forma ha d'estar, per tant, supeditada a la funció. A Europa, el funcionalisme arquitectònic està relacionat amb les tendències artístiques (avantguardes), especialment el <i>Neoplasticisme</i> holandès de Van Doesburg i Mondrian. Però el gran impuls de la nova forma de construir va venir de l'<i>Escola de la Bauhaus</i>.</div>
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El 1919, un any després de la finalització de la Primera Guerra Mundial, es fundà a Weimar, la capital de la nova república d'Alemanya, l'<b>Escola de la Bauhaus</b>, com a resultat de la fusió de l'escola de Belles Arts i de l'escola d'Arquitectura. <b>Walter Gropius</b> (1883-1969), el seu primer director, aspirava a superar el divorci entre el treball artesanal, amb un disseny acurat tant des del punt de vista estètic com funcional, i la producció industrial. L'escola va funcionar entre 1919 i 1924 a Weimar, i entre 1925 i 1933 a Dessau. Aquell any, els nazis van tancar la Bauhaus, aleshores dirigida per l'arquitecte <b>Ludwig Mies van der Rohe</b>, en considerar-se <i>un niu de bolxevics</i>.</div>
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Dels tallers de la Bauhaus (casa de la construcció) sortiren tota mena de dissenys funcionalistes per a l'habitatge (mobles, papers pintats, llums, teixits, etc.) que encara avui són punt de referència per als dissenyadors més avançats. Però, a més de les realitzacions concretes en el camp del disseny industrial, <b>la Bauhaus va fer aportacions fonamentals en dos altres aspectes: el sistema d'ensenyament i el disseny del mateix edifici de l'escola a Dessau</b>.</div>
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El plantejament del sistema d'ensenyament va ser, probablement, l'aspecte més revolucionari: en un ambient de completa dedicació, gairebé monàstica, els alumnes havien de fer un curs previ i, posteriorment, havien de superar tres cursos en què es combinaven el treball manual en els tallers amb el disseny i l'estudi dels processos de producció industrial. Molts dels professors de la Bauhaus van ser artistes capdavanters que, en gran part, van configurar tota una nova estètica del Funcionalisme: Wassili Kandinsky, Paul Klee, Laszlo Moholy-Nagy, Walter Gropius, Mies van der Rohe, etc.</div>
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La segona gran aportació va ser el mateix disseny de l'<b>edifici de la Bauhaus, construït per Gropius</b> en traslladar-se a l'escola a Dessau l'any 1925. L'edifici consta de tres blocs que corresponen a les diferents funcions: en el centre es troben l'entrada i el bloc dels tallers; a l'est hi ha una petita torre d'apartaments per als estudiants i professors que es comunica amb els tallers mitjançant un edifici baix on hi ha la sala de reunions i la cantina; al nord es troba l'edifici de les aules que es comunica amb el bloc central a través d'un cos elevat sobre el carrer d'accés. Els diferents blocs es distingeixen pel diferent tractament mural: la façana dels tallers és una superfície de vidre que deixa veure l'espai interior, mentre que els murs de les aules s'articulen amb bandes de finestres horitzontals, i la torre d'apartaments es resol amb obertures individualitzades.</div>
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Gropius volia fer de l'edifici un manifest, una demostració d'un mètode racional de disseny. Tanmateix, la seva influència va ser tan gran que va crear un "estil Bahuaus", davant el disgust del mateix Gropius, que rebutjava tota idea d'estil i demanava que s'arribés a les solucions a partir dels principis fonamentals.</div>
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L'edifici de la Bauhaus va ser la primera construcció important en què apareixen simultàniament totes les característiques de l'arquitectura actual en un tot unitari i coherent. Ara que el vocabulari formal d'aquest edifici ha passat a formar part del nostre llenguatge arquitectònic i que s'utilitza en la producció rutinària d'edificis sense personalitat, pot resultar difícil adonar-se de la seva originalitat.<br />
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Tot i la important tasca que la Bauhaus duia a terme, va rebre moltes crítiques dels sectors més conservadors d'Alemanya. Després de la renúncia de Gropius, l'arquitecte <b>Hannes Meyer</b> es va fer càrrec de la direcció de l'escola. La producció dels seus tallers es va intensificar i la Bauhaus va començar a ser coneguda mundialment. Els darrers anys en va ser director <b>Ludwig Mies van der Rohe </b>(1886-1969), l'arquitecte del <b>Pavelló alemany</b> a l'Exposició Universal de Barcelona de 1929, un dels edificis més significatius de l'arquitectura racionalista.</div>
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Molts dels arquitectes i artistes de la Bauhaus van emigrar als Estats Units a l'època del nazisme i de la Segona Guerra Mundial, i els principis de l'escola va trobar-hi un terreny propici. Gropius va aplicar els seus mètodes a la Universitat de Harvard, i Van der Rohe a l'<i>Illinois Institute of Technology</i> de Chicago. El mateix Van der Rohe va edificar el famós gratacels <i>Seagram Building</i> de Nova York, i Laszlo Moholy-Nagy va fundar a Chicago la <i>New Bauhaus</i>.</div>
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El deute de tots els dissenyadors moderns amb la Bauhaus és immens, i molts dels seus objectes encara resulten d'una sorprenent modernitat. A més, la Bauhaus és el punt de partença de tota l'arquitectura racionalista i funcional del segle XX. El Funcionalisme ha marcat de tal manera l'arquitectura del segle XX que es pot dir que no hi ha cap arquitecte que, amb més o menys encert, no hagi partit dels seus postulats bàsics en la seva obra.</div>
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A Catalunya, el Funcionalisme va donar lloc durant la II República a un important moviment encapçalat per <b>Josep Lluís Sert</b>, el <b>GATCPAC</b> (Grup d'Arquitectes i Tècnics Catalans per al Progrés de l'Arquitectura Contemporània). Però, més tard, Sert es va anar desviant de l'estricte racionalisme modular i rectilini cap a creacions d'una major sensibilitat que el van aproximar a concepcions organicistes, com per exemple l'edifici de la <i>Fundació Miró</i> a la muntanya de Montjuïc, a Barcelona.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-37334746404911197702015-04-21T19:00:00.001+02:002015-04-21T19:00:00.750+02:00La figuració realista<div style="text-align: justify;">
La història de l'art de les primeres dècades del segle XX ha posat l'èmfasi en el fenomen de les avantguardes (tendències), fins al punt d'oblidar l'existència simultània d'una pintura que, sense apartar-se de forma radical dels convencionalismes de la pintura tradicional, ha marcat de forma important el gust estètic de determinades èpoques i països al llarg del segle XX.</div>
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L'art figuratiu va ser valorat pel públic que, en moltes ocasions, no comprenia les propostes de les tendències; d'altra banda, l'art continua sent un poderós instrument de propaganda i, en aquest sentit, els experiments dels artistes més importants resultaven poc propicis per a transmetre missatges de caire polític o ideològic. De fet, excepte els primers anys de l'existència de la Unió Soviètica, cap Estat va promoure l'avantguardisme artístic, cosa que sí que van fer (sobretot els estats totalitaris) amb un cert realisme propagandístic.</div>
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Dins el conjunt de la pintura realista de la primera meitat del segle, podem destacar la pintura metafísica impulsada per Giorgio De Chirico, l'obra dels muralistes mexicans, el realisme socialista i el preciosisme americà dels anys 30, sense oblidar la <i>Nova Objectivitat</i> que hem estudiat dins l'Expressionisme alemany.</div>
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La <b>pintura metafísica</b> té el seu origen en l'obra de <b>Giorgio De Chirico</b> (1888-1978), animada per una ideología ambigua feta de fragments de Nietzsche i Freud, i que el mateix pintor va batejar com a metafísica, sense una relació clara amb el significar filosòfic del terme. El que caracteritza la pintura de De Chirico són els paisatges urbans desolats, traçats segons les normes de la perspectiva, amb efectes de llum tardoral i figures estàtiques (<i>Les muses inquietants</i>, 1916). </div>
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El teoritzador de la pintura metafísica va ser <b>Carlo Carrà</b> (1881-1966), que havia estat al grup dels futuristes (<i>El genet vermell,</i> 1913) per passar després a una pintura d'aire oníric on les figures es construeixen amb fragments de maniquins (<i>Mare i fill</i>, 1918). Molt diferent és l'obra de <b>Giorgio Morandi</b> (1890-1964), autor de natures mortes de colors suaus i volums precisats per una geometria que es pot relacionar amb el cubisme. Morandi és un contemplador de la realitat i prescindeix del simbolisme implícit en les obres de De Chirico i de Carrà.</div>
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El <b>Muralisme mexicà</b> és un fenomen artístic relacionat amb l'esclat de la revolució zapatista en aquest país centreamericà. L'Estat mexicà va adoptar una ideologia populista, exaltadora de la classe obrera i de l'indigenisme, i va voler expressar-la mitjançant grans pintures murals en els principals edificis públics. En aquesta tasca van destacar els pintors <b>José Clemente Orozco</b> (1883-1949), <b>David Alfaro Siqueiros </b>(1896-1974) i <b>Diego Rivera</b> (1886-1957), que elaboren grans composicions de caire expressionista que representen camperols i treballadors en actituds heroiques, com a emblemes de la revolució. Des del punt de vista pictòric, el més innovador va ser Diego Rivera, que en les seves estades a Europa va entrar en contacte amb el Cubisme i altres moviments d'avantguarda (tendències) i també amb la gran pintura del Renaixement i del Barroc. Fruit de la síntesi de diverses influències és el fresc de l'escala principal del Palau Nacional de Mèxic (1929-1935) que narra la història mexicana en una composició bigarrada. En relació amb l'obra dels muralistes desenvolupa la seva activitat <b>Frida Kahlo</b> (1910-1954), companya sentimental de Rivera, que es decanta per una pintura de menys càrrega ideològica que es pot relacionar amb el Surrealisme. Els muralistes mexicans representen l'intent més aconseguit de compaginar la modernitat estilística amb el compromís polític.</div>
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Un cas diferent és el del <b>Realisme socialista</b>, convertit en art oficial a la URSS a partir de finals de la dècada de 1920. L'efervescència revolucionària dels primers anys havia considerat que l'art d'avantguarda seria l'expressió de la modernitat del nou Estat dels treballadors, però l'evolució del poder estatal que desembocaria en la dictadura estalinista va portar a un enfortiment de tots els mecanismes de control ideològic, i l'art no en va quedar al marge. Des de les institucions soviètiques es va promocionar un art realista destinat a lloar els avenços de la revolució, exaltar la moral del treball, l'heroisme en la defensa de la revolució i, finalment, al culte al líder. El resultat és un art reiteratiu, oficialista, que repeteix motius, formes i actituds.</div>
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Un cas peculiar és el <b>desenvolupament artístic en l'Espanya republicana durant els anys de la Guerra Civil</b>. Les necessitats de la propaganda de guerra van portar a un art de missatges clars i entenedors, però sovint aquests missatges es van transmetre amb formulacions modernes des del punt de vista formal. Especialment destacable és la producció de cartells, promoguts per tota mena d'institucions, partits i sindicats; el cartellisme va centrar l'activitat d'artistes molt notables entre els quals podem destacar el valencià Josep Renau.</div>
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Paral·lelament, als Estats Units predominava la pintura figurativa, perquè els moviments d'avantguarda (tendències) es van introduir molt lentament. Dins aquest predomini de la figuració destaca la figura d'<b>Edward Hopper</b> (1883-1967), que transmet una sensació poètica de soledat i aïllament en els seus personatges solitaris (<i>Habitació d'hotel</i>, 1931).</div>
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En els anys 30, es va desenvolupar un moviment que podem anomenar Precisionisme, que intenta captar amb detall i minuciositat els objectes, amb una tècnica que s'aproxima a la precisió de la imatge fotogràfica. Destaca dins d'aquest moviment la pintora Georgia O'Keeffe.</div>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-49065125991232944772015-04-21T19:00:00.000+02:002015-04-21T19:00:03.873+02:00Destino (Salvador Dalí, Walt Disney)<div class="separator" style="clear: both; text-align: center;">
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-82018465875362748342015-04-19T20:15:00.000+02:002015-04-19T20:15:00.792+02:00El Surrealisme<div style="text-align: justify;">
<b>André Breton</b>, poeta francès, va redactar el 1924 a París el <i><b>Manifest Surrealista</b></i>, punt de partença d'un nou moviment artístic i literari que, de bon principi, va estar molt lligat al Dadaisme, moviment al qual es va adherir Breton en un primer moment. El mateix escriptor francès defineix així el Surrealisme: <i>Automatisme psíquic pur mitjançant el qual algú es proposa d'expressar verbalment , per escrit o de qualsevol altra forma, el funcionament real del pensament [...] en absència de qualsevol control exercit per la raó i al marge de tota preocupació estètica o moral</i>. Les idees de Breton es basaven en el seu coneixement de la psicoanàlisi de Freud i el comportament dels malalts psiquiàtrics.<b> El concepte bàsic és l'automatisme: quadres i poemes han de sorgir d'una mena de dictat màgic procedent de l'inconscien</b>t.</div>
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Malgrat els contactes dels primers surrealistes amb el Dadaisme, les actituds vitals dels dos moviments són força diferents. En tots dos casos es dóna una actitud combativa contra la cultura burgesa, però el Dadaisme ho fa des d'una òptica nihilista que nega qualsevol possibilitat alternativa o superadora, mentre que <b>els surrealistes creien en la possibilitat d'elaborar una nova cultura en una societat nova a la qual s'arribaria mitjançant la revolució</b>. Breton i alguns dels seus seguidors militaven en el Partit Comunista, del qual més tard la majoria es distanciaria, però tret de casos específics (el més conegut és el de Dalí) sempre continuaren amb posicions polítiques d'esquerra.</div>
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El Surrealisme va ser un moviment amb un component literari molt important (els poetes <b>Breton</b> i <b>Paul Eluard</b> van ser dues figures cabdals), al qual s'hi afegiren artistes diversos com el director de cinema <b>Luis Buñuel</b> i els pintors <b>Masson, Miró, Dalí, Max Ernst</b>, i molts altres, entre els quals es pot assenyalar Picasso, malgrat que mai no es va integrar en el grup que liderava Breton.</div>
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Dins la pintura surrealista podem distingir dues vessants: d'una banda, els artistes que apliquen el concepte d'automatisme pur i, de l'altra, els pintors que es basen en les imatges oníriques i en la plasmació del món dels somnis.</div>
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<b><i>L'Automatisme</i></b></div>
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<b>André Masson </b>i <b>Joan Miró </b>són els representants més destacats de l'<b>Automatisme surrealista</b>. <b>Masson </b>(1896-1987) feia pintures abstractes de gran agilitat i dinamisme abans del naixement del Surrealisme com a moviment artístic. Més tard, va realitzar les seves <b>pintures de sorra</b>: obres fetes amb el llenç a terra per tal de deixar caure cola en la qual s'enganxava la sorra en formes arbitràries que després completava l'artista amb els pinzells; aquest mètode de treball és semblant al que utilitzarien Pollock i altres pintors de l'Informalisme dels anys cinquanta. </div>
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<b>Joan Miró</b> (1893-1983), nascut a Barcelona, havia viatjat a París diverses vegades abans d'instal·lar-s'hi l'any 1924. Abans de la seva etapa parisenca, Miró feia una pintura figurativa, molt arrelada als temes rurals i als paisatges de Montroig del Camp (<i>Montroig, l'església i el poble</i>, 1919), en la qual combinava figures d'una objectivitat extrema amb solucions de tipus cubista. <b><i>La Masia</i></b> (1921) és l'obra que culmina aquesta etapa.</div>
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A París, Miró va aportar al Surrealisme la seva ingenuïtat i una creativitat extraordinària. A partir d'alguns elements de la poètica del Surrealisme, Miró crea un llenguatge personal en què les referències naturalistes són substituïdes per un conjunt de formes vagament orgàniques que semblen adquirir vida pròpia en els seus quadres i que conformen un llenguatge d'una gran expressivitat. <i>El carnaval de l'arlequí</i> (1924) és una de les obres en què el llenguatge pictòric mironià s'expressa en tota la seva plenitud creadora: alguns elements recorden la pintura tradicional, com la construcció de l'espai, la taula o la finestra, però aquest espai apareix poblat per criatures creades per la imaginació de l'artista a base d'introduir mutacions en les formes orgàniques i de barrejar signes de diversa mena com grafismes, notes musicals, objectes distorsionats, etc.<i> La llebre</i> (1927), <i>Interior holandès</i> (1928) o <i>Cap de pagès català</i> (1925) són altres obres significatives d'aquest període. </div>
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A partir dels anys 30, Miró va estendre la seva activitat al camp de les tres dimensions, elaborant escultures i objectes a manera de <i>ready-mades</i> que prenen formes suggeridores d'elements reals. Miró va continuar experimentant amb l'escultura al llarg de tota la seva vida, tant en petits objectes com en obres d'una certa monumentalitat destinades a espais urbans com <i>Dona i ocell</i> (Parc de Joan Miró, Barcelona).</div>
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Cal dir, però, que la llarga vida de Miró va fer possible una gran varietat temàtica i formal que no es pot enquadrar completament sota l'etiqueta del Surrealisme. La Guerra Civil Espanyola va sacsejar el pintor català, que va produir algunes obres on els colors s'enfosqueixen i l'angoixa s'expressa amb imatges colpidores com la <i>Natura morta amb sabata vella</i> (1937). La seva actitud favorable al govern de la República és palesa en el cartell <i>Aidez l'Espagne</i> (1937), fet per a recaptar fons per a la causa republicana.</div>
