![Joan Miró. Still Life -- Glove and Newspaper. 1921](data:image/jpeg;base64,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)
Bodegón del guante y el periódico (1920-1921), conocida también con otros nombres, es un óleo sobre tela (116,8 x 89,5), de la col. MoMA, Nueva York, gracias a una donación de Armand G. Erpf [D 72. CRP 77; se refiere a los números de catálogo razonado de Dupin 1960 y Dupin-Lelong 1999]. Es el bodegón inmediatamente posterior a La mesa, y lo inicia después de su estancia veraniega en Mont-roig en 1920. No pertenece propiamente a su serie de tres bodegones iniciados en el verano, pues aporta importantes novedades. Es una obra compleja, que sirve de charnela entre el cubismo, el dadaísmo y el purismo. En ella predomina el cubismo sintético de intención decorativa (en un estilo similar al de Juan Gris), pero hay notas del dadaísmo (la inclusión de la palabra ‘Lejo’), de Henri Rousseau, y del purismo de las severas líneas formales de perspectiva del bote y el portafolio formando ejes paralelos con las patas de la mesa.
Reúne un elemento común para Miró en el género (la jarra) con una serie de elementos nuevos, como el guante, el periódico, el bastón y la carpeta de dibujos. No hay nada vivo o muerto, todos son objetos cotidianos en la vida de un artista atildado como Miró, descritos con un depurado detallismo. Muy personal es su introducción del motivo del gallo (tal vez relacionado con el símbolo francés del Coq Gaulois), que aparece también en La mesa (Bodegón con conejo) y en Bodegón con caballo de juguete; según Lubar, Miró pretendía colocar en sus pinturas emblemas que confirmaran su posición como un artista catalán internacional, asentado en Francia, y seguramente por ello utilizó las ilustraciones de Picasso para el libro de Cocteau Coq et Arlequin (1918) como inspiración, por lo que en Mesa con guante situó su propio portafolios de artista sobre la mesa, y además casi en un primer plano.
![Archivo:Robert Campin - L' Annonciation - 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)
Campin. Retablo de Merode (c. 1425-1428). Col.
The Cloisters, Nueva York.
Campin. Detalle de la tabla central del tríptico del Retablo de Merode (c. 1425-1428, 64,1 x 63,2). Col. The Cloisters, Nueva York).
Por mi parte, considero que Miró se inspiró para la selección de los elementos y su disposición en la tabla central del tríptico Retablo de Merode (64,5 x 117 el tríptico; 64,1 x 63,2 la central) (c. 1425-1428, col. The Cloisters, Nueva York), atribuido a Robert Campin (Valenciennes o Tournai, c. 1375/1378-1444). Campin probablemente contó con la colaboración en su taller de Rogier van der Weyden (bajo el nombre de Rogelet o Roger de la Pasture), casi seguro discípulo suyo entre 1427 y 1432. El amor por el detallismo, el naturalismo de los personajes y la perspectiva práctica del flamenco encajan muy bien con el estilo detallista de Miró en estos años.
La composición de las respectivas obras de Miró y Campin es ciertamente muy semejante en varios detalles, como la perspectiva y forma de la mesa (sustituta de los halos de santidad del arcángel Gabriel y la Virgen María), la función de eje estructural de la mesa respecto al espacio interior (tal como actúa la formalmente análoga fuente de agua divina en el Retablo del Cordero Místico de Van Eyck), la combinación del círculo con dos ejes rectilíneos que limitan la mesa (situado arriba en Campin y, en cambio, abajo en Miró), la situación del jarrón en la parte superior, la vela que corta el círculo de la mesa cuyo humo se dobla al igual que el asa del bastón, la situación en la parte inferior de un material escrito que también corta el círculo de la mesa, el paralelismo entre los listones de la mesa de Campin y los listones del suelo de Miró, el colorido de la madera, el marcado y algo irregular la mesa de Campin tiene 14 lados) reborde de ambas mesas...
![](https://blogger.googleusercontent.com/img/a/AVvXsEi67P45KOwu3teBc2ZHrBkQX4Bmlc7RLaAgCO4O9DnVW3CByxyQFnlg-Av9AGqhbHVwt5eIUTREKeJSEOBqa5DtdQ5fE8zllUOrWu7Y8bXcnu3XdF53uDno1w3VOW9nhg9DWQ_QHCWDOjwbCIm5zGYVgB0Bmp9JbNFU4cS1nIn7nOD3SiW9qAwujg=w282-h290)
Tabla central del tríptico de Merode.
![Archivo:Robert Campin 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)
Campin. La Anunciación (c. 1430; 58 x 64). Col. Musées Royaux des Beaux-Arts, Bruselas.
Apunto que la versión, al parecer posterior, de La Anunciación en los Musées Royaux des Beaux-Arts de Bruselas es bastante similar en la composición, pero menos parecida en el reborde de la mesa, pero no puede descartarse que, si tuvo mejor acceso a una reproducción de calidad, se inspirara justamente en ella.
Señalo finalmente unas obras de Braque, que años después muestran el mismo tema del Bodegón del guante y el periódico (1920-1921). de una manera que aparenta afinidades mironianas como los campos monocromos, las líneas curvas, las formas geométricas fracturadas o las bioformas, aunque con un recargamiento de ornamentos que anuncia su estilo más decorativo de los años 30. Braque, empero, en los años 20 pintó varias series de pinturas con este tema de la mesa cubierta de mantel y objetos, por lo que no cabe deducir que esta coincidencia sea una prueba incontrovertible de una temprana influencia mironiana, sino que tal vez su propia investigación encontró soluciones similares.
Miró. Bodegón del guante y el periódico (1920-1921).
Braque. Mantel con un frutero (1925).
Braque. La mesa redonda (1929). Col. Phillips, Washington.
La historiografía.
Sea cuál sea la fuente directa de inspiración todo abona la idea recurrente en la historiografía de que la pintura de los primitivos flamencos es una fuente iconográfica para Miró desde principios de los años 20.