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La Segona Guerra Mundial, en canvi, va produir en Miró una reacció de tancament sobre si mateix. A partir de l'any 1940, Miró pinta la sèrie de les <b><i>Constel·lacions</i></b> (1940-1945), on es manifesta ja plenament la tendència al grafisme i a la simplificació dels colors que caracteritzarà la seva obra de maduresa. Arran de la invasió nazi de França, Miró torna a Espanya i s'instal·la a Mallorca, on resideix fins la seva mort, lliurat a una extraordinària activitat artística.</div>
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A l'obra de Miró, com a la de Klee, hi ha una mena de lirisme personal, de vegades fronterer amb l'abstracció, d'altres plenament abstracte, però sempre dotat d'una expressivitat poètica i vitalista. Des dels quadres poema dels anys 1925-1927 fins a les <i>Constel·lacions</i> (1940-1945) i els grans <i>Blaus</i> de 1961, Miró simplifica constantment la seva pintura i accentua el seu caire màgic. El significat de l'obra mironiana queda ben palès en la resposta que el pintor va donar quan un nen li va preguntar pel significat dels Blaus: <i>Pregunteu als ocells què diuen quan canten? Oi que no? Però us agrada escoltar-los.</i></div>
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<b><i>El Surrealisme oníric</i></b></div>
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El vessant oníric del Surrealisme està representat per Max Ernst, René Magritte i Salvador Dalí.</div>
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<b>Max Ernst </b>(1891-1976), després de treballar amb els expressionistes i els dadaistes, es trasllada a París i entra a l'òrbita del Surrealisme. La seva obra té molt d'investigació formal, de recerca de noves tècniques expressives (li interessa l'automatisme de Miró) com el <i>frottage</i>, que consisteix a fregar un llapis en un llenç col·locat sobre una superfície dura i rugosa (en realitat, el joc de calcar la moneda, però amb materials de diferents textures). Però al costat d'aquesta recerca, Ernst concep les imatges oníriques més inquietants del Surrealisme, amb obsessions com els ocells, els ulls i les mans barrejades en composicions estranyes com <b><i>Oedipus rex</i></b> (1922).</div>
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El belga <b>René Magritte</b> (1898-1967) practica una figura minuciosa i detallista però amb un ambient de malson produït per l'absència de la figura humana (<i>La condició humana</i>, 1934) o per la mutació de la lògica del cos com a <i>La violació</i> (1934), obra en la qual presenta la forma d'un rostre femení ocupada pel pit, el ventre i el pubis, amb el resultat d'una imatge que provoca una immediata resposta emcional per part de l'espectador.</div>
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L'empordanès <b>Salvador Dalí</b> (1904-1989) va entrar en contacte amb l'avantguarda intel·lectual espanyola en els seus anys a la <i>Residencia de Estudiantes</i> de Madrid, on va establir amistat amb el poeta García Lorca i amb el cineasta Luís Buñuel. L'any 1928 es va traslladar a París i es va afegir amb entussiasme al grup Surrealista. Dalí, que ja s'havia distanciat de Lorca, va col·laborar amb Buñuel en la pel·lícula <i>Un chien andalou</i> (Un gos andalús) i va desenvolupar una gran activitat pictòrica dins del grup de Breton. </div>
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Les diferències polítiques amb el poeta francès i amb Paul Eluard el fan distanciar també del grup per passar a considerar-se a si mateix com l'únic surrealista de veritat. Aïllat de la resta dels artistes, només acompanyat per Gala, que seria la seva musa fins a la mort, va elaborar allò que ell anomenava <b>mètode paranoicocrític</b>, consistent en associar imatges d'allò més arbitràries amb d'altres que sorgeixen com a obsessions, al llarg de tota la seva obra. Algunes d'aquestes imatges tenen el seu origen en els somnis, però altres provenen de la tradició pictòrica occidental, com els pagesos de l'Àngelus de Millet, reiteradament presents en les obres dalinianes.</div>
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<b>Dalí domina a la perfecció la tècnica pictòrica</b>: utilitza un dibuix impecable i precís, uns colors brillants i lluminosos per tal de representar objectes, paisatges i persones amb un realisme quasi fotogràfic (<i>Cistella de pa, Galarina, Dona a la finestra</i>, etc.).<b> La diferència amb la pintura tradicional rau en les associacions insòlites entre els elements del quadre i en l'atmosfera delirant i onírica que envolta les seves obres</b>.</div>
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<i>El gran masturbador</i> (1929), <i>La persistència de la memòria</i> (1931), amb els cèlebres rellotges tous, i <i>Somni causat pel vol d'una abella al voltant d'una magrana uns segons abans del despertar</i> són algunes de les millors obres de Dalí durant la seva etapa surrealista a París.</div>
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Després de la Guerra Civil i de la Segona Guerra Mundial, Dalí es retira a l'Empordà amb la seva musa Gala i comença un camí que, per una banda, aprofundeix en les seves obsessions i, per l'altra, es decanta cap una concepció de l'art com a show personal en què es barreja una mercantilització evident amb una mena de cinisme vital sempre imprevisible i genial.<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-70566833395090567182015-04-17T10:00:00.000+02:002015-04-17T10:00:14.981+02:00El Dadaisme<div style="text-align: justify;">
El moviment Dada sorgeix a la ciutat Suïssa de Zuric el 1916, en plena Primera Guerra Mundial. Molts artistes i escriptors es van exiliar dels seus països i van buscar refugi a la ciutat de Zuric, on es reunien al <i>Cabaret Voltaire</i>. Va ser en aquest local on el poeta romanès Tristan Tzara, el pintor Hans Arp i altres van crear el Dadaisme. <b>Dada és una paraula sense cap significat, inventada per Tzara, que designa una actitud de protesta, de rebuig a tot allò establert</b>, inclosos l'art dels museus i l'art de les avantguardes. De fet, la majoria de les obres dels dadaistes no es poden considerar artístiques en el sentit tradicional, i ells mateixos les van qualificar com antiartístiques. En tota l'activitat Dada hi ha un acte de provocació, però a diferència d'altres moviments, com el Futurisme, que plantejaven l'actitud de protesta amb una orientació positiva, de superació o de millora de la situació que criticaven, <b>el Dadaisme es pot considerar un moviment nihilista que va tenir el seu mitjà d'expressió fonamental en la ironia</b>.</div>
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La sorpresa i l'escàndol van ser principis de l'actuació dels dadaistes. No es pot parlar en sentit estricte d'un art dadaista sinó d'una utilització subjectiva de l'art on prima el sentit polèmic i irònic per damunt dels valors plàstics. A més de la ciutat de Zuric, el Dadaisme es desenvolupa de forma simultània i independent a Nova York, on l'obra de Duchamp coincideix amb els plantejaments del grup de Zuric. Posteriorment, André Breton s'hi sentirà atret i exportarà l'experiència a París. Hans Arp, Francis Picabia, Kurt Schwitters i Marcel Duchamp es poden considerar els principals representants d'aquest moviment. <br />
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<b>Schwitters</b> (1887-1948) vol trencar amb les limitacions imposades a les arts plàstiques per la utilització dels materials i les formes convencionals. Per tal de fer-ho, <b>introdueix deixalles en els seus collages, que anomenava <i>merzbilders</i></b>, com es pot veure en <i>El Psiquiatre</i>, que representa un rostre humà al qual s'hi afegeixen objectes diversos com un rodet de màquina d'escriure, un tros de xapa, botons, etc. A la seva casa d'Hannover va fer el muntatge <i><b>Merzbau</b></i>, una obra de maçoneria i materials diversos que canviava constantment.</div>
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<b>Marcel Duchamp</b> (1889-1968) va començar pintant obres basades en els principis del Cubisme i del Futurisme, com el cèlebre <b><i>Nu baixant l'escala</i></b> (1912-1916), on s'aplica la simultaneïtat per plasmar el moviment de l'home que baixa les escales. Molt aviat, però, l'obra de Duchamp va prendre un nou camí que el situa com a autèntic precursor del Dadaisme: es tracta de descontextualitzar objectes ja fabricats dotant-los d'una nova significació. Els objectes resultants els anomenava <b>ready-mades</b>, com la <i>Roda de bicicleta damunt d'un tamboret</i> (1913).</div>
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L'atreviment més espectacular de Duchamp va ser enviar el 1917 a la <i>Societat d'artistes independents</i> un urinari col·locat en posició invertida, signat amb el pseudònim R. Mutt i amb el títol <i><b>La Font</b></i>. Era l'exemple màxim d'allò que volia l'artista francès: la desacralització de l'art. Ell mateix es lamentaria més tard del reconeixement públic dels seus <i>ready-made</i>: <i>els vaig llençar els portaampolles i l'orinari al cap com una provocació i ara resulta que admiren la seva bellesa estètica.</i></div>
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L'obra més ambiciosa i de major complexitat iconogràfica va ser <i><b>El gran vidre</b></i> (<i>La soltera despullada pels seus solters, inclús</i>) que va elaborar entre 1913 i 1936. Es tracta de dos vidres simètrics que representen l'univers masculí i el femení mitjançant objectes afegits, pintura i fil de plom. Després d'un llarg període d'inactivitat, Duchamp va fixar-hi la pols que s'havia acumulat, però el va tornar a deixar perquè no acabava de veure com resoldre la relació entre les dues parts de l'obra: el trencament accidental del vidre, que va provocar unes fractures simètriques al llarg dels dos vidres va ser la solució. D'aquesta manera, la casualitat s'integrava en l'obra d'art.</div>
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El moviment Dada es dissol formalment l'any 1922, quan Tristan Tzara es dedica a recitar l'<i>Oració fúnebre per Dada</i> a diverses ciutats d'Alemanya. <b>El sentit de provocació que comportava el Dadaisme ha estat fonamental per tal d'entendre l'evolució posterior de l'art</b>. Tots els corrents conceptuals de la segona meitat del segle XX que consideren més important l'acte creador que no el resultat de la creació mateixa són hereus de l'esperit Dada.<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-64475342491056288482015-04-14T19:27:00.000+02:002015-04-14T19:27:01.004+02:00L'Abstracció<div style="text-align: justify;">
Entenem per art abstracte aquell que prescindeix completament dels objectes i les formes que podem reconèixer. Els pintors abstractes composen els seus quadres mitjançant la combinació de línies i colors en un sentit purament plàstic. Els moviments pictòrics anteriors, des de l'Impressionisme, havien afermat en diverses ocasions el valor del quadre en sí mateix i no com a còpia de la realitat: l'abstracció porta aquest principi a les darreres conseqüències en prescindir per complet de la referència a la realitat externa del quadre.</div>
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L'abstracció no és fenomen exclusiu de l'art del segle XX sinó que està fermament arrelat en tradicions artístiques tan riques com la islàmica, que prefereix les formes geomètriques, l'escriptura o les estilitzacions basades en formes vegetals, en comptes de la figura. És a la tradició europea nascuda amb el Renaixement que la imitació de la realitat havia esdevingut un axioma fonamental de la pintura.</div>
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La data de naixement de l'Abstracció moderna és l'any 1910, quan el pintor rus resident a Alemanya <b>Wassili Kandinsky</b> (1866-1944), un dels fundadors del grup expressionista <i>Der Blaue Reiter, </i>pinta la seva <b><i>Primera aquarel·la abstracta</i></b>. L'obra era, en principi, un paisatge molt estilitzat i colorista, però en contemplar-lo invertit, Kandinsky es va adonar de les enormes possibilitats expressives dels colors i les formes irregulars. A partir d'aquell moment, va començar a pintar quadres composats per grans taques de color amb les quals aconseguia efectes d'harmonia cromàtica capaços d'emocionar com ho fan les notes musicals.</div>
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En l'obra abstracta de Kandinsky es poden diferenciar dues etapes: de 1910 a 1921 i des d'aquesta data fins a la seva mort el 1944.</div>
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A la primera etapa (1910-1921), l'obra de Kandinsky es basa en els principis exposats al llibre <b><i>Sobre l'espiritualitat de l'art</i></b>, on relaciona els principis de la música i de la pintura, especialment el concepte de ritme. El resultat són unes obres de gran creativitat i dinamisme en les quals el color és protagonista absolut (<i>Pintura amb arc en negre; Composició IV, Improvisació XIV</i>, etc.). Aquesta <b>abstracció lírica</b> es basa en els efectes emotius que produeixen els colors en l'espectador. Segons Kandinsky, els diferents colors produeixen vibracions emotives, igual com els sons d'un piano. El predomini del color com a mitjà expressiu no vol dir que el pintor renunciï a les formes significatives, sinó que en pot prescindir. Dit d'una altra manera, l'abstracció és una forma d'expressió artístics que no nega la validesa d'altres, com es pot veure en diverses obres de Kandinsky en aquesta època, en les quals es combina l'abstracció amb algunes referències a la realitat.</div>
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En efecte, entre 1910 i 1914, Kandinsky va realitzar dues extenses sèries de quadres que va anomenar <i><b>Composicions</b></i> i <i><b>Improvisacions</b></i>, en alguns dels quals trobem elements semàntics clarament identificables com l'Arc de Sant Martí a la <i><b>Composició IV</b></i> (1911) o els canonsa la<i><b> Improvisació 30</b></i> (1913), però les formes es dilueixen en un mar de colors contrastats de contorns fluids, i sovint les formes identificables acaben per desaparèixer i donar pas a composicions completament abstractes.</div>
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La tornada de Kandinsky a Rússia després de la Revolució bolxevic de 1917 el va posar en contacte amb els artistes suprematistes i constructivistes, la qual cosa va provocar un canvi notable en el seu estil. A partir de 1921, va treballar com a professor a l'<i>Escola de la Bauhuaus</i>, i en la seva obra es reflecteixen clarament els principis racionalistes propis de l'escola. Són quadres de rigor geomètric en què els elements bàsics són el punt i la línia combinats amb colors primaris i complementaris: <i>Dins del cercle negre, Verd obert</i>, etc. Al llibre <i><b>Punt i línia sobre el pla</b></i>, teoritza aquests principis de l'abstracció racionalista.</div>
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L'enorme influx de Kandinsky sobre l'art del segle XX no es basa exclusivament en la seva obra pictòrica, sinó també en la tasca docent i en els textos teòrics, d'enorme interès i difusió. Tendències posteriors a la Segona Guerra Mundial, com ara l'Informalisme, són filles de l'obra teòrica del pintor rus.</div>
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A Rússia, els grans centres urbans de Moscou i Sant Petersburg apleguen un bon nombre d'artistes d'avantguarda que, amb l'esclat de la revolució, esdevenen símbols de la modernitat soviètica. Posteriorment, l'estalinisme va acabar amb l'art d'avantguarda i va promoure un art oficial (el realisme socialista) molt allunyat de la innovació i l'experimentació dels anys 20 i 30. El moviment més significatiu de l'abstracció pictòrica a Rússia és el <b>Suprematisme</b>, moviment encapçalat per <b>Kasimir Malevitch</b> (1878-1935), autor del Manifest del Suprematisme (1915). Aquest pintor proposa <i>el predomini absolut de la sensibilitat plàstica pura en les arts figuratives</i>. Les seves obres es caracteritzen per la simplicitat de les formes geomètriques i la utilització molt limitada del color. Va arribar a utilitzar un únic element geomètric i un únic color en el <i><b>Quadre negre sobre fons blanc</b></i>, o prescindir-ne totalment en el <i><b>Quadrat blanc sobre fons blanc</b></i> (1919). Malevitch va experimentar amb formes geomètriques amb volum. Les seves maquetes a base de cossos piramidals es troben en la frontera entre l'escultura abstracta i el disseny arquitectònic.</div>
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Holanda va ser el bressol de l'altre moviment que encarna l'abstracció geomètrica. Es tracta del <b>Neoplasticisme</b>, creat per<b> Pietr Mondrian</b> (1872-1931) i <b>Theo Van Doesburg</b> (1883-1931), fundadors de la revista<i><b> De Stijl</b></i> (<i>L'Estil</i>), que va publicar el primer número l'any 1917. El Neoplasticisme és una tendència intel·lectual que busca la puresa plàstica total tot treballant només amb formes geomètriques regulars i utilitzant els colors primaris (groc, vermell, blau) i neutres (blanc, negre, gris). Malgrat que el teòric del grup era Van Doesburg, va ser Mondrian qui va aplicar de forma més estricta els principis del Neoplasticisme a la pintura. En les obres madures de<b> Mondrian</b> no es renuncia mai a l'angle recte ni a l'ús exclusiu dels colors purs, i les composicions s'organitzen a base de línies negres que compartimenten el quadre en cel·les que s'acoloreixen de forma aleatòria. Els <b><i>Tableau</i></b> pintats entre 1920 i 1925 i les múltiples versions de <i><b>Composició en vermell, groc i blau</b></i> tenen un enorme poder d'atracció visual i han fet que el pintor holandès esdevingui un dels grans mites de la pintura del segle XX, al temps que les seves obres han estat inspiradores de dissenyadors, publicistes i decoradors.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-23216177169046055832015-04-07T20:28:00.003+02:002015-04-07T20:43:29.874+02:00<a href="http://www.rtve.es/alacarta/videos/programa/centenario-del-futurismo-marinetti-vanguardia-dinamico/416728/"><img alt="" height="356" 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" width="640" />Video futurisme</a>Anonymoushttp://www.blogger.com/profile/08003201971426727858noreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-29891800204971793782015-04-07T20:00:00.000+02:002015-04-07T20:00:04.963+02:00El Futurisme<div style="text-align: justify;">
L'any 1909, el poeta italià <b>Filippo Tomaso Marinetti</b> va publicar el <b><i>Primer Manifest Futurista</i></b>, en el qual exposava les claus ideològiques del nou moviment, amb frases provocadores com aquesta: <i>Un automòbil de competició que sembla córrer sobre metralla és més bell que la Victòria de Samotràcia</i>. El Futurisme és el primer moviment que parteix d'un Manifest que defineix la seva ideologia i els seus membres es comporten com un grup amb objectius prèviament fixats. Milà, la gran ciutat industrial del nord d'Itàlia, va ser la capital del Futurisme.</div>
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<b>El principi bàsic d'aquest moviment és la negació total dels valors del passat</b> (<i>S'ha de cremar els museus!</i>, exclama Marinetti en el seu manifest), amb l'objectiu de reivindicar només el futur, representat per la màquina i les innovacions tècniques. Malgrat aquesta exaltació de la novetat i del progrés tècnic, els futuristes van ser molt conservadors en aspectes com ara el rebuig del feminisme; d'altra banda, la fraseologia de marinetti no és gaire original i recull idees i frases de Niestzche i de Walt Whitmann, entre d'altres.</div>
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Els principals artistes futuristes van ser <b>Umberto Boccioni</b> (1882-1916), <b>Carlo Carrà</b> (1881-1966),<b> Gino Severini</b> (1883-1966) i <b>Giacomo Balla</b> (1874-1958). La principal preocupació que es manifesta en la pintura i l'escultura futurista és la <b>captació del moviment, del canvi, de la transformació</b>. Per tal d'aconseguir-ho, utilitzen <b>recursos propis del Cubisme</b>: figures definides per plans geomètrics, simultaneïtat de diferents punts de vista, etc. Aquest intent de captar el moviment per mitjà de procediments derivats del Cubisme ha fet que alguns autors considerin el Futurisme com un <b><i>Cubisme dinàmic</i></b>.</div>
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El pintor que va portar més lluny l'obsessió pel moviment va ser <b>Giacomo Balla</b>, que utilitza la tècnica de repetir les imatges, superposant-les com en una seqüència fílmica (<i>Velocitat abstracta: ha passat un automòbil</i>). La descomposició de les formes va portar Balla a resultats molt propers a l'abstracció.</div>
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<b>Umberto Boccioni</b>, un dels màxims representants del Futurisme, va traslladar també aquests principis a l'escultura en <i><b>Formes úniques de continuïtat en l'espai </b></i>(1913), obra en bronze que representa un home en posició de marxa. Tot i el rebuig teòric de l'art del passat, la figura sembla inspirada en les escultures hel·lenístiques que, com la <i>Victòria de Samotràcia</i>, utilitzen els plecs dels vestits per a donar sensació de moviment. Boccioni utilitza volums còncaus i convexos que es tallen en arestes molt marcades per tal d'aconseguir el mateix efecte dinàmic. Segons les seves pròpies paraules, volia trobar <i>no la forma pura, sinó el ritme plàstic pur; no la construcció del cos, sinó la construcció de l'acció del cos</i>.</div>
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Les idees dels futuristes i la seva fraseologia exaltada van ser utilitzades pel feixisme italià en la seva exaltació del nacionalisme, la violència i el militarisme. És ben significativa aquesta frase de Marinetti: <i>Volem glorificar la guerra, única higiene del món, el militarisme, el patriotisme, el gest destructor dels anarquistes, les belles idees que maten</i> ... Malgrat que alguns dels iniciadors del moviment estaven més a prop de l'anarquisme que no del moviment ultradretà, l'apropiació per part del feixisme de la seva estètica i de les seves idees ha portat a una identificació entre Feixisme i Futurisme, que ha influït en una valoració negativa del moviment per una part de la crítica.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-54670829856265601012015-03-22T20:18:00.001+01:002015-03-22T20:18:36.100+01:00Pablo Picasso<div class="separator" style="clear: both; text-align: center;">
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<br />Anonymoushttp://www.blogger.com/profile/08003201971426727858noreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-14245127279699132332015-03-22T17:00:00.000+01:002015-03-22T17:00:00.756+01:00El Cubisme<div style="text-align: justify;">
Les aportacions del Fauvisme i de l'Expressionisme al llenguatge pictòric partien de la utilització lliure del color i de la forma d'aplicar-lo, però no posaven en dubte, de forma sistemàtica, el sistema perspectiu heretat del Renaixement. El moviment cubista, en canvi, aprofundeix en la recerca de noves formes de representació iniciada per Cézanne.</div>
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<i><b>Antecedents i poètica del Cubisme</b></i></div>
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Els pintors impressionistes havien intentat apropar-se a la realitat visible i immediata per tal de copsar la seva fugacitat. El Cubisme parteix de la crítica a aquesta concepció, tot considerant que <b>el pintor no ha d'enregistrar com un notari les dades visuals, sinó que ha d'organitzar-les en una síntesi que en destaqui les dades essencials</b>. Els cubistes consideraven que la pintura impressionista era només retina, mancada de cervell.</div>
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El gran propagandista i teòric del Cubisme va ser el poeta <b>Guillaume Apollinaire</b>. Per a Apollinaire, <i>la geometria és a les arts plàstiques allò que la gramàtica és a l'art d'escriure</i>, idea que sintetitza la preocupació dels cubistes per l'elaboració dels objectes a base de formes pures.</div>
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L'antecedent de la poètica cubista és <b>Georges Seurat</b>, el pintor neoimpressionista que cap al 1880 havia volgut portar l'experiència impressionista cap a les darreres conseqüències, tot depurant-la d'allò que tenia de provisonal i incerta, i desenvolupant les seves teories sobre la forma i el color mitjançant la tècnica puntillista.</div>
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<b>El pintor que va centrar l'atenció de Picasso i Braque, els creadors del Cubisme, va ser Paul Cézanne</b>, del qual es va fer una exposició antològica a París l'any 1906, quan els dos joves pintors començaven la seva activitat artística a la capital francesa. Cézanne aporta el rigor i la coherència enfront del possibilisme i la immediatesa impressionista. La voluntat cezanniana per captar l'essència de les formes l'impulsa a representar els objectes des de diversos punts de vista i mostrar-ne cares diferents de forma simultània, creant en conseqüència unes relacions pictòriques diferents de les tradicionals. Aquesta serà la primera via de treball dels cubistes fins arribar a la destrucció de la perspectiva renaixentista.</div>
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Però <b>els antecedents del Cubisme cal buscar-los també en les formes d'expressió artístiques que podem qualificar com a primitives</b>. Picasso es va sentir atret per les màscares africanes, per l'escultura ibèrica i per la simplicitat de la pintura romànica. També va admirar l'obra d'un pintor francès de finals del XIX que es pot considerar iniciador de la <b>pintura naïf</b> (ingènua): <b>Henry Rousseau,</b> <i>el Duaner</i> (1839-1906).</div>
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<i><b>Naixement i evolució del Cubisme</b></i></div>
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<b>L'any 1907 Picasso va pintar <i>Les senyoretes del carrer d'Avinyó</i></b>, quadre en què les cinc figures femenines representades apareixen descompostes en plans o facetes, amb arestes vives, com si es vegessin simultàniament des de diferents punts de vista. Aquesta obra es considera el punt inicial del Cubisme. El nom deriva , un cop més, de la ironia d'un crític, Louis Vauxcelles, qui en parlar d'una exposició de Braque el 1908, escrivia: <i>Braque maltracta les formes, ho redueix tot a esquemes geomètrics, a cubs.</i></div>
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Els iniciadors del Cubisme van ser, doncs, <b>Pablo Picasso</b> (1881-1973) i <b>Georges Braque</b> (1882-1963), que van treballar junts a parís entre 1907 i 1914 aproximadament. Posteriorment, s'hi afegiren altres artistes com <b>Fernand Léger</b> (1881-1955), <b>Juan Gris</b> (1887-1927) i <b>Maria Blanchard </b> (1881-1932).</div>
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En una primera fase, l'anomenat <b>Cubisme analític</b>, la pintura cubista parteix de l'objecte, però el desfà en plans fins arribar a la seva percepció total. Prescindeix dels convencionalismes vigents des del Renaixement pel que fa a la perspectiva i la profunditat de l'espai pictòric. Es basa en el principi de simultaneïtat, és a dir, veu l'objecte des de diversos angles al mateix temps. És la primera de les tendències del segle XX que representa un trencament clar i definitiu amb la pintura tradicional, fins i tot amb l'impressionisme, ja que perd l'interès pel color i la pintura d'exteriors. La paleta dels cubistes és apagada, a base de grisos, ocres, verdosos. <i>Les senyoretes d'Avinyó, l'Autoretrat de 1907</i> i <i>La fàbrica d'Horta d'Ebre</i> de Picasso i <i>Paisatge de l'Estaque</i> i <i>Dona amb mandolina</i> de Georges Braque són exemples clars del Cubisme analític.</div>
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<b>Però a partir de 1911</b>, Picasso i Braque comencen a interessar-se per la utilització de diversos materials (<i>collage</i>) que se superposen en el quadre, com ara <i>Natura morta amb cadira de reixeta</i> de Picasso: és l'anomenat <b>Cubisme sintètic</b>. El pintor sembla partir dels materials pictòrics amb els quals organitza el motiu del quadre, de manera inversa al Cubisme analític, que partia de l'objecte per descompondre'l. Les facetes petites se substitueixen per plans amplis i la gamma de colors es fa més rica.</div>
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<b>El collage és una de les aportacions més afamades dels cubistes</b>, perquè introdueix noves possibilitats en afegir al quadre una matèria no estrictament pictòrica i obre així el camí que portarà als <i>mertz</i> dadaistes de Schwiters, als <i>objectes trobats</i> surrealistes i, més tard, a la <i>pintura matèrica</i>.</div>
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Després dels primers anys de treball conjunt de Picasso i Braque, el Cubisme pren diversos camins, més personals. Tant Gris com Léger afegeixen a la investigació cubista un nou sentit del color i del moviment. Per la seva banda, <b>Robert i Sònia Delaunay</b> desenvolupen una versió peculiat del Cubisme sintètic que Apollinaire va definir com a <b><i>Orfisme</i></b>. Composicions com<i> La ciutat</i> i <i>La Torre Eiffel</i> mostren diverses imatges que es fonen en una gran riquesa cromàtica. L'obra i els escrits de Delaunay van influir decisivament en Klee i Franz Marc.</div>
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Les formes geomètriques del Cubisme van atreure diversos escultors que en algun moment de la seva obra van passar per una fase cubista, tot i que, en general, el conjunt del seu treball no s'hi pot emmarcar. El més clarament emparentat amb les investigacions de Picasso i Braque va ser <b>Jacques Lipchitz</b> (1891-1973); altres escultors que s'hi poden relacionar són el romanès Brancusi i els espanyols <b>Julio González</b> i <b>Pablo Gargallo</b>.<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-58758057306434316492015-03-22T14:10:00.000+01:002015-03-22T14:10:00.250+01:00Pablo Picasso<div style="text-align: justify;">
L'obra de Pablo Picasso és, en certa manera, un recorregut per tota l'experiència de l'art contemporani. Tot i que el període cubista representa l'etapa més transcendent en l'activitat de Picasso, la seva trajectòria va molt més enllà perquè durant tota la seva llarga vida no va deixar d'experimentar nous camins en pintura, dibuix, escultura i ceràmica. És, potser, la màxima figura de la pintura del segle XX.</div>
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Nascut a Màlaga el 1881, la seva família es va traslladar successivament a La Corunya i a Barcelona, on es pot dir que comença l'activitat pictòrica del jove Picasso, abans de marxar a París l'any 1900. A Barcelona, va freqüentar els cercles modernistes (tertúlia de <i>Els Quatre Gats</i>) i va entrar en contacte amb les novetats que venien de París, la capital de l'art europeu.</div>
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Els primers temps a la ciutat del Sena van ser molt durs, amb moltes penúries econòmiques i vivint l'ambient bohemi que reflecteix a les pintures de l'<i><b>època blava</b></i> (<i>El vell guitarrista</i>) i de l'<b>època rosa</b> (<i>Els saltimbanquis</i>), que és com s'anomena la seva obra del període que va del 1900 al 1907, a causa dels colors dominants en els seus quadres.</div>
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<i><b>Les senyoretes d'Avinyó </b></i>(1907) suposà el començament de l'<b>etapa cubista</b>, en col·laboració amb Braque, tot i que en obres anteriors ja es pot endevinar la tendència a la geometrització i a la simplificació de volums (<i>Retrat de Gertrude Stein</i>, 1906). </div>
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El Cubisme marcarà decididament l'estètica picassiana perquè en aquest període realitza moltes troballes estètiques (la descomposició en diferents plans de les figures, la negació de la perspectiva clàssica, el <i>collage</i>) i elabora algunes de les obres cabdals: <i>La fàbrica d'Horta d'Ebre</i> (1909), <i>El retrat d'Ambroise Vollard</i> (1911), <i>Natura morta amb cadira de reixeta</i> (1912), <i>Els tres músics</i> (1921) i moltes d'altres.</div>
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Cap al 1915, encara en plena etapa cubista, Picasso va començar a pintar llenços amb figures modelades amb volum i amb un dibuix molt més precís, com un retorn a les formes més convencionals i sentimentals de l'època rosa (<i>Pauet com a arlequí</i>). La suggestió de la pintura dels grans mestres del Renaixement i del Barroc després del seu viatge a Itàlia de 1917 el va fer aprofundir en aquest camí amb quadres que mostren dones monumentals, grandioses per la seva mida i per la pesantor dels seus cossos. Aquesta <b>etapa classicista </b>il·lustra molt bé un dels trets fonamentals de l'actitud de Picasso davant l'obra d'art: la seva <b>estima per les coses concretes, per la referència al món real i visible</b>; sempre havia criticat els que <i>volien pintar allò que és invisible, és a dir, que no es pot pintar</i>.</div>
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També en aquest moment es fa evident una altra constant en la trajectòria del geni: la simultaneïtat dels estils. L'activitat creadora no es pot aturar, no pot rebutjar-se cap experiència del passat ni cap investigació cap al futur. La curiositat de Picasso és insaciable i es manifesta de maneres molt diverses. L'historiador Mario De Micheli ha qualificat Picasso com un eclèctic apassionat.</div>
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En plena maduresa, Picasso torna a Espanya el 1934 i desenvolupa una gran activitat. És l'època de les composicions taurines, que mostren toros magnífics, cavalls ferits, etc. En esclatar la Guerra Civil, Picasso se situa al costat del govern de la República, que lluita contra la insurrecció feixista i pinta un dels grans monuments de la cultura contemporània: <i><b>Guernica</b></i> (1937).</div>
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Després del llarg període bèl·lic que suposen la Guerra Civil Espanyola i la Segona Guerra Mundial, Picasso va continuar desenvolupant una activitat incessant fins a la seva mort, sigui prenent com a punt de referència les obres dels grans mestres del passat (<i>Massacre a Corea</i> - basat en <i>Els afusellaments</i> de Goya-, la sèrie de <i>Les Menines</i>), sigui en dibuixos i gravats d'un erotisme molt explícit, en petites escultures de formes orgàniques o en la darrera gran explosió de color de la sèrie<i> L'artista i la seva model</i>.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-74083505092375471922015-03-22T14:00:00.000+01:002015-03-22T14:00:04.805+01:00L'Expressionisme<div style="text-align: justify;">
L'Expressionisme és un ampli moviment, un estat d'ànim col·lectiu que dura, amb molts canvis i oscil·lacions, des de finals del segle XIX fins a mitjan segle XX.</div>
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El positivisme del segle XIX havia elaborat el mite del progrés indefinit: la societat burgesa capitalista, amb els seus avenços tècnics, esdevindria el millor dels móns possibles. Però la crisi de les primeres dècades del segle XX i, sobretot, la Primera Guerra Mundial, van desfer aquesta utopia del progrés sense límits. La liteartura i la filosofia (Zola, Nietzsche, Ibsen, Streindberg, etc.) havien obert el camí de la crítica al sistema des de perspectives revolucionàries o nihilistes.</div>
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L'Expressionisme neix sobre aquesta base de protesta i de crítica i s'assenta en un principi bàsic: l'obra d'art ha d'expressar un sentiment o emoció, més que no pas donar a conèixer la mera realitat física de les coses. En contrast amb l'Impressionisme, que resta lligat a les sensacions i a la visió exterior del món, l'Expressionisme dóna prioritat a la visió interior de l'artista. <b>Les obres expressionistes reflecteixen l'angoixa, el terror i la misèria. Volen plasmar en el llenç allò que és més profund de l'ànima humana, tot deformant la realitat visual per tal de remarcar l'expressivitat.</b></div>
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<i><b>Els antecedents. Munch</b></i></div>
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Els antecedents immediats de l'Expresionisme els hem de buscar en les darreres obres de Van Gogh i en l'obra del pintor noruec <b>Edward Munch</b> (1863-1944), que va viure a Alemanya del 1892 al 1908 i que en obres com <i><b>El crit</b></i>, <b><i>Madonna</i></b> i<i><b> Pubertat</b></i> representa la soledat de l'ésser humà en un conglomerat de línies diagonals i corbes. <i><b>El crit </b></i>és l'obra més coneguda de Munch i ha esdevingut la imatge emblemàtica de l'angoixa en el món contemporani: el crit deforma les coses, fins i tot el rostre del qual sorgeix, i converteix el quadre en un paisatge delirant a base de grans línies ondulades. Tot està fet en funció de l'expressió: el dibuix, el color i la composició. És la mateixa angoixa i el mateix llenguatge expressiu del Goya de les pintures negres i del Van Gogh de la Nit estelada.</div>
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<b>James Ensor</b> (1860-1949), pintor belga contemporani de Munch, és l'altre antecedent immediat de l'Expressionisme. Les seves obres més conegudes són de tema religiós, però amb un plantejament heterodox, amb un sentit satíric o burlesc, com es pot veure a <i><b>L'entrada de Crist a Brusel·les</b></i> (1889), paròdia de l'entrada de Crist a Jerusalem, on Crist participa a la desfilada de Carnaval enmig de l'alegria general. És aquest contingut histriònic allò que el situa com un antecedent de l'Expressionisme.</div>
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Molt diferent és el cas d'<b>Amedeo Modigliani</b> (1884-1920), pintor i escultor italià establert a París, que desenvolupa una poètica intimista i sensual basada en el cos humà; els quadres de dones nues, la part més coneguda de la seva producció, representen la figura en espais tancats i angoixants, amb punts de vista molt propers al cos, que es mostra amb una certa insolència; es tracta d'una recreació del tradicional tema de Venus. Els retrats són l'altra vessant fonamental de l'obra de Modigliani, que es pot relacionar amb l'Expressionisme en tant que cerca plasmar la subjectivitat de l'artista.</div>
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<i><b>L'Expressionisme alemany</b></i></div>
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El fenomen expressionista es manifesta amb particular intensitat a Alemanya, on el règim imperial i militarista del Kàiser Guillem II accentuava les contradiccions socials i polítiques. El primer grup expressionista pròpiament dit es forma a la ciutat alemanya de Dresde el 1905. És un moviment revolucionari no tan sols en l'aspecte pictòric sinó també en l'ideològic: <b>l'Expressionisme suposa una presa de posició enfront del món en què es desenvolupa</b>, com abans havia fet el Romanticisme. És un corrent d'oposició al positivisme i molt proper al nihilisme de la filosofia de Nietzsche. Alguns pintors fauvistes, sobretot Vlaminck, responen al mateix esperit.</div>
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Podem sintetizar l'evolució de l'Expressionisme en quatre moments:<b> </b></div>
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<b>En primer lloc, El grup<i> Die Brücke</i></b> (<i>El pont</i>), format a Dresde el 1905, del qual són els màxims representants <b>E.L.Kirchner</b> (1880-1938) i <b>Emil Nolde </b>(1867-1956), tot i que aquest només va pertànyer al grup durant un any. El seu treball es basa en l'admiració per Van Gogh, el rebuig de l'art del seu temps i l'exaltació d'un cert romanticisme artesanal. <i>Die Brücke </i>tenia un sentit clarament contestatari; allò que unia els pintors del grup era bàsicament l'intent de destruir les velles normes i la recerca de l'espontaneïtat i de la inspiració. El rebuig de les normes, de la disciplina externa, i l'exaltació de les pulsions emotives de cada artista és un dels punts clau de la poètica expressionista<b>.</b></div>
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<b>Kirchner </b>és qui mostra més clarament una actitud crítica vers la societat burgesa (<i>Cinc dones al carrer</i>), mentre que <b>Nolde</b> treballa sobretot temes religiosos però amb figures deformades i distorsionades. A més de constituir un pas en l'alliberament de l'art, <i>Die Brücke </i>suposa la recuperació de la tradició alemanya del gravat en fusta (xilografia) que havia tingut el seu punt culminant els segles XV i XVI.</div>
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Precisament, la consideració de l'Expressionisme com un moviment específicament alemany va provocar-ne l'intent d'apropiació per part del nazisme com a expressió genuïna de l'esperit nacionalista. Finalment, però, tota la pintura expressionista va merèixer la qualificació d'art "degenerat".</div>
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<b>En segon lloc, el 1911 es constitueix a Munic el grup <i>Der Blaue Reiter</i></b> (<i>El genet blau</i>) a l'entorn de les figures de <b>Wassili Kandinsky</b> (1866-1944) i <b>Franz Marc</b> (1880-1916), als quals s'afegí més tard <b>Paul Klee</b> (1871-1940). La publicació de l'almanac <i>Der Blaue Reiter </i>va permetre al grup aplegar un conjunt d'artistes, escriptors i músics molt diversos i de diferents països europeus, i reflectir la idea de Kandisnky que totes les manifestacions de l'art són vàlides (art infantil, primitiu, oriental, etc.) i que la missió de l'art modern és alliberar-se de la dependència respecte del món exterior per tal d'expressar l'esperit creador. L'esclat de la Primera Guerra Mundial va desfer el grup: Marc va morir, Kandinsky va tornar a Rússia i Paul Klee es va allistar a l'exèrcit.</div>
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Els artistes del <i>Genet blau </i>eren més lírics i menys agressius que els del grup<i> El Pont</i>. Utilitzen colors més suaus i el seu objectiu és captar l'essència espiritual de la realitat. Tenen una orientació més especulativa i prenen actituds més aviat refinades i gairebé aristocràtiques, a diferència de les postures radicals i agressives del grup de Dresde. Aquestes característiques són presents en obres com<i><b></b></i> <i><b>Seneci</b></i>, de Klee. Com a conseqüència lògica d'aquesta especulació formal, l'obra de Kandinsky i de Klee, dos dels pintors fonamentals del segle XX, deriva progressivament cap a l'abstracció.</div>
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<b>En tercer lloc, <i>La Nova Objectivitat</i></b> és un moviment que sorgeix arran de la dura experiència de la guerra, que esdevé determinant per a la formació dels artistes que treballen a Alemanya durant la República de Weimar. Els pintors <b>Georg Grosz</b> (1893-1959) i <b>Otto Dix</b> (1891-1969) i l'escultor <b>Ernst Barlach</b> (1870-1938) són les figures més representatives d'aquest <b>realisme expressionista que critica durament la situació social i política alemanya</b> en els seus escrits i en la seva obra plena d'imatges dures i esfereïdores. La <i>Nova Objectivitat </i>intenta superar el divorci iniciat a finals del segle XIX entre art i societat, tot creant un art objectiu, de gran precisió i claredat, a més de compromès políticament amb la lluita del proletariat urbà per la millora de les seves condicions de vida.</div>
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La representació dels "desastres de la guerra" és un dels grans temes del realisme expressionista (aiguaforts d'Otto Dix), però també ho són els retrats, l'ambient berlinès de postguerra, la hipocresia de la vida burgesa, i la ciutat industrial com a àmbit angoixant de la vida moderna. La visió apocalíptica de la ciutat moderna (Grosz: <i>Metròpolis</i>, 1917) està molt relacionada amb la del cinema expressionista alemany contemporani (Fritz Lang: <i>Metròpolis</i>, 1926).</div>
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L'arribada de Hitler al poder el 1933 va suposar el final de la <i>Nova Objectivitat</i> que, com d'altres manifestacions de l'art modern, va ser considerada pels nazis "art degenerat". Moltes de les obres més representatives de l'Expressionisme van ser destruïdes o venudes a galeries i col·leccionistes d'altres països, mentre que la majoria dels artistes es van veure abocats a l'exili o al silenci.</div>
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<b>En quart lloc</b>, després de la guerra, l'austríac <b>Oscar Kokoschka</b> (1886-1980), que havia format part del grup de Munic, va aglutinar entorn seu els expressionistes més joves i van mantenir viva una pintura que s'expressa amb abundància de pasta pictòrica, pinzellades violentes i colors molt contrastats.</div>
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L'ambigüitat del terme Expressionisme ha fet que la denominació hagi estat aplicada posteriorment a fenòmens molt diversos, tant en el camp de la pintura abstracta com en el de la figuració. De fet, de totes les tendències de la primera meitat del segle XX, l'Expressionisme és la que ha tingut una pervivència més clara en la pintura posterior a la Segona Guerra Mundial.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-19129389603389701792015-03-17T19:00:00.000+01:002015-03-17T19:00:00.655+01:00El Fauvisme<div style="text-align: justify;">
En parlar dels pintors postimpressionistes, citàvem unes paraules de Jean Cassou, crític i historiador de l'art, que convé recordar: <i>Després de l'Impressionisme es pot considerar que la pintura es bifurca per dues vies, per dos camins: un està marcat bàsicament per Cézanne i per la seva voluntat de construcció intel·lectual, per la seva voluntat de reordenar la naturalesa; l'altra via és la que parteix de Van Gogh [...] amb ell la pintura esdevindrà un mitjà per a expressar-se, no una imitació de la natura</i>. El Fauvisme i l'Expressionisme del segle XX són, seguint aquesta interpretació, fills de Van Gogh i dels seus intents per expressar la seva ànima mitjançant la pintura, mentre que el Cubisme serà l'hereu directe de Paul Cèzanne i la seva investigació sobre la forma.<b> </b><br />
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<b>El Fauvisme, la primera de les tendències del segle XX, neix al <i>Saló de Tardor</i> de l'any 1905, a Paris</b>. En una de les sales s'exhibien les obres d'un grup de pintors joves que utilitzaven colors violents i arbitraris, mentre que al mig hi havia una escultura de caire classicista. El crític Louis Vauxcelles va dir, en veure-ho, <i>Donatello parmi les fauves!</i> (Donatello entre les feres). L'apel·latiu <i>fauve</i> va restar com a nom propi d'aquest grup d'artistes format per <b>Henry Matisse, Maurice Vlaminck, André Derain, Raoul Dufy i Georges Rouault</b>, entre d'altres. Tot i així, el Fauvisme no és un moviment unitari, un grup ben definit i amb un programa propi com seran més tard el Futurisme i el Surrealisme.</div>
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El punt de partença de la pintura <i>fauve</i> són les investigacions sobre el color dels pintors simbolistes (sobretot <b>Gustave Moreau</b>, 1826-1898) i dels postimpressionistes Gauguin i Van Gogh.</div>
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<b>La característica formal més important del Fauvisme és l'autonomia del color respecte de la forma</b>. El color és el protagonista de l'obra, l'element que marca l'expressivitat i el sentit vitalista d'aquest estil, tot alliberant-se de la supeditació als colors reals dels objectes representats. Utilitzen principalment <b>colors primaris i complementaris</b>, i prescindeixen del negre. Els<i> fauves</i> donen una nova dimensió al color, que esdevé l'element que assumeix la funció constructiva dins del quadre, en el qual desapareixen el clarobscur, la perspectiva tridimensional i el modelat. L'aplicació del color en<b> pinzellades gruixudes i abundància de pasta</b> ajuda a donar expressivitat a les creacions fauvistes, concebudes com una exteriorització de l'emotivitat de l'artista. Caracteritza també el Fauvisme l'actitud de rebel·lia davant la societat burgesa.</div>
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El pintor més conegut del grup és <b>Henry Matisse</b> (1869-1954), format a l'escola del simbolista Gustave Moreau i molt influït per les grans figures del Postimpressionisme que començaren a ser reconegudes cap al 1900, poc abans de l'aparició del Fauvisme.</div>
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Comença amb una tècnica puntillista agafada del Neoimpressionisme (<i><b>Luxe, calma i voluptuositat</b></i>, 1904-1905), però més tard evoluciona cap a una organització del quadre en zones ben delimitades i contorns molt marcats (fins i tot alguns autors arriben a relacionar-lo amb la pintura romàntica). En el <b><i>Retrat de Madame Matisse amb ratlla verda</i></b> (1905), tot i tractar-se d'un retrat, Matisse no vol copiar la realitat sinó que ens vol transmetre la seva vivència personal sobre el rostre de la seva dona; la ratlla verda que ocupa l'espai del nas és clau en l'expressivitat del quadre, en el qual predomina el color vermell, complementari del verd. El vermell predomina també en els seus interiors, com <i><b>El taller vermell</b></i> (1911), una vista de l'estudi de l'artista en què els diversos elements (cadires, taules, quadres, etc.) es dibuixen tènuement sobre un fons uniforme de color vermell.</div>
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L'art de Matisse cerca produir plaer estètic en l'espectador, sense cap altra motivació expressiva, contestatària, etc. Els seus quadres posseeixen, segons les seves pròpies paraules, <i>una harmonia semblant a la d'una composició musical</i>. Potser per això la pintura del segle XX ha girat sovint els ulls cap al purisme artístic de Matisse.</div>
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Tot i la justa fama de Matisse i la seva presència a la famosa exposició de 1905, els pintors més conseqüents amb la postura rupturista i inconformista que caracteritza el moviment <i>Fauve</i> van ser <b>Maurice Vlaminck</b> (1876-1958) i <b>André Derain</b> (1880-1954). Més que no pas amb Gauguin, connecten directament amb Van Gogh, en el sentit que la pintura és per a ells, una forma de desencadenar damunt del llenç la força de les pròpies emocions. Per això els colors s'estenen amb agressivitat en el quadre, amb pinzellades violentes que recorden les del darrer Van Gogh. Enfront de la pura artisticitat de Matisse, Vlaminck vol, amb la seva pintura, <i>traduir instintivament i sense mètode una veritat no artística sinó humana</i>. Aquesta concepció de l'art estava íntimament lligada a la seva concepció de la vida i de les relacions socials, molt propera a l'anarquisme.<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-26529462641273122962015-03-13T10:41:00.002+01:002015-03-13T10:43:24.036+01:00Exposicions 3a<!--[if !mso]>
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" SemiHidden="true" UnhideWhenUsed="true"
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<w:LsdException Locked="false" Priority="62" Name="Light Grid"/>
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<w:LsdException Locked="false" Priority="19" QFormat="true"
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<w:LsdException Locked="false" Priority="31" QFormat="true"
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<w:LsdException Locked="false" Priority="32" QFormat="true"
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<w:LsdException Locked="false" Priority="33" QFormat="true" Name="Book Title"/>
<w:LsdException Locked="false" Priority="37" SemiHidden="true"
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<w:LsdException Locked="false" Priority="39" SemiHidden="true"
UnhideWhenUsed="true" QFormat="true" Name="TOC Heading"/>
<w:LsdException Locked="false" Priority="41" Name="Plain Table 1"/>
<w:LsdException Locked="false" Priority="42" Name="Plain Table 2"/>
<w:LsdException Locked="false" Priority="43" Name="Plain Table 3"/>
<w:LsdException Locked="false" Priority="44" Name="Plain Table 4"/>
<w:LsdException Locked="false" Priority="45" Name="Plain Table 5"/>
<w:LsdException Locked="false" Priority="40" Name="Grid Table Light"/>
<w:LsdException Locked="false" Priority="46" Name="Grid Table 1 Light"/>
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<w:LsdException Locked="false" Priority="48" Name="Grid Table 3"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark"/>
<w:LsdException Locked="false" Priority="51" Name="Grid Table 6 Colorful"/>
<w:LsdException Locked="false" Priority="52" Name="Grid Table 7 Colorful"/>
<w:LsdException Locked="false" Priority="46"
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<w:LsdException Locked="false" Priority="47" Name="Grid Table 2 Accent 1"/>
<w:LsdException Locked="false" Priority="48" Name="Grid Table 3 Accent 1"/>
<w:LsdException Locked="false" Priority="49" Name="Grid Table 4 Accent 1"/>
<w:LsdException Locked="false" Priority="50" Name="Grid Table 5 Dark Accent 1"/>
<w:LsdException Locked="false" Priority="51"
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<w:LsdException Locked="false" Priority="52"
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</o:shapelayout></xml><![endif]--><span lang="CA" style="font-family: "Century Gothic","sans-serif";">Història de l’Art, 2n de
Batxillerat</span><br />
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Gilbert
Roma</span><br />
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Curs
2014-2015</span><br />
<div align="center" class="MsoNormal" style="text-align: center;">
<b><span lang="CA" style="font-family: "Century Gothic","sans-serif"; font-size: 11.0pt;"><br />
CALENDARI DE LES EXPOSICIONS ORALS (TERCERA AVALUACIÓ)</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Century Gothic","sans-serif";">Obra</span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Century Gothic","sans-serif";">Dia</span></b></div>
</td>
<td style="background: #CCCCCC; border-left: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span lang="CA" style="font-family: "Century Gothic","sans-serif";">Alumne</span></b></div>
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<tr style="height: 19.85pt; mso-yfti-irow: 1;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">El
crit</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">19/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Érika</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 2;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Habitació
vermella</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">19/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Estefania</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 3;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Composició
IV</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">20/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Carla
G</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 4;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Guernica</span></div>
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<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">20/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Cristina
</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 5;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif"; font-size: 10.0pt;">La
persistència de la memòria</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">26/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Ariadna</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 6;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif"; font-size: 11.0pt;">Palau
de la música catalana</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">27/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Natàlia+Joan</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 7;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Casa
Milà</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">27/03/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Eloi</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 8;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Pavelló