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)
![Robert Campin: Merode Altarpiece (detail)](data:image/jpeg;base64,/9j/4AAQSkZJRgABAQEAeAB4AAD/2wBDAAoHBwkHBgoJCAkLCwoMDxkQDw4ODx4WFxIZJCAmJSMgIyIoLTkwKCo2KyIjMkQyNjs9QEBAJjBGS0U+Sjk/QD3/2wBDAQsLCw8NDx0QEB09KSMpPT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT09PT3/wAARCAGYASkDASIAAhEBAxEB/8QAHwAAAQUBAQEBAQEAAAAAAAAAAAECAwQFBgcICQoL/8QAtRAAAgEDAwIEAwUFBAQAAAF9AQIDAAQRBRIhMUEGE1FhByJxFDKBkaEII0KxwRVS0fAkM2JyggkKFhcYGRolJicoKSo0NTY3ODk6Q0RFRkdISUpTVFVWV1hZWmNkZWZnaGlqc3R1dnd4eXqDhIWGh4iJipKTlJWWl5iZmqKjpKWmp6ipqrKztLW2t7i5usLDxMXGx8jJytLT1NXW19jZ2uHi4+Tl5ufo6erx8vP09fb3+Pn6/8QAHwEAAwEBAQEBAQEBAQAAAAAAAAECAwQFBgcICQoL/8QAtREAAgECBAQDBAcFBAQAAQJ3AAECAxEEBSExBhJBUQdhcRMiMoEIFEKRobHBCSMzUvAVYnLRChYkNOEl8RcYGRomJygpKjU2Nzg5OkNERUZHSElKU1RVVldYWVpjZGVmZ2hpanN0dXZ3eHl6goOEhYaHiImKkpOUlZaXmJmaoqOkpaanqKmqsrO0tba3uLm6wsPExcbHyMnK0tPU1dbX2Nna4uPk5ebn6Onq8vP09fb3+Pn6/9oADAMBAAIRAxEAPwDqgSfpUdyRtUjswpynnnpUU5JUYHORXkI72dfYMGhJUccVbqjp7/ucfSrg5HHWupbHM9xAfmIp2Kaeue9KpyKYFLVzjT37Ywc/jXNXMxTxbKMcSRIwP4V1GpoGsJgR/DXIakxHiaFh0+zLgVEhxJfHq+Z4RnfoN6k15EBkBscV7F4xUnwffZ5XapFeNh8EDJwe1a09jekX4WG0YzW7ZnMS4OKwbfO3kDFb9iB5S+uKzqLU2Z0FmuLZCTzirmOQaqW+Vt0B6Y7VbU5GPSudrUhiMpOdwzzTj97DDmhcjPPWlDfMDjk0ANAwQR1pWY5Ue9HUqe5pp6r161QhC3Qn1qO6AFnN7ITUhAAHPeo7sj7DccjmM0Bc8dcDzCAecn+dOwsar60wgmZjkZ3GnnHANej0HEXgcmms2UBx/FRkn0xTDjY3PepLJ2w3GPpTGwMDFPIxEG6nFIBnH0qWUhxCjBUc4pobCAnPBpM7Qe9KgLKKARanbOxuuRxUcseISc8kUXJ+ZF6cVGxLRHvgUimOtLdrqaOBCPMlbYD71oXunf2Ibiz1S2c3gA8ko2B9T61lQuU2FSVdeVK9Qa3dIk07VZL5vEd5Mt0yfunb+HFKVzKQT6FJoi2lzrcDS2twm5DE2MH0NRR6Q62aazPbtJpZk2lFf5sU3T5EvtQsYNbup/7LRiqs2cVL5kEeptaJPcS6BHcfMR0AqdSLhBoEup6feapYpttLV8+VI2WK/WiKyTWtTEWmwiD91kIz98c8+tN1pIbO/u4NCuppLB8MyrnAB9aieK1EtqNHknNw6HfjsaBkqC3vktNMW0hguDIVe4Lda6X/AIVuv/QUg/OuakGlHwuu3zU1lZ8Yxy3NN+xaz/du/wBaLEnqhBJHtTQB5iZPHejPX60mzcoJPSuQbOo0tcI+Tz1rQHIrN04sIsk8kDFXhvDYzXQtEcz3Fk+WiPpz1psgLCkRGUnnJpkjb3DWk3ptNcRq8uPEtpt/jtxxXb3Kn7NID3U15zqMskniaHcpAWEAGpkVA6TxOufBV8MZPlZrxaHB5I6V7bq6+d4SvF67oDXh8WVcAnrWkDaluaEJOCR0ra0/PkAZ5rFhGVxk1s6dxFg81Mzc6yxQNZxgnnFT7QrAZqDTiBYxcVZA+bJ71gzNiAfKaB1GKUdSKQnC5HrSFcY2QwPpSRbiBu9acBjBzxmkXkde9NADDd1HeoL6MCxuMddjVOp4zk4zTJyDBIG5Gw/yovrYDxkY88j61Iy52imyLtnZxwC5/nT+S2c16CbsioiMmCPSmSHMbHFOyeQxprf6sntmmWSDPldeKUZ4z0xTf4MdiKegOcg8AVLRSYZG72pRxwOtIwU9aRcZwvHNJqwXJpsu4x2FIFwDx1FLI22TbjtzRvXafTFSNsdYW8ss8SQx7pACwU+grR8qXxZq0VpbW8MMnlYJz1IrOtXk81hBku0Zx9PatK5TTf7P06TQ2uU1Uko6D72e5qZaMzZNLe3ep2tj4XktYIpbeUoZ6fc39/4asb7wy8NvJ5rAiXAqsH0uPQpVuBcx68svysOrGkRrSG3v11yCdr6RAYnY0rkWJ0nvvB6vGqW863sWMHBxx1p1vp994dtbHXYLmBzLkFcg4z7VHpC2+m3UVz4gtbiWG4iIjLdhjrVe3s5QBqSW8x0pJCEVjn5anYCeLSri/sLzXTdwpcRTb9mQKj/4TbW/+flf++KS4iOrXdzc6RaSfYodpkUdDjrkVJ/wkGm/9An9KpMLHo4+8c9zUqqRtB+6351ETgcipIfmlTPQnrXJHcHsaEGvm2la3awugy8ZVchqujWJ5AphsZFJH3pjha5yO8RJZFOt3KDdjb5XP0q2X0+XBkOoXjf3MkA13pKxzPcvXWpHaReanHC38KwfNj60lvqcQJMuthxj+FKbHFdC3P2HRYYVPXzeSRTYrfV3OEstPgX125pOwitqd9ZzW7j+0r0EgjcsZrnZ51bVNPKFmVYSgkP8fPWuwu7LXWtyEvbVBjoIxXF3Qu49Rs0vWT5NwTYMd+azmk9ioHazyA+G7jcuR5DV4gu0tnp6V7c4H/CNXX/XBq8MjbnOMDJp0zWnuaUBAHWtewcCKsOBzwccVs6eR5WamobnV6ZLmyj9qu7snPpVDSyGskwKuZAYAVzmbJOQw9xTG5BHTFO3HAx6Ux8hW9RimIOcD60JyT6bsUAnK56Gmpj5znoaEAEEA46A0yVgYpBz8yn+VSvzHgN3qGZsRyknOEP8qVtQPH5BmVxyQGP86UPtVRjFKN3nswxyx/nThlz8xAr0V8KKiMK4I9xTSuFJarHUjkcU04xgc4ouWMU/ux1xS5+XCmnLIeV4wKTzT0AGaLjEGNoB60Dh+al80hRwuR6imNLknIwPWpbuMlk5YEHtTVGYm+lIpZlYkZIHFKpKwtkcEUrgT6ROLW+iuNu4JG2B71dgt7jTrKHxDFdw/aPMyI/TnpVHSZkivo3mwIQpDA+lTQWZffeLbSy6bHNkr6jPapkQyy5/tUXesXVykNymGRFHU1PaxP4tvJm1W/SG4it/3IcbQQKS8sX8T6jc3GhWLJa28YLAnHTrU8ssvjS7tLGxsIrdreHazA431JDI7e9m8Qy2Gn6xdxxWlvmMS46/jVa8vbizafR7e+abTEmGXQcY+tW57lLjTLbw9/Z8cd9DNtMuf1qy8x8MaZe6LqGmxTyT/NHOvf61LArapLF4eu1j8Pai0iXkP75E5/CuW3y/9Nvyrp9Nt38KX9vf6rYiW3mT5SvRc9K2f+Ev0n/oEfoKfMwszqiN1PhX98gzxkdOtMBbIqSI7ZVJOPmFckXdg9jqY4Ijz5MZOByVqwoCkBVA9wMGsw65plv8kt5ErjqN3NRP4t0tDsjkaVv7sak122ZzM2H+b3HvTUXBxnj0rHOt3k67rXSZjn+KQ44pRqN8Fy2nO2DztajlYjUl4HQeleaanaSr4mDvIXQltqntzXXXXiKe1yraReMoGcqM1y8l4NSuYLlYZIsyMCjrz1rKSZcUdSSW0K4QDrbt/KvDVXkqT0J6V7qqlNHuMrz5TfyrwtRmQ9jk1dI0pr3i1at8uM8VtaYuYT7ViQ4BK1taaQEIFEzosdPpRxZrj1NXsfNwQCO5rO0l/wDRtuejVooQWzmsGtTJobLdrFcxQyf8tB8r9iakbILnqCKZBpy6pbXVox/eA+ZE46qR0qO3nae3zIMSr8kg9xTJ6kxbBGBzTQMFhjqaQkbs9Qe1QyR+YGXe6gHO5TyKm9hk7HarYBJB6VVt7o30Uwe3eHarAbu9LbyyNKbWd9zKQYnz9/61vRrbymc7AI1PmE9qpK+om7HjVp4e1O6kkkhs5SjMSpOBnn3qvd6fdWDhbu3eIk8bh1rsNTS6vbmW5nuGRc7YlXgZ/wABWZqHhzWZ7VXM8l5FFzjOdg9h6V0qeiCLOYYsDnGQaULgE4qQnaCDjPIxnmoizGPHcVombrYUYJwM7j6UvlOpBIx71GhZOVOKlaZ5Bhjn2oAkR41z5ik+lS3F1Zy7DDA8ZUYbHOT61SGR2p+Tk8Gk0BZhkRVLeW5GefpUk0ti0ymOOQQgjcG6mqqSNsKk4UnmnyqvktuPHapsFi1cQWct7BDZbkSXCkP0BNWptWv7C3fw7NcR/ZElAaRB90fWsdS7GMIP3hGF+tbVvd2dtodxpstk8mqTSjJcd/rSkiR2pvNolzNb6Heu8M0I83y+cDvS6qNKs4NOm0G9n+1Ov75R1Bx1qeKS68Gfabe/tkkkuogyMTnbVSxs77R4bbXTFHKituKNyMGpfckLGLTDot3c3VzKmpxtkHPzE9qZY+VeX8p8RXU8UzRBoZXHAI9RV37F/wAJPNqGqWhgtMYYQ9iRTPtt14xvLSzuEtoTANnmDgvUoLFezuf7TvrS31e8kXTo3OCRgGu0/sXwn/z9/wDj1cfdXkhsxoEkVswhn2x3A6jnpmtL/hCrr/n/ALb86YanabjuANSRHDhs8buR3qP7wJ705Dgrjggj8a4IvUHsWHtroyM7WOlFieHZhnHvTo7p7dcSX2nWuO0MYZq0U8N6ZL+9ktyS/JG44zVu20bT7QHybSIZ7sMmvRVTQ5Wc1cX9k+RJcapeHv5SlRUcdxpasSjavEDxtwcCu0Kqq4jVVHsBTOOThT9QKXtQOImvNOiibF3q8JP/AC0YEgVjrevNHGFlecxzErOVxuX0r0t41aNgyIwPYqMV5vqIdNQZMRLbJKSiL1B71nOdy4as6dbuVtAun3DiEjp04rxiJjuJJB5r2nTYC+jzpwVaM/yrxhk2yyLz8rkdPerpPUuD94tQtl84rV0w8sDWTbIxkOwEgDJPatnTbeeaRzBEz7R2FEzoujodHOY3GOAa1FPoOMc1kaKxHmKQc9we1awIzjNYNkPUktbr+z76OfHyv8rj0qrKVj1a7ijPDjzFPpUsgDBkblWGDisOE3EfiCIXbY3xFYj2YZ7+9Pm0I5dTZjGDnd9frQB14Oc8mkVMbhg4BGSaeRksPXFZ3uUytdQztqsEsbr5CsOBW2qeTZSqx2tKxYk9dvpWSs6G7jQMvyyYb29qs6vfsLkWtsVaZEyeeF+taLQhq5k6npV55iTSJGkEa/ulZ8M3vXKar4hvgv2aJXtVJ2yEHlqpf2k99qb/ANqXEzBmIVi3C/hT9WQC1ieNw6KSu4HmtorqUomOwxuAJxnIOKa/KNt4I9KduY/KW4zwKa+FDf7VbI06DFRiuc0oRsg5waco+TOc44p8cMjY+Q/Wm2JDQmVOTzmgoS3XrTtmGfvzSAkAdqVy0PaMRleuetOYjyG9afP8wjLcZXio2A8puc1KGxYHZZYZVwpQ5GemRWpFbwanpt7ql7qAW+jk3KnQk1nW7BWgaQEoDlhjtWlcaedcvL6+0izIsrfBKn+LHWpmzNjrIxavqWdevWQeT+6kfmqcDkTRwXE08ukxzZwOh96uyu3iy8trWzto7fy4wCT3xUQ1a5FidBWODIk2eae3NTr0FcXUYorvUbtdA8yS3MY3BBjPrxRP/Zs9jp8elxTjUACsir61bnhuvBl7LHbzRzGeEYZT0zVS3tZLHTrfWba8T7SshLJ3B+lFuwCo2lw6ZdQXdvMt+r/IT1BrG829/wCes3/fRroLCIeJbq/vL68jhuUTci4xurH+0z/89I/++qYj1tcYNKD8wCjmmpkLSqSrA+hrz0D2Oxgz5CZx0FSbhXPjxAyjCwAbR1zUMmvXssyQxhUD55x6CulSRzuJ0cnIypqJXOcEisB49TuFJTVZI5cfLtUbapWU3iEaslrcX0EiMCd+zBzQpJuwrHXM3ykDH1rzDXJreDWd0mRJJIQSPQe1djc6pqVqrRrFDLMvPynhq4jW1uf7dtp2eK2eVS7BxnFTdN2RUNDrtB1ywezWGSXynOQA4wDXlWox+TrF4i4IErEY6V6Vpgu7m0V0is9RjXqowGFefeIhjXbvbD5GWz5ZP3R6V0Q0LjuaraRJD4Qju4RuDy5lI7en4V0nh21W0is4ImDTSfO5HTPpWD4X1HUZNIntbe2aWBQfmI+UD0pLDWJdO1SJ5UKkHB9BUt3dimb93Glv4hu44RhRjIHY96juluXg/wBCkCzYJGRwfardpBar88peWeQlmZT1qlq2qQafs8u3eRiCSiMCeKya1Gipomu/2iJIrsJBcxNtZM43e9ZWs6xcWOqiC8j+aOUPbygdF6EU240W78QzpfrHHYFhkEHJYdjxTtY8O6leW8RlkiuHi4DLwxFUlHqMt6t4iNvrNtBB80HBcjvnpWvqF8unWk9y6klE4Hqe1eftbXEb7JFIlTordeDXYa5ul8MqZAxnlVQi+rU2lfQLozrASa9pUFvHKY5FcyTXCjkH+77mt7TtPisYXAZpXfJeVjyxqPQ9OOl6YkBAVyN8n1NX4+R0xwaiW9hHk16At/ODwDIcVF5j7QucKT0zT7w51CfPaQ8UzqFPbNdi+FFIcIxtJY89qZKB5eRTt+5CMcg0AnYSuCcdKZQluBvAJI4zirJlOBljwe1RRYJ+UZcjpQUZEUMwGe1JjSHx7C7qflyfvUwLjK/eAPWlRk3ncMgUrSFidgCrmkMfc52RDH8NQ7dsLbueKnlR3hVgc7arknynK9T0zQhsmtCsnlLISEI5PtV66uXsJ7ux0u8lNjLt37B271lxn93FjuMZ961YNQuNAhuLQwQu1xGMM3JFTNGZNeR2KCzTR7iZrh12uqdfpUUf9l22iXNvdQzpqwlyrHpj3pYUl0GS01OOWE3BO7Z1FB8zW5L3U725jjJ5Cgd6STE0S6W0Nle/aNctp5IWiIj3A5Pv71DBo11c2M2pw2xNlFLwue1SQ6k+tvBFrF2Vghj2xYXGahF9PDBc2cNzILMt8wXpQBZkgfxPrBTS7dLfbEMgHAOByaq/8I7ff88Yv++qtTmKy8o6ZKyzyptYL/EP8aof2bqH9y5/M0aCPU19KcDzjqKZ1PWnAbWrzkO4vXd1H0q7ZBTNbmQjAdhk9OlUS2QePSlkiSa0AmilmSOTPlxdSK1p6ysZy2OlNnGpDxkbQPXiszUbX51njyrJ94A9RWdY/Y/Nb+zNQuLebPEFzyv61ox39xbgjV4Ai5+WaPkMPet6lHqjFDtLOnzHETYk7o55Fc74ltorjxXFFLGrAxgYNbN7p8F2FnsZF39cxnnFYAElxrqNOSZFXaM9eKwehcVc2bHwza7C1pLJaS9coTg1574igWLxRPHeytIA482TuRXremBgmCewryjxwCniu+6Dc3WtqcrvUI/EejWl3pkGheTYXNslv5fyjcATxzn3ry7VZludxt2YruwXPf3FXPBOm22oapKLpd0USFxHn7zdq1tQ0COy1X7Mi+c08ZlaNeqr6D605K0i3oFzp1801rbWMpSyWBcSE4z6k1M+kLa2myJnea4O1pH67e+PatRryx1FI4k3LhR8g4GB2NRqHyzyNuLHgdkHoKwnLsOOpJEixRRxp0QbRTLy4SztDNJu2L12jJFPHOOMY9KVxuUggEEdOxqVLuUc1f6vpGtQM0dwI7uIZjLjBbHaq954rt/t+nSyRvKIUyyDpvq1qHhG01BmkiYwOx6AcA1n6d4dQ62be8biJc4X/lpXRCcGtUI1YPGumXFz5bCaPP8AEwzg+9bcUizBWVwQwJDA8VTh0mxtWd47VFaQYOec1YgQRBRGgCAfcrNyi3oI8qviBqVz6eYaj6Y9Kk1HB1S54wPNPFMIHHeu+PwlREbjJWlUgI2Tg4o5+uaEIxtYc0yyS06s3RgvFTpbkxrLIOD2NMxHCoPO4jpVxZYJ4IxuKsOx71nJlIpELuPGc0jBSoAOD6VYkiiVySxx7VEsgRgy8j3FJSAUP5cQZuhBAxUBwYyParWUnjIPGM9qrouQzdQBTQ2JjMMZz0H51owpDAZX1aGV5XjzEP61SRsxQ4HAX9atz341K7T+0JG8uNNoCdqJIzEgs3iSK8u7ZzaKeN3envaPrN7PNYwiKGMZYA8Ef41A+pzy24s3mZrWNvlHoKvvc+Us4s9qWzxhSAeSaSiwbDzf7XktbC0t44lThievualIm0yK401II5ZJDhX7tn+tQ2x0qKCP/j4SaMZMoOMmrdpNokbyS3P2meVvunPQ+tLlZLYiafc+HZob51V8jDIeqH3q3/wlv/Tuv51Sv72yv3gffNIIzgrk8j3p3nad/wA+D/nRYaud+VBIxSkc0o+8OKDnk159hDQQXOBwBU8EN1cJLBZzG3nbDLL1Ax2qAZGO9X9NkCahGvPIq6btIiWxUuzfJ8muaTHcRA83NtwRU9srG33aNdJdRA5a1uDzj+ea6Mn5/T27VQv9Cs73Mig28/aWE4Ndqn3MTnblLK5m+9PpF8OcH7pqKaS+tT9qnt47wKMCeDqR7itaeHVbKJVuoYdTth0JGHArLkTTZdxtZ7nTZieVYHaDUyjGQ1Kxe0fxXpzjyp3eCTuHUjFef+Npkm8SXMsbK8bAEMveuzW21GAN8lnq0LckjAfH0rh/E2wao/l2rWqkcRMOlLlSZcNZFbQNQbTtSjl7A4fHcV3ej38V34nuZZiEmkA8hif4R2rza24l6556Vr27v58bKW3DoQelKe5q43O81iFbe9ikt7dY1kyJCOxqsPmGex6VmQXF1KyC6laQA8bq0oW39fyrjm7vQErEq8LSk88+lN7UMfnGOtMdjN1nUDpWltdRgMVIGD9aorew3HiWyuYXUxXMJVgD93FaWrQC50y4jKbgVOAOua83t98ErElozFnC981tRipLzEd3ot+2q3F7O0uUify44x0UetbUa7WBzwa4vwXI0Wp3Nvngxgke9dkG+dVPH0pTSU9BM8n1M51W6/66mod3yk45qxqi/wDE3vB6SGqwO5dpbmvQh8KEmPjkwh9TRuHY/NTRGB/GKTAB+8KbLTLKsHOeXLdBirGxVVVJDSZ/KoLWbyJFkVlLL61el+zFhIsy7n+bA7VlIu6LQiZiI4kUOB1NQ3NuwQAlHZhzxjBq5azJd3qRo6oVTdJIvO0U79xNI6wgzYHO44rLmsFzFYtCpC7eeODmo9jomCPvCt3faLhXt4yMY3I2SPrVa+NikKx2hmklJ5DLgD6VcZC5rmbbx7rdD2HWi4Xn92o+tOTKRYfjJ6Go2YHirbQXFMZ2GPgEnrV+eIwwRk4Zm42j+dZpI654qxNbtDHGxlZi3T0H40XRLJ7KBJZHedtsEKlmx3NW4dPhezSW5dle4OI8dh2qjZXK2zOJ1Lwy/K4xzVs6mk1/CYIGZIlKxoy96NBSepXCtDKUVh+7OM+tS/bG/vfpVJ3JkJfIcsSwx0NPyP8AIqdATPVQfmp56Gm/xUhf5R7mvOTATGcH0q3YLuv4iTj1qnvA61YtnP2qIjgqaqOjJlsdRtAPFKcjtxWWmq+W4+0JtBPWtGOaO4j3xOGX2PSulamDTFJzUEsEcwIkjRwexFTEe9IQMcUWJMyfw9YTkOitbyDpJGduDXmfjiymstbxcTmZ2QHee4r2DgA7ua8z+KEe7V7Vs9Yqa3Lg/eOMtNxlA25BNbUNq4KsrAYPSsmxO18Zwe1b8eNme9TVOs14QPKHOcVYif5RVW3IMCEelTKc47VyCLYPXnikfeQu3gg0JyTUhPA9KpEsjYkMcCuU8U6P5cjX1uOG++o/nXXlSMnoe2e9VdUhE+m3CHr5ZzVRcovQDM8N6ZDaWi3Wcz3C7mPoK14JBJhwMIBkH1rItpT/AMIazRNteOEjPpzWtYMrafbOuGUxCqad7iZ5XfnzNTuWz96Q1JbWDTAnbwKfdQCTVrhFHWU1v2lp+7RB264rsc7RQRRjrowJ5BqRdCB52k11kGnhMErmrkNku05xWDrMuxx0Wgb+kR96lHhjcGPlgA12KWwT7qjBpwts5HOKn2shMw9O8MSacpuFKIrrt24zkVoRaXEkPl+Xy53GRf5VrReZCgQHco6BhVhVwd2z8OlLnuTcx30m0kUQraRcjhiPmqoPD1sLdZd+wZIwepNdN5bSsOBn2qK50ry4d0Ckg5Loe30o5mK5zv8AZFnHGNyh3z39KaumWXJ8hM+4rooLKK4iU4wRwfUGpl0OLPU0tSro5r+zLFVJEEYJ9RSvZ2hdDhGx/DjpXStpMflOGOMDp61DHpkTIArcE9MU1clsyLe2srd5Xa3jYhflBHGaswGNZY/MsYY0f5t4HIrRfSo2/dqrMx6ACpFslZ4ozG6vChBUimm7Cb1MG4it7p/Ma1jQAkAqPvD3pn2W0/55r+VdLFp8BTBXin/2Xa/3D+VZtyKTKTcsx9OKYRyMHpTjjnnqaR1wc1mxkMilgMHBqxbHbOnNQkEjjrjIqWFwkqPJxjk1UWJosXm6QPt5I6Ka5ubULvTdRiRJWjLA8A11IlikdmVuGxgH61yeuM63oyFchiAD71rG6dyUbFj4znZQrtHIV654NbGn+KbK+JRt0LDru6V53FBAZngIeGZW+Zzyp9quyW8y6lGY5PPj2cgEYJxWy8yXG56esqyoGjZWX1Brg/idbl/scwwAMrmsa0urqxlBs7qVSvLDORU3ijVpdS0+OKYhlQghsU2tQjGzucxAdpHQ88GtuAkIQe4rDibBAOCK24f9UGzmoqHQa9of9GQVOudxxVazbMAA6VcTjtXLYRLC+5sNxU/zYAQDeRwT0qBBuCmpFJJ4Pei5JhavoE86GW2vJfOzyrNgfhWC97qOgXwjlkMquuHRjnIruXBZcdeeawdc0+O+nENxiOdh+4k7H/ZNaQlrqIxm1V00R9PjILzSHcR2Q9q7HR0EGkWsUjY+XC5/SuHgsJn1iG3IxL/FnoMdc10niHVra0SytYJFklEin5DwB71vJJ7DZg2+nSTazcsFz+9OD6V1tlpXlgFxz/OrVtYxWbO0YV3c7i3rmrnmNnouKzcr6CvYiFqNp4HB9akFvg5xSmZxNjaMYp3mNwOKgVwEGeSO3FOSHnlaFmkLHOABxUgnbdjPagVwEOQcg5zxUywbkzg5FNW4cdMUj3UueHwfpQBdt7UqAcDJqysWAPWsdbq4aQETGnfbbkEDzDiquhNFhLYQaiyjIWQbvxq+INvY1ivPMyIzSYcPxUgvJ8ZMzUOSQrGpJDweCOKqQjay8lvm781Sku5zExWVgcd6r/aZVZSZdwJ+6DVpoTRumF2uZkhOHeP5WPY0JZXQe0lkkXzEBWU+q1iv5kzuFuTFtGSxPX2qAxSeeBFf7wByu6iMlYHE6SCMbGOB984+lSbB6CuZt72SWBvmOVbHFO+1S/3m/OocilEqWtwk6feG6pny2Pmrn7S42rlTyK2YLlZQo71gbtFhexPTFIx3L+NNLnymAPao434XPpzVED5DuUgEgkYBHasG+uPLmO+MuwOAff1rZDMR15FZmoQb5M85b0oU7MaVymLy22eSNwfOd46NmrFpCqXChZ18zbtIHQVn/YnG0rjAOKbFG2/Cg56cdc1u5hyGq1vJGZtsYfHy1Rv4FNgIipDo3PvUsV1c2obByp4IPepZb1JredXjAcj5T70KQlGxzwtxDlsfhVq2clQM8GpcBlK457moYMrnjjNDd0WbNiSsSnqDWlGSV4ArK05gYwD1zWnG6gcVj1ETg4UetSABTVYyKMnNPEm5QQaViSXHJHrWP4ntZLmyDwnDwsHGPatQSZYDGSTjimXEohDNIh4HKsMZFaRsI4W71WSaX7SB5ckqeU+Patnwt4Xn1EG/a2DwL9zzG++3tWLrlsIZmmt1BtZzuiPpnqPrWr4U12XTpWS6kd7eNNyoD90+grqaXLoG51spltSq3MTwnGORkZ+tP5bkdPr1pvhme81y4l1XU3H2MKYre3zx9frS6pYGwv42SVhYTHhR1Rq53DqJuxIOecU7gquO9XJrKMWfnW7lwo+bJrPU5QHsKkRMCN23PX0pQ21icdqrxtiQHtUu8HLA0hk+cikc45pmSoJJqNjuxgnPpQNE6kArzmnD5vwNQr/CD2NPSQEbe2aQrEhH7hQByJOtMKndQSwjHPAkFDS/NgU2tAQrDCn6VWfACkylnJyPl6exqZ32qxPUDjNQg7WLAd+uR81OINDpAZgY1UFgNxycAVTt7SeK5jlXylUH5ueTTdUlZDKyHAZMGsty9mLWZJCzOvAJ4FNDsaCXLae7i4ZQjklSKd/asH/PZK5q8lJYFt7IXzJjnAq752jf3jT5UUkU7achtvGCa0Yrh0lUqQMVz8chAyK07eYSQ88kGs5wNWbyXPmRkr1xyKPNCqPTFZKzshBU9c8VZFyssCjPPeoSZFi5HcZTrTZiWIb07VTWYLxntQbkknkAUmmFhkkTH7jY+bOKgMTIxYH7p5qyZ05IPPvUf2hQxXrmmrjI5d5JwufagD5TxgAcmpRcKD94Z71FJdRcryQeuKqzCxBLLlsKBgr1p8Ua+UuQMmmmSJ1x0FIsqKvlqfxp6gXbcAcLxVhXPl4rMguvLj55JNSJfjnmk4vcRfDbcgnJp28leDwDWf8Abfm6igXuOOMZzVJXEaktxLZ6JfXVrg3ka/uyRnb6nFczpvjC5juwNTLXQH3Wxk/lW3ZXxW9QrhieMHoQa2rrQ5IxG+m2UMbMNxkZBwa3haxnJ2OG8VX01/5At7R7eyhBbHlkcnqazIVdlG07Qw+b6V6lp+kt9mun1e5+0q67XU/dX3Bry7U42tLi4tEbHkyEFu5FaxaasTGWp1PgvV5DdrYtk20RJUj1rutf8gaJNLMQFjXdnPeuD8B25lQlV4Dbi544HcmpfGXiEavcQaNprFrYOPMkH8Z/wrPqXJXLh8epY+QZrdo7eVflIXOR6mtV5YZYYLu0O6CfuK5PxPZs9pZLjAVdnTpXRaLaGDwXbrnlXyKUrNXESDhsA96UOQCCe9V9xLZbIbNOB/eHIrAqxa8xsAZ4HehnOQfeoN2CMHr2o8wEgkHrSGTo53de9PD4wfSqu/BBwRUiuCBRe4mLcanBY+VFIfmmcKKnBCy8ge1UrzQLi/v7K72AwR8k5+4ferF08Et0zQNlAcA+tU9haE1wwEbd6qEiMh2Gd5+XIxt9qklbNucnNQyoCgCsWcMDj1pxExupwTSTpDuXc0e5s/wCsyW3MojSO8jkeIcIa1r9IpLprj7SEWSPY8Z61lQadbRSxyfa4zsztAqooaZX0ps3r713DaQ6nvWp/Z+m/wDPsPzrHsHI1KYk8kHJ9ea08j2rObdzVI5FWCD2qe1nKvgdCelUiy+pp6S4II4A9a6HG5ZrtLyCKYbgo3HQVVWfcn3hTJJlw2ay5GxGiJhIM55pplHOTzWRHcspIUnFNa9w3ynPrVexYGq06seTTDdBW65rIa9681We9PXdVKiTzI3muVYZqJ7j5c5GKwpL48AZpv2mU8AMfarVFE85ui6xGOaab1cdcEVk7bqSMbY3/KnpYXUvUKo/2jzRyRHzFp9RCsOCcelM/tQ5OOnvTU0Zv4pwD7DNL/YUm47Zl59RT9xC1H/2plRhuaP7W3P7YxUZ0CdRnzVpo0S4J/1igVX7sm7Lq6mFKlT8wIwM16na65by6JFLIkgYAArjmvNNM8NTB/tMymWKMfwjoe2fau2gj2WUCrGJEUATlmxu+lJ8q2Ik7mus0eq6HcQwh0eThA4wSRXMat4Zs9QKz3XmQXKoDKoX7+K2raS5823KqixpcYAUdF9609X1W0ijbfIgIGArDn6VGxmlqcBcXv2bSxp2lwva2rcyOx+Z/wDCua3mO9VhuUDlXHc10eqSyanK4iG2EckHj/8AVVV7H7Zpt1bBSLhR5kTY+9jqKIs22IILyW9lEcsjOAuRk9DXd3Tix8IW7YwBjPPXmvNNBdzcyK3G1ec13vie52eBkdeQCv8AOhpPRA+5njVwxyR9OanTVY3X5vlNcVFq45yMirMWrQsMZ/CodKRaszr0u4/kIbkVJHcqxAPrXLrqCkgBhjFSJdsCMOTzWbhJD5TqzKOORjNTRFSCCOK522vzn5ucHvWhbXwZjlsc8CoSsJxOyhyvh9yo2r5ZyfWuUsgDaRkjAwf511Rynhl2zlWi4FcrZsFgiVgSoXtVyIitSxnZEckk0JgYZQBk9mzmo5JNsZx26UodvL3ZTr8wDZIPtSiEiG6gheV2nUlIoyxA6mspoLOS5tmTcsFwp247NWnd3K21x5piLkpgAf1qk2qRiNQlltKn5eOh9auIbMo2JKalMrYJUEE1p7/pWTYnOoys6kFlJJPrWlkelZz3NUzjfMBNIZcc9qqmQg8VGZCQew969BRsNyLiXO1vSkluvl4NVYYprnPkxsQO9aNtobyYM7EDHIFJuMdxaso+fudQoYn2qaCxuJnywCL6nrW3BZR2wHkoAfXFTiLB3EZrnnX7DUX1MqPRYmPzO7euKmGjWqdUJA9a0gpAPbNDnAKjrisvayZXJEoLYWyAtHAmfcUqIBuwqg/7tTsDtFMCkA5pKcgshoJI6mnbRmjGOlKCc0cwxuOR9aljBMvPSo1PXNSQ8yZzSuBM2Tk8YqONQxdmHyL1anvwG7j09a07PTDOIbWP5nlG+U44jX1Jq6epnUdjW8KTMmm6jc5VxHgKD0p0ipHp6srvCZXM3Jzj2X2qHSjHZ+E75lkTbNcGONm6MAa07XTEbSXkcyxOF+bK5Yc/wj0rezOZsr2uorPKbxJMWzRBWSU4II6nFYOrM95dIomcKzHIZgcitvUoINZjvIbXNxsjX5x8ix/j6+orBCxysFRcyQ4U46KPb1qWxogexkuIyYbWUwsuWxLtzj2o81oWhuoFbKgbQ3p3FWXWRp0Cxu9ug5zKEQ0+WSO9byY9m0R52oc7T35pFGbrc9ms0dxZxCMz/wCsA7GugvoYb/wLDHOW8tmGMVzOo6dNskRgCUHy7R2rfspzN4BiOeVIGffNJ7XRXWxy8vha3wTDOyH+6RnNUv8AhG7sPtWSNgemRXSKNx9qcikNkjgVksRNaG3s0crNpV/ZAmSNiPUdKrrcvEw+Y13JJyMDIPUGsjVNAiuyWhAilznjoa1hXTdpEuLRn2upcgN1rWiuEcfKea5qe1ubB/30ZAH8XY0kV5IrfJncSPpircFLYlyPbLtjF4STBx+4FcPa3jLAu7r6122ofJ4OUEcCBc5rziC6jIUM2SO1YyTbJpm0LjepGeanJijAK5ySM1kiXcSVIGOhqSWd1U/vMnI3e30pdCpLUuPLcC5/0NA528hqjabVuP8ARouKhTzLm5CQyeUdnzNnpSy2EwjHlaizuR8oz96qhsKSI/NvDc7buFEQjgr61Y2/Ssi1eaTVAsrs2AcgnvWpj/Oaie5SRxtppl3cKQECqf4mrSg0O3TBkJdh+Va24heoIqLdhqqVeTNVCw1IQuFUBFA6KKeFBPoKU52/jSngVldvcegi/KpyOBRvUMQOacVBQe9NVeCal2AQg5JPaoXyG5PNTFgM81AW3vTQCOegFJ0znmlb29aQnPamA3qOOtMORJjPNPK+lJtJP3fxpgNxgdeali+6TTQm3GamiXCMaBEttCZ5kQg4Lc/TvWldajqOoXo0vT2CpJiPMYwSPc1DpMbPcqE/1mwgZ966PRtPh0q3eW2/falc5jiJ6D1I9hW9LRHPVeot3ZCKG10mCJZIlXG/IGH6k49KdqEzHSYxDDeSRRO2bhTh42Ht3FWdLs55rmIXwhaWAncyt8wz/Q1HqV5caSbl5lXbMdsSZ4KdDx61om7mJn+GIY/31wZVlTBaTyz1Y/3l9aqG080SXUs0YAchET5cr2rZgEFpclPOCmZQdyoBlewz3rn5LgXviaa1urNoWt0PkufT6VM9WUiGa3NzbeVHtMxYMoc/Lx1Jp8MnnK6xtFHaW5zcXCLgMf7q1PdW/m29zncPvL8vGPaljtrKy0iDzoneMjCxjufp3rO5QsDKLiGRvuE7Gz3HWpNSsxp1td28QxblhKg+vakt7eUpsvUCSth9o7AdP0rQ8QHzNBt5u5O0+9J7DjucvtP4VIjHP0pm9SfrTo3Cua5jqHjO5fWpD0+6DzTFlQsOMmpY3RgR3qQImiSfKSqGUj7pHFZ8fheym1GJnZ44Qcsi98VqsQpIBx606G7jtpTM6bwqnirpympEygdNeata3eiSRQsd/l7EiIyRj1rx6Z5Ibhhn5snOO1dd4duFtbFryUuGWYeYG5+Qk1i3WjDUXmurCTCPISqnuK7IOz94xWhXt9SIXazcHrWw13E0cYUnjpkfzrmZrSazlKzRFGB/A1ZmvhJbL5b/AHTypHNa8sZaoG9ToftEUbSLMxWOZMbqW2mtEgtZZp8Nb7gqDqayrO/hDFL2MyjA2jNaFu2nXEvlrbFXPIzUKNgluR2biTVQ5ABcE1pbaxtPf/idbWXb1AFbuxfWsKi1LWxUx8o4xUbJlwM8U8nB25qME7sVijck4zilOcCmjvmgKWxg9OtNiANhenSg46EHNIy8nng0BTnJqQRGw+brxTAoyalf7hOOaRACCapMGhhUE8UgGeKVs0sYwRmmIZtwSKQ1I/dhUancM96YC4+WpVGEGODUZPCj3qU8/LSAvaMpk1EIWKoVJYj+73rroJ4bCBb+5Plh/wB1Ag6Ivb864ywl8i5L8jA/Or80Go6zfSeXE0MEypJDGxyvykZ+nSuiFrHLWTubtpqD30Tz23l2szyFPNJGGwastYy3pEs0IXKsv745ZT2IHpVCNLRbi8NtZtcBVDNEp43dyPxqqNdupdMt5p45klivMOfUf3au1yCzqOmS2VtNK4xFbxgKGORKT1x3FUZbiR4lkhJGIt7SMAST/d9a09M1ASTahFcyEt9oJUSjgDsKwtTiWx1BXlY3RkyS0bYCH6UnoCRbUCVnR2IWQjP071m2FvbX4LfabiNYXKopIyCPSphdbG8wfdV6Le8VoBJcWypJkkKq1m3qWiTTp4gimJ5JT86yNIeQava45fwhbsDyJOKwY2+zlycAybm2j6VPrV6yeHtPgyMuSx+lKSGlqZwbkc04sxb2qqkpyMjHpVhGBBJ61jJHWSK+P4vzp6uRznn1qNQpwGxnvTyy4AxxUgHnEnk5PemXrM9pKqEgle1DbRgj8acWywPUelJaO4FSGeFPCk8BmT7QZBlSecCrmiIYtMhWRcH7wqjPbRNCZfKTcblQTituMgyHjoOlaVJe7YzjHUhvbdbmNlkQMvv2rm9W09NPljIj/dMfkPOcd811xPGQOD2qnqll/aFhJEYnQ9Q7HPPpVYerZkTiYbaUbidZLOVFiwCR3FKLmx02U+YZJps/QCs60hu/OZYZNkkQJPNTR6uWwt7BHOP72OQa9BJSVzG/Qm09t2rh8/eya6LdXKaY27V1K/d6jPauo3e1ctVe8bLYqqCWySc08AA5pygUhxmuQ3BWxnNPVsdB9ajx3qWMAA460rgB2kcDBpBy2PakOQKRTg5NFwI5PTNITtYD1oJDSEUrD5s07gNIz2pI/vdKkyOKao5JFNMVhpBAPpUYHWpuSDTDECpPOaoQxAWkUDtUufmPXFRxIRk56UjORxnrSYEoducNgjoa0NN1DdEkEt5MEVjuj6AZ9/SsxQQvTIprl4m+0QKN+MMO7CriyJq50zXFwIElimVFhbbNKgwQmeBjvUom0+/tB5E7xpDdeaS/GWrkBqkl1IVQCFMjODy34U+WeNyS0rqWbKJjHT1rXVmXKmdLcxxQ217BPcNIbyXeXUcqewrL1G6ifyTbHy5MYYnqfasw3kcc6tC0nmNyxfpVaSdZro7jwD8gB6mqUW9w5bGmt2ixFZVymWOAfvVUS9mhjeIecIz91yMlRVbdtj3PwDwMdRTY7qVWXaDtz1fvVOAy0JN8WA7ksAo3dWpNRu1uL2K3DZjt028etZd5qDvOWiYBs9R2+lSafAJFZ2JyeSfWhwstRpF9CcDPJBqdB26VApK4GOD0NSj5sbiRtrmkjcswkZ5xmpVQYLZ4HY1VzkjHHvUofC8nvWLGOP3j/WkQEkDpk1IAJgcDoakcrbQtLIhZVGcDqaS1BlB8iHCnOb0fpWyoBnfHesECUadHOcOfOMuwHgf/AF63LWVZ40lAK7xnB7VpV0sZx3JA21SCcAdxTHAUAnJZiMYcmnMCRwKSVndY90ZXB7isqcrBIw9S0UzXjSxS+ShGZGHQfWssaZauStteK0noe9dePKJuILnIgmXazehri44YNK1aRbhm8uHLRMB970r0cPUUlYwmrDdNLLqS7hhkODXT+YvrXLWsv+nmVgQXy2DWv9qHpRUhdmkNUaYPNBOWpnNKvFcBuOYgCnQimv24pUHWpuA8rk46io8hd3GABUoICnmoZD8vrmpvqBGmN2RS7cmlAGOnSg9apO4AQOlKmAKYxIcYp1WgF29TTD6Yp5J29qQg4yaq4hoBCkY4NWtO0ttTecRg/uY94xVdz8oA6AV1PgBM3V27LlQgXB704pszqO0bnIkY9RnoPSkYkjAyD2PrXQ+LtD/sy9NzEp+zTHIJ/hNc4zMQOOR2ovZ2HCXMiKOxjv8Ae1u/l3C8MhOPyqvJpF/t8tYzIy91q4yH5HXKuOjitLS/EDWkm3ULYyLnPmR9a1U2RJPocxLBe274mt5FwMfdqGDehJeFzt6V3N7r2nXruVJRfSRcViy3tmCTlMenWtFVZKTZiSvcTY2RMoPY9KetuyDfcuEQdR3NWJ9TBbFpGSen3cVW+z3Ny5835Qf4eua09p3HZlM4ublpI08tG4UDsK0rcFUwKkt9N8sZyOe1W47ZUXpzWVSqmaRViJSSPmGMcCpkX5gKm2LsHy8UoGWzxXK5GgLGACGHDU4Bdp8tQwz3o39Ae1OQbhhRxUNhYVMqwI/KrYZZF46Z6VBGO3ep1jCuADyeSKL9gZmNbxL9nfZy122/n06VrJgPwMD0qrJBH9gsHDAu91ISBVnO0c96qq9iI7j5HPknjDZ4NOuMeWNrE7iCcnJqu2WUk9e1KdgjUqiq/TBOSaxjbUJLUmhiQyySyIXWFdwT1NVdS2arHHG9pHk/d2jn8atxSzJPvt4/MYD5lPQirPmTBS1vphikxy1b0ZcquZzVzzcN5V86Md2wkcdvarXnp6VY8Q2iWV+kkfHnglh2zWX5p9q9GL51dEp