alemany</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">09/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Eloigolas</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 9;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Casa
Kauffman</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">09/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Arturo</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 10;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif"; font-size: 10.0pt;">Museu
Guggenheim de Bilbao</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">10/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Pedro+Judit</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 11;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif"; font-size: 8.0pt;">Formes
úniques de continuïtat a l’espai</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">16/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Joan</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 12;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">El
profeta</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">16/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Ariadna+Cristina</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 13;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Nit
de lluna</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">17/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Miriaam+Érika</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 14;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Dona
i ocell</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">17/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Estefania</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 15;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Elogi
de l’aigua</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">23/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Jorge</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 16;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Maman</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">23/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Miriaam</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 17;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif"; font-size: 10.0pt;">El
marxisme sanarà els malalts</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">24/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Natàlia</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 18;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Número
1</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">24/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Pedro</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 19;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Sopa
Campbell</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">29/04/2014</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Carla
B</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 20;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Creu
i R</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">29/04/2015</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Arturo</span></div>
</td>
</tr>
<tr style="height: 19.85pt; mso-yfti-irow: 21; mso-yfti-lastrow: yes;">
<td style="border-top: none; border: solid windowtext 1.0pt; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 168.45pt;" width="225"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Una
i 3 cadires</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 134.65pt;" width="180"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">30/04/2015</span></div>
</td>
<td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 19.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 163.0pt;" width="217"><div align="center" class="MsoNormal" style="margin-bottom: 6.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 6.0pt; mso-element-anchor-horizontal: margin; mso-element-anchor-vertical: page; mso-element-frame-hspace: 7.05pt; mso-element-top: 171.8pt; mso-element-wrap: around; mso-element: frame; mso-height-rule: exactly; text-align: center;">
<span lang="CA" style="font-family: "Century Gothic","sans-serif";">Carla
G</span></div>
</td>
</tr>
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Anonymoushttp://www.blogger.com/profile/08003201971426727858noreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-43838029740136320562015-03-11T13:18:00.000+01:002015-03-11T19:58:43.356+01:00L'arquitectura modernista a Catalunya<div style="text-align: justify;">
La recuperació de la cultura catalana que es va iniciar amb la Renaixença és una empresa en la qual continuen immersos la major part dels artistes i intel·lectuals catalans fins als anys 30 del segle XX. En el terreny artístic, el catalanisme de la Renaixença s'havia relacionat amb el romanticisme historicista, mentre que a partir de 1880 la primera generació modernista substitueix la nostàlgia historicista per una clara voluntat modernitzadora. La modernitat en arquitectura estava representada per les grans estructures de ferro i vidre de caràcter marcadament funcional, com els edificis dels mercats (<i>Mercat del Born</i> i <i>Mercat de Sant Antoni</i> a Barcelona). El Modernisme es planteja com la síntesi entre aquesta modernitat i la tradició constructiva, sobretot la dels segles del gòtic. Amb aquesta recuperació de la tradició s'ha de relacionar la utilització de la volta de rajola amb tirants de ferro (la volta catalana) per part dels arquitectes de finals del XIX i la recuperació del maó com a material fonamental en la construcció.</div>
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A Catalunya, el Modernisme és un moviment fortament arrelat i que ha dotat de personalitat pròpia moltes ciutats del país. La <b>burgesia industrial pròspera, culta i nacionalista</b> de finals del XIX dóna suport als arquitectes modernistes perquè les seves obres satisfan tres condicions bàsiques que expliquen el seu èxit a Catalunya:</div>
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<ul>
<li>enllaça amb la tradició del Gòtic nacional dels segles XIV i XV</li>
<li>satisfà les aspiracions de modernitat de la burgesia per les seves innovacions tècniques i estètiques</li>
<li>és un art refinat que permet a la burgesia fer ostentació de la seva riquesa i el seu bon gust</li>
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Deixant a banda la figura de Gaudí, una excepcional nòmina d'arquitectes fan de l'època del Modernisme un moment especialment feliç per a l'arquitectura catalana.<br />
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<b>Lluís Domènech i Montaner</b> (1850-1923) es pot considerar un antecessor del racionalisme. A les seves obres, trobem una concepció global de l'edifici, amb l'espai interior i els plans perfectament definitis, i la utilització de materials i tècniques innovadors com a element expressiu.</div>
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Les obres de joventut mostren una clara preferència pel maó i els ornaments de ceràmica: <b><i>Editorial Montaner i Simon</i></b>, a Barcelona (1880, actualment, seu de la Fundació Tàpies). La primera obra madura de Domènech és el <b>Cafè Restaurant de l'Exposició Universal de 1888</b>, conegut com <i>El castell dels tres dragons</i> (actualment <i>Museu de Zoologia</i>, al Parc de la Ciutadella), en el qual l'estructura de ferro deixa a la vista alguns dels seus elements. La integració de la tècnica constructiva més moderna i els elements decoratius tradicionals es manifesta en les obres posteriors com el <b style="font-style: italic;">Palau de la Música Catalana </b>(1908) a Barcelona, l'<i>Institut Pere Mata</i> (1897) i la <i>Casa Navàs </i>(1901) a Reus i l'<i>Hospital de Sant Pau</i> a Barcelona (1910).</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEHjInZlLrabFRabAZk7rFx8Ex8fQy5F7xH5lctnT2IDvtgJrN_d80RxUXkJkwkalz9vpo_Zs6zpgnY31h7tOnDj1OVg6Gv4x2HjxHRK201NhmKPSPP0SK0KeDG9WVOwLS1LcjXldWriS0/s1600/Palau_de_la_Musica.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhEHjInZlLrabFRabAZk7rFx8Ex8fQy5F7xH5lctnT2IDvtgJrN_d80RxUXkJkwkalz9vpo_Zs6zpgnY31h7tOnDj1OVg6Gv4x2HjxHRK201NhmKPSPP0SK0KeDG9WVOwLS1LcjXldWriS0/s320/Palau_de_la_Musica.JPG" height="212" width="320" /></a></div>
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L'altra figura rellevant de la primera generació modernista és <b>Josep Puig i Cadafalch</b> (1867-1956), arquitecte que reinterpreta el Gòtic amb un llenguatge personal que es pot veure en les seves obres més conegudes com la <i>Casa Amatller</i> (1898) al Passeig de Gràcia de Barcelona. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK2be-4uZU_G0w6mWaFkz1AU5qgq6chIzkl_nUT3y8-7tetTu47rGiDq7Vuh558snE0G-rft7t1gs-2TZaAVt5IJo6eTzgYY-ncV8xUKLMnzJ2MceXKnYTgw7AxdLMcaMhL0_iXJ1Y18fO/s1600/casa_amatller.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjK2be-4uZU_G0w6mWaFkz1AU5qgq6chIzkl_nUT3y8-7tetTu47rGiDq7Vuh558snE0G-rft7t1gs-2TZaAVt5IJo6eTzgYY-ncV8xUKLMnzJ2MceXKnYTgw7AxdLMcaMhL0_iXJ1Y18fO/s320/casa_amatller.jpg" height="320" width="214" /></a></div>
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Tant Domènech i Montaner com Puig i Cadafalch van ser homes cormpromesos amb els afers públics de la seva època, ben al contrari d'Antoni Guadí, el geni solitari.</div>
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<b><i>Antoni Gaudí</i></b></div>
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Antoni Gaudí i Cornet (1852-1926) va néixer a Reus en una família de calderers. Des de petit, va aprendre l'ofici artesanal que li va donar el gust pel tractament dels materials metàl·lics i l'interès pels detalls. Es va formar com arquitecte a Barcelona, on va dur a terme la major part de la seva obra. En els seus inicis, reflecteix una forta<b><i> influència dels estils historiciste</i></b>s, sobretot del neomudèjar i del goticisme (<b><i>Palau episcopal d'Astorga</i></b>). Al costat d'aquestes influències, cal tenir en compte la passió de Gaudí per la natura: les formes vives dels vegetals i animals van ser fonts de la seva inspiració. La seva obra està lligada a la febre constructiva de l'<i>Eixample </i>de Barcelona (<i>Casa Batlló</i> i <i>Casa Milà</i>), al patrocini d'Eusebi Güell i a les obres del <i>Temple de la Sagrada Família</i>.</div>
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L'obra de Gaudí és fruit d'una contínua experimentació que combina els elements moderns (estructures de ferro) amb la recuperació de materials i tècniques tradicionals (voltes de maó) i la investigació de solucions estructurals basades en l'observació (arc catenari). El resultat és una arquitectura d'espais complexos i formes exteriors sorprenents que sobtaren els seus contemporanis, que sovint van rebutjar les obres gaudinianes per excessivament audaces i complicades.</div>
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A més, Gaudí dissenyava tots els elements interiors: mobiliari, llars de foc, decoració mural, etc. Un dels elements decoratius més característic a les seves obres és el <b>trencadís, </b>revestiment mural a mena de mosaic fet a base de fragments de ceràmica trencats de forma arbitrària. El trencadís seria incorporat per altres arquitectes contemporanis i posteriors, i ha esdevingut un dels elements més populars del modernisme català.</div>
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La <i><b>Casa Batlló</b> </i>i la <b><i>Casa Milà</i></b> (La Pedrera) exemplifiquen prou bé la combinació d'audàcia estructural i d'exuberància decorativa de Gaudí: façanes ondulants, baranes de ferro amb formes vegetals, teulades de somni, textura de la pedra com un magma solidificat, etc.</div>
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Per al ric industrial Eusebi Güell, Gaudí va construir la seva residència (el <b><i>Palau Güell</i></b>) amb unes extraordinàries portes de ferro forjat, i part d'un ambiciós projecte de residència per a obrers amb capella i zones comunes: la <b><i>Colònia Güell</i></b>, on Gaudí s'allibera de les ressonàncies historicistes i treballa molt més amb la terra com a model d'unes estructures molt originals, sobretot a la <b>cripta de l'església</b> (Santa Coloma de Cervelló, 1908-1916), que és una construcció en la qual utilitza suports inclinats que segueixen les línies de descàrrega de la coberta, i se serveix de diferents materials (pedra i maó) per aconseguir un aspecte rústic basat en les formes de la natura. Finalment, en uns terrenys als afores de Barcelona, va dur a terme el gran projecte del <b>Parc Güell</b>, també sense acabar, on mostra la seva capacitat per a fondre escultura i arquitectura en un marc natural.</div>
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L'obra de la <b><i>Sagrada Família</i></b> li va ser encarregada l'any 1883 i, fins a la seva mort, es va liurar en cos i ànima a la feina d'aixecar aquest temple, fins al punt d'anar a viure a peu d'obra. Projectà un edifici gegantí basat en la disposició de les catedrals medievals: una planta de creu llatina de cinc naus amb girola, una cripta i les tres grans façanes corresponents als peus i als braços del transepte. Des del punt de vista simbòlic, el temple segueix un joc numèric: les quatre torres al voltant del cimbori són els quatre Evangelistes a l'entorn de Crist; les dotze torres previstes simbolitzen els apòstols i els quatre cossos angulars, les Virtuts Cardinals.</div>
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La construcció es va començar per la capçalera i a la mort de Gaudí estava bastida la girola i una part del transepte. La part construïda (sobretot la <i>façana del Naixement</i>) ha esdevingut un dels símbols de Barcelona i és un exemple perfecte d'integració de l'escultura en el conjunt arquitectònic i de com l'audàcia i la modernitat estructural són compatibles amb un esperit ple de religiositat.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-57017521787498257902015-03-11T11:32:00.000+01:002015-03-11T19:58:21.900+01:00Pintura i escultura a Catalunya. Del Realisme al Modernisme<div style="text-align: justify;">
La tendència realista té el seu representant més important en la figura de <b>Ramon Martí Alsina </b>(1826-1894), que comença la seva activitat dins el cercle de la Lotja de Barcelona, però després d'estar a París deriva cap a un realisme emparentat amb el de Courbet, alhora que critica amb duresa l'estil tou i un tant amanerat dels natzarens. Va ser un pintor prolífic, recolzat per un taller força actiu, perquè els seus paisatges urbans (<i>Born vell, </i>1866) i les escenes quotidianes de la vida urbana (<i>La migdiada</i>, 1880) van trobar una clientela entusiasta entre la burgesia barcelonina.<br />
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Aquesta clientela, formada per les classes mitjanes urbanes, va canviar els usos artístics a Catalunya, sobretot a Barcelona, on es va començar a fer habitualment exposicions al marge de l'Acadèmia de Sant Jordi, i aparegueren algunes galeries d'art, entre les quals destacà, ja en aquesta època, la <i>Galeria Parés</i>. La proliferació de setmanaris i publicacions il·lustrades va donar a conèixer notables dibuixants com <b>Apel·les Mestres</b> i significà una via de difusió de l'art català dins del propi país.<br />
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L'activitat artística no es limita a la capital, sinó que apareixen diversos focus entre les quals destaca l'Escola d'Olot, impulsada per <b>Joaquim Vayreda</b> (1843-1894), home de tarannà conservador i relacionat amb el carlisme; Vayreda es va establir a Olot i va practicar una pintura de paisatge que, sobretot arran d'un viatge a França el 1871, està influïda per l'escola de Barbizon. Els seus quadres representen paisatges d'amplis horitzons, amb una atmosfera vaporosa que proporciona una sensació de tristor accentuada per les figures dels pagesos humils (<i>Recança</i>, 1876; <i>La sega</i>, 1881). L'activitat de Josep Berga i de Marià Vayreda, germà de Joaquim, donaren continuïtat al grup de pintors de la Garrotxa.<br />
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Paral·lelament, desenvolupa la seva activitat el pintor català més reconegut internacionalment al segle XIX, el reusenc <b>Marià Fortuny</b> (1838-1874), després d'uns inicis brillants en què obté encàrrecs importants com el gran quadre de <i>La batalla de Tetuán</i> (1860), es va establir a Roma, on va ser el pintor estrella del marxant Adolphe Goupil, un dels més importants a tot Europa. El gran èxit de Fortuny es deu als seus quadres de costums, els anomenats quadres "de casacón", pintats amb una minuciositat extraordinària, amb pinzellades soltes i una gamma variada i brillant; l'obra més significativa d'aquesta etapa és <b><i>La vicaria </i></b>(1870), obra culminant de l'anomenada <i><b>pintura preciosista</b></i>, que va tenir gran èxit a tot Europa com a expressió d'un realisme burgès exempt del caràcter de crítica social.<br />
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Posteriorment, Fortuny va evolucionar cap a una pintura més fluïda, amb gust per les escenes exòtiques i els temes anecdòtics (<i>Nu a la platja de Portici</i>, 1874). L'evolució de Fortuny el portava per un camí que podria haver confluït amb l'Impressionisme, però va morir jove, justament l'any (1874) de la primera exposició a París dels impressionistes.<br />
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En l'<b>escultura</b>, el realisme no s'imposa de manera tan clara com en la pintura. Els nombrosos encàrrecs oficials per a monuments públics, afavoreixen un <b>eclecticisme</b> en què es conjuga l'observació de la realitat amb una certa retòrica historicista que sovint és una exigència de l'encàrrec. És significatiu en aquest aspecte el <i><b>Monument a Colom</b></i> a Barcelona (1888), l'obra de més envergadura de la segona meitat del segle XIX i en la qual intervingueren la majoria dels escultors de prestigi d'aquell moment. Catalunya va proporcionar una bona nòmina d'escultors que van treballar freqüentment a Madrid en encàrrecs oficials i entre els quals destaquen els germans <b>Venanci</b> i <b>Agapit Vallmitjana</b>, <b>Jeroni Suñol</b>, autor d'un magnífic <i>Dante</i> sedent en actitud pensativa, i<b> Joan Roig i Solé</b>, autor de la conegudíssima <i>Dama del Paraigua</i> al Parc de la Ciutadella de Barcelona.<br />
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La generació d'escultors nascuts a la segona meitat del segle es mou entre la tradició i la introducció dels moviments d'avantguarda. L'exemple més clar és el de <b>Miquel Blay i Fàbregas </b>(1866-1936), que combina el domini de la tècnica acadèmica amb la voluntat de superar el realisme merament descriptiu; després d'una primera etapa de treball a Olot (la seva ciutat natal) va viatjar a Roma i a París. Va obtenir gran èxit amb l'obra <b><i>Els primers freds </i></b>(1892), on les figures nues d'un vell i un nen, captades amb un estricte realisme, semblen emergir des de la matèria escultòrica amb un posat resignat i expressen una emotivitat que transcendeix l'anècdota narrativa per tornar-se universal. Posteriorment, l'obra de Blay pren un aire més proper al Simbolisme (<i>Perseguint la il·lusió</i>, 1903) i al Modernisme (grup al·legòric de la música popular al <i>Palau de la Música Catalana</i>).<br />
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El moviment artístic més característic de la Catalunya de finals del vuitcents i dels primers anys del segle XX és el <b>Modernisme</b>, moviment que podem relacionar amb l'empenta econòmica i cultural de Barcelona arran de l'Exposició Universal de 1888. La revista <i>L'Avenç</i>, creada el 1881, és el nucli al voltant del qual s'apleguen un grup d'intel·lectuals i artistes de caràcter clarament catalanista i progressista, que es defineixen com oposats a la recuperació de la tradició catalana amb una òptica conservadora que es propugnava des de la revista <i>La Renaixença</i>.<br />
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En el camp de la pintura, Ramon Casas i <b>Santiago Rusiñol</b> (1861-1931) són les dues figures clau en la superació del realisme. En tornar a Catalunya després de residir a Paris, formen amb l'escultor Enric Clarasó un grup que realitza exposicions conjuntes a la <i>Sala Parés</i> (1890, 1891 i 1893), que suposen la introducció de la modernitat a casa nostra. La pintura de Casas i de Rusiñol, en aquests anys, era una síntesi de l'Impressionisme i altres corrents pictòrics; la novetat rau en la pintura a l'aire lliure, la introducció de temes quotidians i banals, els enquadraments casuals de Degas i la tècnica impressionista. Altres artistes, com <b>Miquel Utrillo</b> (1862-1934) desenvoluparan aquesta pintura que aplica la tècnica impressionista amb un enfocament simbolista pel que fa als temes.<br />
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Rusiñol va ser el gran divulgador de la nova ideologia modernista mitjançant les <b><i>Festes Modernistes</i></b> de Sitges, la tertúlia de la <i>Cerveseria del Cau Ferrat</i> i posteriorment l'obertura de la cerveseria <b><i>Els Quatre Gats</i></b> al carrer Montesión de Barcelona, que es convertiria en lloc de tertúlia i en sala d'art alternativa. En <i>Els Quatre Gats</i> es consolidarà l'obra dels artistes de la generació més jove com Joaquim Mir, Isidre Nonell i Pablo Picasso.<br />
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Però la figura més interessant des del punt de vista pictòric és la de <b>Ramon Casas</b> (1866-1932). A París, es va sentir fascinat per l'obra de Manet i el seu concepte peculiar de la realitat plasmada amb superfícies de colors plans. El primer estil de Casas és, doncs, un impressionisme tardà amb temes de la vida urbana de París; a partir dels anys 90 s'orienta cap al realisme social, amb obres magnífiques tant pels temes com per la facilitat de Casas per composar les escenes. Les obres més conegudes d'aquesta etapa de Casas són <i>Garrot vil</i> (1894), que descriu l'execució d'Isidre Monpart a la presó de Barcelona, i<i> La càrrega</i> (1899), que representa la repressió política dels aldarulls de la Barcelona de finals de segle que culminarien en la Setmana Tràgica de 1909. A partir de 1897, influït per l'obra de Toulouse-Lautrec, es converteix en un extraordinari autor de cartells, amb predomini del dibuix de línia sinuosa i elegant; són molt populars els seus cartells propagandístics d'<i>Anís del Mono</i> i de <i>Codorniu</i>, així com els dibuixos per a revistes com <i>Els Quatre Gats</i> i <i>Pèl i Ploma</i>. La tècnica del cartell va ser utilitzada també per Casas en els quadres que decoraven <i>Els Quatre Gats</i> (<i>Ramon Casas i Pere Romeu en un tàndem</i>) o les realitzades per a la rotonda del <i>Cercle del Liceu</i>.<br />
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Molts dels escultors de finals del segle es poden relacionar amb el Modernisme i amb un cert caire simbolista. Els més destacats són els ja esmentats Miquel Blay i Enric Clarasó, i <b>Josep Llimona</b> (1864-1934). Llimona és el representant més clar a Catalunya del Simbolisme, reflectit en el tractament insistent de la figura femenina; la seva obra més coneguda és<i><b> Desconsol </b></i>(1907), una figura femenina nua de llargs cabells, agenollada i amb el cap abatut entre els braços que pren un sentit al·legòric de l'abatiment o el desconsol, sensació accentuada pel fet que la inclinació del cap deixa a l'aire la llarga cabellera i amaga el rostre, de manera que la gestualitat del cos és l'únic element expressiu de l'obra.<br />
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-69688595736364139172015-03-11T09:01:00.000+01:002015-03-11T19:58:04.163+01:00Les tendències artístiques del segle XX<div style="text-align: justify;">
Durant el <b>segle XX</b>, especialment durant la primera part de la centúria, l'art experimentà, com mai no ho havia fet abans, uns canvis profunds i molt ràpids. Aquesta dinàmica s'ha d'entendre en el marc d'un període històric en què les novetats se succeeixen a un ritme vertiginós en tots els ordres de la vida: tecnològic i científic (motor d'explosió, teoria de la relativitat, aviació, energia atòmica, cinema, ràdio, televisió, telèfon, etc.), polític (Primera Guerra Mundial, Revolució Russa, Nazisme, Feixisme, etc.), econòmic i social (emigració a les ciutats, crisi del sistema capitalista el 1929, industrialització accelerada), ideològic i filosòfic (psicoanàlisi de Freud, filosofia de Nietzsche, novel·la moderna amb Proust, Joyce, etc.)</div>
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A l'art, apareixen grups d'artistes que conscientment es plantegen dur a terme experiències comunes i fixen els seus objectius en Manifestos i publicacions diverses. Aquests moviments artístics reben el nom d'<b>avantguardes, "ismes"</b> i, actualment,<b> tendències</b>, i responen a la necessitat d'anar més enllà, de cercar nous camins per a un art que ja no pot ser d'imitació de la realitat perquè la fotografia i el cinematògraf ho aconsegueixen amb més perfecció. <b>L'essència de les avantguardes és la innovació, la modernitat,</b> el trencament amb allò que es feia a la seva aparició; això explica el ritme rapidíssim amb què se succeeixen, perquè la novetat deixa de ser-ho quan és reconeguda i acceptada pel gran públic.</div>
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Les tendències artístiques del segle XX es poden dividir en <b>dos grans períodes</b>. <b>Les primeres tendències es desenvolupen fins el 1945</b> (acabament de la Segona Guerra Mundial) i parteixen de les experiències del Postimpressionisme. Són generalment grups molt definits en els seus plantejaments, però els grans genis (Picasso, Miró) no s'hi poden classificar més que en etapes concretes de la seva obra, perquè tendeixen a allunyar-se dels plantejaments inicials i a elaborar un llenguatge plàstic propi. En canvi, <b>les segones tendències, de 1945 fins a 1980</b>, són més desestructurades i menys definides com a grup, i amb freqüència prenen com a referència les tendències anteriors. A més, la persecució de la dissidència cultural en els règims nazis i feixistes primer, i en l'estalinisme després, provoca un èxode d'artistes i intel·lectuals cap a Amèrica. Aquest serà un dels factors determinants del canvi de centre artístic de París cap a Nova York un cop acabada la Segona Guerra Mundial.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-86130136434240744042015-02-27T13:28:00.002+01:002015-02-27T13:29:47.625+01:00LA LLIBERTAT GUIANT EL POBLE (Eugène Delacroix)<div class="MsoNormal" style="line-height: 150%; text-align: center;">
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<span lang="CA"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">L<span style="background: white;">’</span>autor
de l<span style="background: white;">’</span>obra <i>La
llibertat guiant el poble</i> és Eugène Delacroix. El quadre data de 1830 i
actualment es troba al Museu du Louvre, a París.<o:p></o:p></span></span></div>
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<span lang="CA"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Eugène Delacroix va ser el pintor més destacat
del Romanticisme. La seva formació pictòrica es basa en la còpia dels vells
mestres del Louvre, especialment de Rubens i l<span style="background: white;">’escola veneciana. Coneixia profundament l’obra de Constable
i Turner, pels quals es va veure influenciat quan va viatjar a Anglaterra l’any
1825, on també va quedar entusiasmat per la pintura anglesa de Gainsborough.<o:p></o:p></span></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Delacroix col·loca
en primer pla de les seves composicions les imatges exòtiques, a causa dels
seus viatges a l’Àfrica, i donava molta importància al color. Al 1832 va viatja
al Marroc i va ser allà on va descobrir la lluïssor de la llum i del color dels
paisatges. Va adquirir una àmplia i variada imatgeria visual que apareix
posteriorment en la seva pintura.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">La temàtica
principal dels quadres de Delacroix eren bàsicament dos temes: el tema històric
i els ambientats en el món oriental representant una realitat evitada fins
llavors.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Quan va tornar a
França, va rebre encàrrecs oficials per pintar i decorar edificis públics, i al
final de la seva carrera va arribar a ser el pintor de murals més conegut del
país.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Per realitzar La
llibertat guiant al poble Delacroix va fer servir la tècnica d’oli sobre tela.
El quadre fa 2.60 x 3.25m. La seva temàtica és clarament històrica des d’una
perspectiva romàntica i expressada de manera al·legòrica, com després explicaré
més detingudament.</span></span><b style="line-height: 150%;"><span lang="CA" style="background: white;"><o:p><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"> </span></o:p></span></b></div>
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<b><span lang="CA" style="background: white;"><o:p><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"> </span></o:p></span></b><b style="line-height: 150%;"><span lang="CA" style="background: white;"><o:p><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;"> </span></o:p></span></b></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Pel que fa a l</span></span><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">’<b>anàlisi formal i estlíctica</b>, l</span><span style="background-color: white; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif; line-height: 150%;">’obra s’estructura
a partir del triangle que forma la bandera de França, ocupant el vèrtex
superior i els cossos morts que es troben en primer pla de l’escena, fent de
base. La figura femenina seminua esdevé l’eix central del triangle i de la
composició. La sensació de profunditat es crea utilitzant la llum que cau sobre
la llibertat i que ajuda a crear el triangle, deixant en foscor la resta del
quadre, una tècnica que recorda a Goya.</span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Un aspecte molt
important de la pintura és la gran mobilitat que transmet l’escena. Dóna més
importància a la línia corba i eleva lleugerament la figura principal, la
llibertat, de manera que sembli que cap obstacle no pot deturar el procés. Amb
aquesta disposició dels personatges, Delacroix aconsegueix que l’acció s’adreci directament cap a l’espectador
que observa el quadre. <o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">L’escena se situa
una barricada de París de 1830, com es pot observar als edificis que es
dibuixen al fons, on es distingeixen les dues torres de Notre-Dame. <o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Pel que fa al
color, l’obra està dominada per tonalitats fosques i ocres. Delacroix trenca
aquesta monotonia amb la inclusió dels colors de la bandera francesa: el blanc
el vermell i el blau. Aquest colors es veuen més il·luminats d’una manera
artificial i totalment intencionat per l’artista en un intent de
destacar-los. És a dir, que Delacroix ha
eliminat les funcions naturalistes del color i de la llum a la seva voluntat
per crear un dinamisme intern a l’obra. <o:p></o:p></span></span></div>
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<span lang="CA"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">És com si el ressò de la bandera s’estengués per
tota la composició: –La bandera que porta la Llibertat i les robes del camperol
agenollat al seu davant, que estableixen un eix cromàtic vertical. – Els
esquinçalls penjant d’un1 pal, sobre el cap del representant dels obrers.
L’uniforme del1soldat caigut,!en!primer terme, a la nostra dreta. D’altra banda, pel que fa al color blanc, el
que apareix sota els pits de la
Llibertat es repeteix en la camisa del
cadàver, a la nostra esquerra, i la banda del sarró del noiet de la nostra
dreta es correspon amb la del portasabres de l’obrer de l’esquerra.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">En quant a l</span></span><span style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">’</span><span style="background-color: white; font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif; line-height: 150%;"><b>anàlisi significativa</b>, el quadre
interpreta de manera al·legòrica els fets revolucionaris que es van produir a
Paris els dies 27, 28, i 29 de 1830. El monarca francès, Carles X, pretenia
imposar de nou un règim absolutista, cosa que va provocar el rebuig dels
liberals i el poble i la conseqüent revolució just després de que, el 26 de
juliol, s’aprovessin una sèrie d’ordenances com la suspensió de la llibertat de
premsa o la restricció del dret a vot. El rei també va dissoldre la Cambra de
representants que tot just s’acabava d’elegir. La revolució va estar guiada per
estudiants, obrers i alguns diputats i es coneix com les tres jornades
glorioses. El rei es va veure obligat a abdicar i els liberals van proposar com
a rei a Lluís Felip d’Orleans que va regnar entre 1830 i 1848, de nou en el
marc de la Carta Atorgada que l’anterior monarca, Carles X, havia intentat
derogar.</span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">La finalitat del
quadre era remarcar l’esperit combatiu i de rebel·lia que va unir al poble
francès, per això, hi ha representades categories socials diferents: la
burgesia, personificada pel personatge que porta un barret de copa i un fusell;
la classe menestral que apareix representada per un home amb camisa blanca, un
barret amb l’escarapel·la i un sabre a la mà; els joves que simbolitzen el
progrés i el futur i van armats amb pistoles; i la gran massa popular que ocupa
el segon terme de l’obra.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Guiant tots els
personatges hi ha una figura femenina seminua i armada amb un fusell i que fa
onejar la bandera francesa. Per tant, s’entén com a una personificació de la
llibertat, i per extensió, de la nova França.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Tenint en compte
que el quadre es va pintar de manera contemporània als fets (el mateix any), es
podria considerar que més que una funció històrica, en el seu moment va tenir
una funció propagandística que amb el temps ha adquirit un caràcter més commemoratiu.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Pel que fa a les <b>influències</b> tant anteriors com posteriors, com a deixeble de
Géricault que va ser, la seva Obra es va veure influènciada per ell. En aquest
quadre es pot veure si es compara amb el
<i>Rai de la Medusa</i> de Géricault. Es pot
observar perfectament en els cadàvers que hi ha al terra, per exemple. També es
pot apreciar un clarobscur al quadre, molt propi de les obres de Goya i de
Caravaggio i el tractament del color de l’escola veneciana.<o:p></o:p></span></span></div>
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<span lang="CA" style="background: white;"><span style="font-family: Helvetica Neue, Arial, Helvetica, sans-serif;">Com a exponent
màxim de la pintura romàntica va influenciar<br /> a pintors posteriors com Seurat,
Renoir i Van Gogh, entre d’altres.</span><span style="font-family: Century Gothic, sans-serif;"><o:p></o:p></span></span></div>
Natàliahttp://www.blogger.com/profile/00074245046679153790noreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-74233670662514958892015-02-27T13:17:00.001+01:002015-03-01T09:05:05.269+01:00EL TRES DE MAIG DE 1808 (Francisco Goya)<div style="text-align: center;">
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<span style="font-family: Georgia, Times New Roman, serif;"> L’autor de l’obra <i>El tres de maig de 1808</i> és Francisco Goya. D el quadre data del 1814 i, per tant, l’estil que imperiava en aquell moment era el neoclàssic i principis del romanticisme. Però Goya és complicat de definir en cap corrent perquè pràcticament va crear el seu propi estil que no acabava de seguir cap dels corrents existents. De fet, quan va ser realment valorat va ser amb les avantguardes del s.XX. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Francisco Goya va néixer al 1746 a Fuentedetodos, una localitat que pertany a Saragossa, on va estudiar l’ofici de pintor amb José Luzán com a mestre. Però als 4 anys va decidir establir-se pel seu compte. Al 1770 va viatjar a Itàlia on va estudiar amb mestres italians i va adquirir el gust per les figures al•legòriques i mitològiques. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> De tornada a Espanya va pintar els frescos de la Basílica del Pilar i, tot seguit, es va traslladar a Madrid on, juntament amb Bayeu, va aconseguir el lloc de pintor de la cort. Recomanat per Bayeu, va ingressar a la Real Fábrica de Tápices el 1775, on va realitzar obres seguint els paràmetres classicistes del moment. Va acabar esdevenint un retratista de renom fins que, al 1789, Carles IV el va anomenar pintor de cambra. Va</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> ser llavors quan va pintar La família de Carles IV i un seguit d’obres relacionades amb la família real. </span><br />
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<span style="font-family: Georgia, Times New Roman, serif;">Al 1792, Goya va fer un discurs a l’Acadèmia on es veien reflectides les seves necessitats d’alliberar-se de les rígides regles neoclassicistes i academicistes i defensava la originalitat del pintor. Va ser en aquest mateix any que va patir una malaltia de la que mai es va acabar de recuperar, ja que es va quedar sord de per vida.
A causa de la ambigua posició que el pintor va prendre durant la Guerra del Francés, en acabar aquesta, va perdre tots els seus privilegis. Decebut per la situació política d’Espanya, governada per l’absolutista Ferran VII, es va veure obligat a marxar del seu país i es va refugiar a Burdeos ( França), on va morir exiliat. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">La tècnica utilitzada és la d’oli sobre tela i les mides de l’obra són 2.68 x 3.47 metres. És de temàtica històrica ja que retrata els afusellaments duts a terme al voltant del 3 de maig de 1808 com a resposta a la invasió de les tropes napoleòniques que estava tenint lloc a Espanya. Actualment aquest quadre es troba al Museo del Prado de Madrid. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> Centrant-nos en l</span><span style="font-family: Georgia, Times New Roman, serif;">’anàlisi formal i estílistica, l</span><span style="font-family: Georgia, Times New Roman, serif;">a composició del quadre s’articula en dos grups o, més aviat, en tres. A l’esquerra hi ha una filera de persones que ha estat, és o serà afusellada per l’escamot de soldat arrenglerat en diagonal que se situa a la dreta el quadre i forma part del segon grup de la composició. El tercer grup no es correspon a persones sinó a un edifici que es veu en la llunyania. L’edifici se situa rere el turó que acompanya el primer grup de la composició. El conjunt d’afusellats, està il•luminat per la llum d’una fanal que deixa en penombra l’escamot de la dreta, ja que es de nit.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> La figura que més destaca és l’única que vesteix amb una camisa blanca. Està amb els braços oberts en forma de creu i sembla encarar-se als soldats. Esdevé el focus central de l’obra i és al voltant d’ell que es distribueixen les altres figures. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> Goya descriu l’expressivitat dels personatges amb una sàvia interpretació dels sentiments de por, horror i la resignació alhora que heroisme. Això és pel que fa als afusellats. Els soldats francesos, en canvi, no els dota de rostre, ja que estan d’esquenes a l’espectador del quadre, cosa que els deshumanitza. De fet, semblen autòmats que representen màquines de matar. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">La gamma cromàtica és força reduïda. </span><span style="font-family: Georgia, Times New Roman, serif;">El quadre es compon d’ocre, negre, blanc, groc i vermell, i les pinzellades són llargues per potencia el dramatisme. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Pel que fa a l</span><span style="font-family: Georgia, Times New Roman, serif;">’anàlisi significativa, l</span><span style="font-family: Georgia, Times New Roman, serif;">a temàtica del quadre és bastant clara. Fa referència als afusellaments produïts per par de les tropes franceses com a conseqüència de l’aixecament que funcionà com a protesta popular davant la situació política derivada a partir del Motín de Aranjuez. L’aixecament va tenir lloc el 2 de maig de 1808 i per això el quadre es titula Tres de maig de 1808, just el dia després, és a dir, reflecteix les conseqüències immediates. Aquesta repressió tan dura per part de les tropes franceses que de des de el Tractat de Fontainebleau tractaven d’invadir Espanya, van fer que es desencadenés la Guerra d’independència Española, més coneguda com la Guerra del Francès.</span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> L’acció de l’obra se situa a la muntanya del Príncipe Pío de Madrid, des d’on és visible la caserna del Conde-Duque, l’arquitectura del qual es dibuixa al fons de la composició. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">L’escena inclou una dona i un sacerdot. Això és perquè Goya va voler reflectir que les dones també es van afegir a la lluita i van participar i sofrir les conseqüències. El sacerdot representa a l’eclesiàstic Francisco Gallego y Dávila que va ser afusellat aquella nit. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;"> La figura del centre, s’ha entès com una representació de la crucifixió de Jesucrist. Els colors blan i groc que el vesteixen són símbols heràldics del Papa i simbolitzen l’Església. De la mateixa manera, la llum s’entén com una metàfora de l’assistència divina a les víctimes. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Es desconeix la funció d’alguns dels quadres pintats per Goya, com aquest. És possible que fos per decorar un arc de triomf aixecat amb motiu del retorn de Ferran VII al tron d’Espanya o potser simplement per commemorar el Dos de Maig. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Pel que fa a les influències tant anteriors com posteriors, igual que és difícil posicionar a Goya en algun corrent de la seva època perquè les característiques de les seves obres no responen a cap en concret, és difícil veure les influències anteriors i les posteriors. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Aquesta pintura s’acosta a l’esperit de denúncia de la guerra del francès, ja tractat anteriorment en la sèrie de gravats Els desastres de la guerra. Recull l’herència barroca de les pintures dels martiris de sants pel que fa al clarobscur de pintura. A més, converteix la imatge en una acció heroica, característica del Neoclassicisme, alhora que en una icona romàntica de lluita per la llibertat. </span></div>
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<span style="font-family: Georgia, Times New Roman, serif;">Des del punt de vista compositiu i temàtic, aquest quadre va influir sobre <i>L’afusellament de Maximilià</i> de Manet i <i>La matança de Corea</i> de Picasso.</span></div>
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Natàliahttp://www.blogger.com/profile/00074245046679153790noreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-27766112080726804432015-02-26T17:02:00.000+01:002015-02-26T17:02:00.037+01:00L'arquitectura del ferro i dels nous materials<i><b>Arquitectes i enginyers. L'arquitectura del ferro</b></i><br />
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El segle XIX és el segle de la industrialització i de la primera gran explosió demogràfica a Europa i Amèrica del Nord. Això planteja unes necessitats constructives noves: xarxes ferroviàries, ponts, edificis industrials, etc. Cal construir molt, de pressa i a preus moderats. Aquests nous problemes demanen noves solucions basades en els materials que la mateixa indústria proporciona, i demanen també defugir els vells prejudicis formals heretats de la tradició acadèmica.<br />
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La utilització del ferro com a element fonamental en les estructures constructives comença per la seva aplicació a ponts i estacions de ferrocarril. Però molt aviat, es veuen les grans possibilitats que ofereix per a qualsevol tipus de construcció. Són els enginyers, formats en un esperit utilitari, els que introdueixen els nous materials, mentre que els arquitectes tradicionals continuen considerant-se "creadors de bellesa", "artistes" en el sentit tradicional de la paraula, preocupats únicament per la forma (i aferrats a l'academicisme neoclàssic i als estils historicistes). La superació d'aquesta contradicció falsa no arribarà fins als darrers anys del segle XIX, amb els arquitectes de l'Escola de Chicago i els modernistes.<br />
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<b>Henry Labrouste</b> (1801-1875) és el primer arquitecte acadèmic que utlitza el ferro com a material fonamental i sense amagar-lo amb revestiments ornamentals, a la <i>Biblioteca Nacional</i> de París; a la sala de lectura, les esveltes columnes de ferro sostenen àmplies voltes de quatre puntes de terra cuita, tot creant un espai diàfan i d'una gran lleugeresa, alhora que conserva la referència estilística de les voltes. L'exterior no té res a veure amb la innovadora sala de lectura, ja que Labrouste va remodelar unes estructures del segle XVII i XVIII que determinen l'anacronisme de les façanes respecte de l'interior. Encara més nous són els dipòsits de llibres, amb un espai completament articulat per elements metàl·lics verticals i horitzontals. A la seva època, el conjunt de l'obra de Labrouste va ser d'una audàcia excepcional.</div>
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Però <b>el gran triomf de l'arquitectura del ferro i el vidre va arribar amb les Exposicions Universals</b>, grans mostres creades per tal d'exaltar les conquestes de la indústria, el comerç i les arts; la primera d'aquestes exposicions es va fer a Londres el 1851. Per tal de mostrar al públic la gran diversitat de màquines, obres d'art i productes de tota mena calia un edifici de gran amplitud que, al mateix temps, fos exponent de la modernitat i que es pogués muntar amb rapidesa; totes aquestes exigències van ser satisfetes per <b>Joseph Paxton</b> (1803-1865) en el <i>Crystal Palace</i>, immensa nau basada en l'estructura dels hivernacles en la qual es va aplicar per primera vegada, a gran escala, la construcció de mòduls amb elements prefabricats. El Crystal Palace va ser destruït per un incendi, però el seu record doman en les nombroses edificacions fetes prenent-lo com exemple.</div>
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A les successives Exposicions Universals, les <i>Galeries de les màquines</i> van ser sempre l'edifici que donava les solucions tècniques més audaces. El punt culminant fou la construïda per Dutert i Conttancin per a l'<b>Exposició Universal de París de l'any 1889</b>, en la qual un sistema d'arcs de ferro cobria un enorme espai de 115 x 420 metres sense cap suport que trenqués la diafanitat de l'espai. Per a la mateixa Exposició de 1889 (any del centenari de la Revolució Francesa) es va encarregar a l'enginyer <b>Gustave Eiffel</b> (1832-1923) la construcció d'un momument emblemàtic que representés el triomf de la tècnica en el món modern; Eiffel era un especialista en estructures de ferro(pont del Duero a Porto; viaducte del Garabit a França) i va aconseguir aixecar una gran torre de 300 metres d'alçada , la<i> Torre Eiffel</i>, que tot i les crítiques rebudes a la seva època per part dels conservadors (consideraven aquell enrenou de ferros indigne de París) ha esdevingut un dels símbols de la capital de França.</div>
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<i><b>L'Escola de Chicago</b></i></div>
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La ciutat de Chicago és el bressol de l'arquitectura utilitària i racionalista que predominarà arreu del món al llarg del segle XX. Quan el 1871 un incendi va destruir gran part de la ciutat, aquesta es trobava en una fase de creixement accelerat ja que Chicago havia esdevingut un gran mercat cerealista i un notable nucli industrial, afavorit per les bones comunicacions ferroviàries i fluvials.</div>
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Aquest creixement, juntament amb la necessitat de reconstrucció després de l'incendi, va donar lloc a un boom sense precedents en l'activitat constructiva. Calia, però, resoldre alguns problemes: la rapidesa de la construcció; la no utilització de fusta per tal d'evitar nous incendis i l'edificació en alçada per l'encariment dels solars. Així va ser com els arquitectes van buscar la solució d'aquests problemes en les tècniques dels constructors de ponts i estructures de ferro: <b>el ferro permet superposar molts pisos i reduir la construcció a un problema d'estructures i revestiments</b>; al mateix temps, la invenció de l'ascensor eliminà el principal inconvenient dels edificis alts, la qual cosa va fer que a Chicago s'axequessin <b>els primers gratacels</b> de la història de l'arquitectura.</div>
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En un període d'uns trenta anys, van treballar a Chicago una sèrie d'arquitectes que arriben a solucions comunes mitjançant la utilització de les noves estructures com si fossin un gran esquelet de l'edifici, però sense renunciar a solucions estètiques que aprofiten elements del vocabulari dels estils clàssics: el ritme de les obertures, l'encoixinat, els arcs de mig punt. L'<b>Auditòrium <i>Chicago Building</i>, de Sullivan i Adler</b> és un dels edificis més emblemàtics d'aquest estil.</div>
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<b>Louis Sullivan</b> (1856-1924) va ser la gran figura de l'<i>Escola de Chicago</i>. Combinà el rigor racionalista i utilitari amb una estètica que es pot relacionar amb la del Modernisme europeu; a més de l'<i>Auditòrium</i>, cal esmentar els <i><b>Magatzems Carson</b></i>, l'obra més clarament racionalista i que més s'avança a l'arquitectura del segle XX. Aquest edifici es basa en la repetició d'un mòdul que crea una retícula de finestres i suports totalment rectilínia; la solució del xamfrà en una semitrotonda trenca l'estricta linealitat del conjunt, mentre que la decoració es concentra en la part baixa, la corresponent als aparadors visibles des del carrer. El conjunt, d'acord amb els principis de l'<i>Escola de Chicago</i>, destaca per la senzillesa i pel fet de reflectir a l'exterior l'estructura i la funció de l'espai interior.</div>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-50778978495860320082015-02-26T17:01:00.000+01:002015-02-26T17:01:00.104+01:00L'arquitectura historicista<div style="text-align: justify;">
Des del segle XVIII, els arquitectes havien buscat la inspiració en els models i formes del passat. En primer lloc, l'antiguitat clàssica grega i romana va ser el fonament de l'anomenat <b>Neoclassicisme</b> (en realitat, el primer estil historicista); més tard, les expedicions de Napoleó van posar de moda l'<b>arquitectura egípcia, </b>els viatgers romàntics van difondre la imatge exòtica d'Espanya com a porta del <b>món islàmic</b> i la colonització anglesa difongué les formes de l'arquitectura de l'<b>Índia</b>.</div>
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El <b>Romanticisme </b>significa un alliberament de l'esperit creador, una recerca de tot allò que pot impulsar la imaginació, emocionar, trencar amb les normes, exaltar el nacionalisme i la individualitat, etc. Aplicat a l'arquitectura això suposa el principi de l'acceptació de qualsevol projecte basat en els estils "històrics" o en les cultures extraeuropees excepte, és clar, el Classicisme, que ha estat adoptat com a estil "oficial" pel poder, en contra del qual es rebel·len els romàntics. </div>
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S'obre així un període en el qual predominen les obres basades en els estils medievals, en l'art islàmic i en l'orientalisme. És el que anomenem <b>historicisme</b> o, en un sentit més ampli, <b>eclecticisme</b>, ja que sovint es barregen característiques d'estils diversos. El que va tenir més acceptació va ser el Neogòtic perquè era el que es mostrava més obertament enfrontat al Classicisme i també perquè a França, Anglaterra, Alemanya i els països del nord d'Europa es considerava un estil "nacional" i no una importació d'arrel llatina.</div>
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L'arquitecte francès <b>Eugène E. Viollet-Le-Duc</b> va ser el principal teòric i impulsor del retorn al Gòtic. Va començar estudiant la teoria constructiva gòtica i restaurant diversos edificis amb un tractament "ideal" de com devia ser l'estil gòtic en estat pur; però més tard va projectar edificis de nova planta i va interessar-se més pels aspectes estrictament constructius que no pas pels decoratius; sobretot, va ser qui va reivindicar les estructures gòtiques com a exemple d'utilització racional de tot un sistema articulat de suports i cobertes tractats com un cos coherent. Això li va permetre utilitzar el ferro i els nous materials per construir estructures noves seguint els models de les catedrals gòtiques.</div>
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A <b>Anglaterra</b>, el <b>Neogòtic </b>va ser molt utilitzat, essent-ne l'edifici més representatiu el Parlament de Londres, destruït per un incendi el 1834 i reconstruït en estil gòtic perpendicular per Charles Barry. També el <b>pintoresquisme</b> fou molt difós a les Illes Britàniques, com demostra la construcció del <b><i>Pavelló Reial de Brighton</i></b> (1818-1821) per <b>John Nash</b>, que s'inspirà en l'arquitectura de l'Índia, per bé que utilitzi el ferro a les columnes.</div>
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A <b>Espanya</b> és freqüent la construcció d'edificis de maó amb ornaments de ceràmica vidrada, que recullen la <b>tradició mudèjar</b>. Finalment, cal assenyalar l'evolució del Neoclassicisme cap a formes més ornamentals, que alguns autors qualifiquen de <b>Neobarroc</b> com l'edifici de l'<b>Òpera de París</b> (1875) de <b>Charles Garnier</b>.</div>
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Com aportacions fonamentals de l'arquitectura historicista cal remarcar:</div>
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<li>el trencament amb l'academicisme neoclàssic</li>
<li>l'interès per l'estudi de les estructures constructives gòtiques i la seva funcionalitat</li>
<li>la possibilitat d'aplicació dels nous materials a formes arquitectòniques amb "estil"</li>
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Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-39291363097828553612015-02-26T17:00:00.000+01:002015-02-26T17:00:00.746+01:00Arquitectura i societat en el segle XIX<div style="text-align: justify;">
El segle XIX és una centúria de <b>canvis ràpids i transcendentals</b>. Les <b>revolucions burgeses </b>iniciades a França i Amèrica del Nord signifiquen el final de l'absolutisme monàrquic i el reconeixement polític de l'hegemonia de la nova classe social. Al mateix temps, els <b>moviments nacionalistes</b> donen lloc al naixement de nous estats (Bèlgica, Grècia, Itàlia, Alemanya). <b>Liberalisme i Romanticisme</b> són manifestacions diferents d'un esperit que exalta la llibertat de l'individu. D'altra banda, Europa completa el domini del món amb la gran <b>expansió colonial</b> sobre África i Àsia i la creació d'enormes imperis; aquest domini del món posa els europeus en contacte amb altres cultures a altres concepcions de l'art: l'exòtic esdevindrà una font d'inspiració per a arquitectes i artistes.</div>
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Però el fet més transcedental és, sens dubte, la <b>Revolució Industrial</b> i les seves repercussions a Anglaterra i al continent. La industrialització representa un <b>augment impressionant de la producció de mercaderies i de les transaccions comercials</b>; fa possible, a més, la <b>revolució dels transports</b>, la generalització de l'ús de <b>nous materials</b> (ferro) i <b>noves fonts d'energia</b> (carbó/vapor).</div>
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La industrialització no és només un fenòmen tècnic, sinó que té unes <b>conseqüències socials</b> extraordinàriament importants: la industrialització és paral·lela a un <b>creixement de la població europea sense precedents</b>; suposa l'aparició d'una <b>nova classe social, el proletariat</b>, que és la base de la societat industrial però que rep una part molt limitada dels seus beneficis; es produeix un procés de <b>concentració demogràfica a les ciutats</b>, que creixen pels suburbis desordenats i mancats de comoditats mentre que les <b>zones residencials de la burgesia són objecte de plans importants d'ordenació urbana </b>(pla del Baró Huassman a París, Eixample de Cerdà a Barcelona). Les <b>ideologies socialistes</b> propugnen canvis radicals i millora de les condicions de vida del proletariat i són la base de <b>plantejaments d'urbanisme utòpic</b> per a les comunitats obreres.</div>
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Podem parlar de tres tendències en l'arquitectura del segle XIX:</div>
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<li>Una <b>tendència historicista i eclèctica</b> que comença amb el Neoclassicisme i continua amb els diferents <i>revivals</i> d'estils històrics (Neogòtic, Neoromànic) i amb els estils basats en les influències exòtiques (índies, islàmiques).</li>
<li><b>L'arquitectura del ferro i els nous materials</b>, que dóna importància primordial a la recerca de solucions tècniques per a nous problemes constructius (ponts, naus industrials, etc.) basades en la utilització de materials innovadors posats a l'abast dels constructors per la revolució industrial. L'Escola de Chicago, ja a finals de segle, representa la consagració dels nous materials i de les noves tècniques i inicia el moviment modern en l'arquitectura.</li>
<li><b>El Modernisme</b>: moviment que es desenvolupa a cavall dels segles XIX i XX i que significa una nova valoració de l'estètica sense renunciar a la utilització sistemàtica dels nous materials.</li>
</ul>
Anonymousnoreply@blogger.com0tag:blogger.com,1999:blog-4355038630278207902.post-90051141115998842762015-02-23T19:06:00.000+01:002015-02-23T19:06:43.417+01:00Els jugadors de cartes (CARLA GONZÁLEZ)<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGXLj2uFwLYdBzk4JGEfUGcuwVErTZjphUHSOTOQMUETSb0a7x9iRoFaPLsBGeu-W6fYRZPBxO71_txSIMPfBxgB3vyC4Hirrrrtqa-3rSkiw66K55xSslRdX8wtu1HQqFNP09yVaO2lE/s1600/Paul_C%C3%A9zanne_-_Les_Joueurs_de_cartes.jpg" imageanchor="1"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGXLj2uFwLYdBzk4JGEfUGcuwVErTZjphUHSOTOQMUETSb0a7x9iRoFaPLsBGeu-W6fYRZPBxO71_txSIMPfBxgB3vyC4Hirrrrtqa-3rSkiw66K55xSslRdX8wtu1HQqFNP09yVaO2lE/s320/Paul_C%C3%A9zanne_-_Les_Joueurs_de_cartes.jpg" /></a> <br />
<b>DADES GENERALS</b><br />
<br />
Autor: Paul Cézanne<br />
Títol: Els jugadors de cartes<br />
Cronologia: 1889-1892<br />
Localització: Museu d´Orsay a París<br />
Estil: Postimpressionisme<br />
Dimensions: 47,5x 57 cm<br />
Suport: Tela<br />
Tècnica: Oli<br />
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<b>BÍOGRAFIA AUTOR</b><br />
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Paul Cézanne va néixer a Ais de Provença el 19 de gener de 1839 i va morir el 22 d'octubre de 1906. Fou un pintor francès que representa l'enllaç entre l'impressionisme i el
cubisme. Va estudiar dret per obligació del seu pare, però el que ell realment volia era estudiar art per tant va marxar a París on va realitzar les seves primeres obres.<o:p></o:p></div>
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Per als modernistes del segle XX representa el fundador de la pintura moderna. Les seves pintures són a la primera exhibició del Salon des
Refusés. Va morir de pneumònia.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_FaH2WBDxJP6XKeGea8ca6AUbuP7XwCbDLFoQbbZ4kV6iVBkR1N2UAbJgo5EWtSXJhCKyowa3cqfXI8knMV2yCX3-a2veFrgO2UZFyEhdUOUUVK4A0SZQYXN1L9G9McLnnYHSQ8XefUg/s1600/Paul_cezanne_1861.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_FaH2WBDxJP6XKeGea8ca6AUbuP7XwCbDLFoQbbZ4kV6iVBkR1N2UAbJgo5EWtSXJhCKyowa3cqfXI8knMV2yCX3-a2veFrgO2UZFyEhdUOUUVK4A0SZQYXN1L9G9McLnnYHSQ8XefUg/s1600/Paul_cezanne_1861.jpg" height="320" width="219" /></a></div>
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<b>ANÀLISI ESTILISTIC I FORMAL</b></div>
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Suport: tela<o:p></o:p></div>
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Tècnica: Oli<o:p></o:p></div>
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Descripció: Dos homes asseguts davant per davant en una
taula jugant una partida de cartes.<o:p></o:p></div>
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Colors: Hi ha predomini dels colors càlids (ataronjats,
ocres, marrons). Els colors de la roba dels dos personatges fa un contrast al
portar un els pantalons marrons i la jaqueta groga i l'altre els pantalons
grocs i la jaqueta marró (ús de contrastos cromàtics).<o:p></o:p></div>
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Predomini del color per sobre de la línia. Tot i això, hi ha
dibuix, ja que era molt important per Cézanne. El pintor creu que dibuix i
pintura no es poden separar.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Con2XATUugAzWGQKC9B2l8R38CjkLSr64xalUtB4qBXdVLPwFmY7bYTcw7rrUvNp_t6rllhtU0GbuDRRNYa8yoBANeNMBELwcM_SgZcVVktzgyOUr-1Y59lUlyhhBcAvXGTWHcbdYuc/s1600/1328534446915.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0Con2XATUugAzWGQKC9B2l8R38CjkLSr64xalUtB4qBXdVLPwFmY7bYTcw7rrUvNp_t6rllhtU0GbuDRRNYa8yoBANeNMBELwcM_SgZcVVktzgyOUr-1Y59lUlyhhBcAvXGTWHcbdYuc/s1600/1328534446915.jpg" height="267" width="320" /></a></div>
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<span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;">Pinzellada:</span><strong style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;"> </strong><span style="background-color: white; color: #333333; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 15px; line-height: 20.790000915527344px;">La pinzellada és solta. El quadre està fet a base de taques curtes, denses i fines, sobreposades unes sobre les altres.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdJynjlGrST_UFmV9gV0CWv0Foe5N7YDMJbzvAcEyOmUwCWXNaJdE13StlQ62Z36g3lpmOX4g0-bkrymBZhgjFlTMz6GQMQ-PRzOZqNiRsz-hpOiMgPsS3H-ezSAmkOmHWKeOkm8bD93I/s1600/czanne-els-jugadors-de-cartes-10-728.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdJynjlGrST_UFmV9gV0CWv0Foe5N7YDMJbzvAcEyOmUwCWXNaJdE13StlQ62Z36g3lpmOX4g0-bkrymBZhgjFlTMz6GQMQ-PRzOZqNiRsz-hpOiMgPsS3H-ezSAmkOmHWKeOkm8bD93I/s1600/czanne-els-jugadors-de-cartes-10-728.jpg" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXhocJjWCXCAuZWGMneRGd7tYWG2f4O8S_u9gmTa-88WW6rnp2eA5uHvD8UoqhSQ4iIQ6VDUnFnuZCBqGxNlDVPlo2QDZF5_54lvsQ3X2QB5J8FeAZxmvn4zJOj1E4Goa6kJJiSCX0qd4/s1600/czanne-els-jugadors-de-cartes-10-728+-+copia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiXhocJjWCXCAuZWGMneRGd7tYWG2f4O8S_u9gmTa-88WW6rnp2eA5uHvD8UoqhSQ4iIQ6VDUnFnuZCBqGxNlDVPlo2QDZF5_54lvsQ3X2QB5J8FeAZxmvn4zJOj1E4Goa6kJJiSCX0qd4/s1600/czanne-els-jugadors-de-cartes-10-728+-+copia.jpg" /></a></div>
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Composició: La composició és tancada. El quadre es divideix
en dues parts gairebé simètriques separades per l'ampolla que fa d'eix de
simetria. El costat esquerre queda clarament més gran que el dret; com es veu
el personatge de l'esquerra surt sencer i el de la dreta tallat. Diem que hi ha
una falsa simetria.<o:p></o:p></div>
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Al mig dels dos homes hi podem dibuixar un triangle invertit
que passa pels ulls de tos dos fins les mans i aquestes serien el punt de fuga.<o:p></o:p></div>
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Hi ha predomini de la línia vertical (cadires, potes de la
taula, ampolla) però queda força equilibrat amb la horitzontalitat de la taula.<o:p></o:p></div>
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El més destacat de l’obra de Cézanne és que redueix els
volums a figures geomètriques bàsiques, com podem veure al barret, l'abric, les
cartes, etc.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcN_SQZziYGHufuYLeSdVQWr_iUKsrnm8lBN52cFRhhyiXvzipw_BgVekhx2iZzyReMbUNF1riUoDfoREqv7xOzl1o9hvywtcrERMwWKoWbCFEmfw71RZ45Mstk7DWuQVIgECEe4F4DQ/s1600/czanne-els-jugadors-de-cartes-14-728.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgYcN_SQZziYGHufuYLeSdVQWr_iUKsrnm8lBN52cFRhhyiXvzipw_BgVekhx2iZzyReMbUNF1riUoDfoREqv7xOzl1o9hvywtcrERMwWKoWbCFEmfw71RZ45Mstk7DWuQVIgECEe4F4DQ/s1600/czanne-els-jugadors-de-cartes-14-728.jpg" height="269" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicETLJdgmbrIeMIQIQNlj4uddaSeIM5BHb0HjIP7Q3nseooAzhMez0RvIRfyt_XhFNAXeX30J4Tie01y5PRzciPi8ktCF1VrPdt6OAb1m5-CIY7Z7pYKENhvfBOqqCC3U_UxE5MPpyMV4/s1600/jugadors+de+cartes+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEicETLJdgmbrIeMIQIQNlj4uddaSeIM5BHb0HjIP7Q3nseooAzhMez0RvIRfyt_XhFNAXeX30J4Tie01y5PRzciPi8ktCF1VrPdt6OAb1m5-CIY7Z7pYKENhvfBOqqCC3U_UxE5MPpyMV4/s1600/jugadors+de+cartes+1.JPG" height="263" width="320" /></a></div>
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Llum: No hi ha gaires ombres, només una mica al fons, però
no hi ha una ombra clara. El que queda més il·luminat són les cartes de l'home
de l'esquerra. Podem dir que la llum ve just del davant, com veiem en el reflex
que fa en l'ampolla de vidre.<o:p></o:p></div>
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Profunditat: No hi ha gaire profunditat, però n’hi ha una
mica donada per la taula, l’ampolla i la disposició dels braços. Perspectiva
lineal.<o:p></o:p></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZTAAjcqGlCro6EuZ64zBEdExhwvvMchzesEQqmloSe5plvi7xFt0__EhMhVgtESTOMZfAOpZ3kOJ6jIEAmWowXKzngifK_BWrvoWefFUXc18Em7zyYnf6AHiI6igyEdOZtJmKY8V3t0/s1600/Copia+de+jugadors+de+cartes+1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhSZTAAjcqGlCro6EuZ64zBEdExhwvvMchzesEQqmloSe5plvi7xFt0__EhMhVgtESTOMZfAOpZ3kOJ6jIEAmWowXKzngifK_BWrvoWefFUXc18Em7zyYnf6AHiI6igyEdOZtJmKY8V3t0/s1600/Copia+de+jugadors+de+cartes+1.JPG" height="264" width="320" /></a></div>
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<o:p></o:p></div>
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Expressivitat: No hi ha gaire expressió, però els dos
personatges donen sensació de concentració i atenció. L'home de la pipa sembla
més segur i amb més experiència que el més jove que es veu més insegur. El fet
de dividir l’escena en 2 parts intensifica la confrontació.<o:p></o:p></div>
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Moviment: El quadre és força estàtic. La concentració i
l'atenció es pot percebre, però l'escena és quieta. Hi ha algunes corbes i
diagonals que donen un moviment més relaxat i no tan estàtic.<o:p></o:p></div>
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Tractament de la figura humana: El quadre és figuratiu i no
idealitzat. Podem reduir els objectes a formes geomètriques regulars.<o:p></o:p></div>
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<b>INTERPRETACIÓ</b><o:p></o:p></div>
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Tema: És un quadre costumista (dos homes jugant una partida
de cartes).<o:p></o:p></div>
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També hi ha altres possibles interpretacions. Es diu que
l'home més gran podria representar el pare de Cézanne, que estava en contra que
fos artista per l'estil de vida que això suposava. Aquest estaria enfrontant-se
al seu fill. Una altra possible interpretació és que ambdós personatges són el
mateix pintor; el de l'esquerra el seu costat més assenyat enfrontat al seu
costat més rebel.<o:p></o:p></div>
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Per pintar l'home més gran es diu que es va inspirar en el
jardiner del seu pare.<o:p></o:p></div>
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D'aquest mateix quadre en va fer 5 versions, on canvia el
nombre de personatges i el decorat. Cada vegada el dibuixava més simplificat.<o:p></o:p></div>
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Funció: En aquesta època els quadres es feien per vendre. No
s'acostumaven a pintar per un encàrrec previ, sinó que l'autor pintava el que
volia per després vendre-ho. Hi ha funció estètica i també experimental, en la
reducció dels objectes a figures geomètriques. Es volia trobar un nou
llenguatge artístic.<o:p></o:p></div>
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<b>INFLUÉNCIES</b></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifbGegyEBE6MZRSj61PJzourxgsUCbT_1Y8QtstVGCN6bxNajT-dnOtGRmzR7qLqhTVvGBW-tJKkwqBeJae695Ej4JbAZoUrBz3iVoOAFCP3aPwv53TeM2l83bHi-dO_3PmTEXIw99LCE/s1600/300px-The_Cardsharps.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEifbGegyEBE6MZRSj61PJzourxgsUCbT_1Y8QtstVGCN6bxNajT-dnOtGRmzR7qLqhTVvGBW-tJKkwqBeJae695Ej4JbAZoUrBz3iVoOAFCP3aPwv53TeM2l83bHi-dO_3PmTEXIw99LCE/s1600/300px-The_Cardsharps.jpg" /></a></div>
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Jugadors de cartes de Carvaggio<br />
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Jugadors de Louis le NainCarla Ghttp://www.blogger.com/profile/12229550744464417381noreply@blogger.com0