2OuI4p20ZHHNNLfMfrRv/AJ15aOkcw+bIPTtTo/unim89aVW49qQEuU8sZHNV5yCwVccdalJUqDgcVBks5wB1qLDDrxSkUh+8Bk/Sl4+lCYDfc8U4DmpLe2lupFht0LyufuitF/Dd7DHunMUQXs8gGK1SkS5RRlrgg5FMdN/OOBVmZYoFw11bNzztcGmOUMYKSxE+gNXysSknsRHAUD3rs/AxCwXROB84Ga4sx4XIYg/pXUeDrnFtcIxBLNmqg7MiqrxOxvLODVLJ7e4XdG/QehrzLV9Gk0W/aGXLI3+rf1rsn1oWWqu0pYxthCB0Q+ta97ZWutWZilVXRhlZB1B9RWk48y0OaEnB6nlLRg8AnnrSFFX0xWpq+h3ekXBEql4j92QdCPes5yqj5cCuezidcZqSIpUVgenTjjmovsikj5Rk+oq7DZ3F85EEDyH1UcVqp4V1QQs7QAKq5Izz+FNNickjAWzzxjB9ulSC2KHsa0FXkZHTinFepxQ3JjTuZ3l4Bo2NgHHWr4jAycCkeHcBjtUtspMptnZt9DQq81a8vd2pfIIIOOKTYXKZBD4qaMZxjqalNv8ALg9acLcKpIO09BzUrUdwj+/wMj1qwoCBn2gvtOFzWRc6i8cpggZWfuey1JDqEduA9zKxPoByatUnuJyKq3B8m0SN/wB6JW+RlwM9+a192/gjn0rPL7bOxkuIXaCOUu3GCwPvWxJZ280cclnNtjkG5SeR9DRWjoTFkZ+6cjjHNI+dq5aPGeMLyKCr58uQY9+xqOfdEmMYAbn/AGvesErDe4+JLiWZ1tm2sBz24q/aQ6kJkMkxEQ+9ls8VnW0b3MrhJFjYDkk4zVyCylgmEj3aeWPvJu61rT+Eie5yXizadQgRTuA3fzrJ8kf3av8AivnWFCn5QOMVlZP94/nXrYde4ZM7LAOeKjb7y+lSL3oVfl47GvJOoRW9TTkPpTXXAGO9OVSAPShjFk+5USkkACnSE7eOaIoHmbbGMuegpKLYXGEnfmlJ9e9WG0u8VNxtpVx6ioPLdc7kbjrkU+W25POia2vZrMP9ncRu427+4+lV7m5RIzJduzr33tnNMZgM9sc81g6vqCT3CpGcqg5z61vRg5ilKCLbtYSSbhbBFz96tQ6JugEsHzLt3Bh39q5Ezypje2Qea67wVrMRV9NuWyHO6E5+77V01KMoq6M3NPYzt7RNtZ3jbphugrZ0zWX04FniyM/NIh/pSa9p6RXJZi21yMcd6zjbNFNiJ8g9Sp4HtWSlzLUm5uSam00hkcZhY5DDpzxzXQ6Prj2UscMuWt2AAYf3vauHivfs4czJhOhx3+ta9rc/ZlEqfvbfGSp+9H7j2pptEzjc9MdIL632OFlhfgg1zr+Cba3vfOXdJCD/AKo9qh0TVDFCsxO77Qc+WDkhR39q6S11KO6J52qOm48mqcYzMWnAhtp7W1tyFCW6D+EjBp1prFpcyhEfgjIY9c03V9Ch1ZVfe0U8fKyD/CuantLrSZS11GQDwsyD5frSWmjEtS34k8PSozX1gm7PMsYHT3Fc1HIsinaOB29DXbaT4hguJEtpZczdAx6PWd4m8NsrNfaenPWWMfxfSsqlNx1RtTny6SObAUn3pxXimI3mAMox6jup96l9652zo31GooJ6YxT9mRShSRmlA7VLYyFlwc9aqajcG2s5JohyiE4NaKqDyRxVW/hWa0lQ8Ky4JHanBrmEzCtdPkWBZXHJG9mNRxW1xfBZwp2I20AiuhsZoprZ7a7TaskezPb61Hbia2nihnCmKD/VlOh+vvXS6pmV9SmaK1jhwxIXox4FZOnalJaXaw7sRu3Hpn0rW8Q3DXd3HtEagDogx+dYlxHGgy3zSZ4Vf4T60QfNGzGdPHuuA6sPkOV4/heo0jJUZJJ6cnpVTQNSO26mmGEIHX+Jh0xV6Flxg9T8xGehNc1WFmaRY0QcncOtSCKMKflOfWpARS8AcdxUD6HGeKTt1dF9EFZWa1fFLZ10jrhBWblfSvaoL92jlludmmRmkY4HH40oOKY2WRivavJsdg4n8RUoBKELUSZ44607efLIA3bT0oEyKXIOK1NN8PahfKskMZCHkOTiqAs4pL61lF0RBOcgn+8OqGuxs9TNtcecAUgwFMQ/hrZWiZSk7E+j6jdWUosNZAD52xTdj7Gtie0jKkmKP3+XNVdasBq+kyNalFldcq/+e9ZfhTXJLjdpGqnF7EPkY8GRf8a3UU00crepdvdL0i6gZbiGEA9SCAa5a/8AAfh+ZsQXTwn0yGFa2uad9mnOVjjgnJ8uRjn5+wb0Fc75Nz99lERjbaRt+4w9T3rNNxLVpGTffDy6iZjZ3UU/91TwcVzl5pGo6RIGmgkiaM5DivUYJl1KwaNm2zoMEjg57EVyk99qENw8M0olKnBVhwa2jWezBQRo6BrkWoWCy3OGkiXDqRn8aS60GO4YXmmSZVgWZUPf6VzUkix3/nW6eQ7fKwX7re1aGlalJZzN+8ZCh5T0NRKGt0acuhPJaEQLDcIyu3b0psEctrKvlk8DYQema6i0nt9et9kyBX/ujqfes660uW0cRykso+45/mai72JbsSW1wrgvC2GjGJAvUKP6Vp2ciP5DKxz99ueg6cVh2ey0ulmXA+YZ/wBoHrW/fae+jzi6WMvZSgMM/wAOe1NJp3ByujXttckhuBAyGWJPlD/xH1rYSa31C2zGVkiYYKn0ribKQmN0UN5Z6MT90Guv02ARWgOza8q7mHpWyd1ZmElYwtR8ObZhJp7CNlOQjdPwNa2lauZFEF8hhuV4Yn7rfSrciZyT3/Ssq6Vd/wAxGAec1D00Ba7lTxF4d80tqGl48w8yRr0cVzSSCRD/AAleoPauz0G6gluJgCwkBwFzxj2qDxD4YW6Z7uyAS4HLoOklY1aWl0b06ltGczk7R9Kcg5PrUcbb2KEFHThlbsamUc+9cm50DX+XAHQ1i+INRWxtXtU5uJhxjoF963GAwK5bxBbM2q78cOoUe1aUEuf3iWyppWo3MO2HaLiPGfLYfMPoa1vtkNwBtE0QJ+4VyB+NUdIja0kleZGDkbEOPWvSoNLtDa2ySW8ZMcWScdT61tXnFS0M7nnVybV8pJeKvuBzVDOnJv3NNOw5AUYB/Guh1Cwtt0zhArDOPrXObV80jbweMirpOLHe4R6qzXkRmRUtgMJEv3V9/rW2rKz5PUjkg1zklsXkKoMgd6v6VK5QKxyF4z6060E1dGkJdDcSUqvy8j3q1GwfHqe1UIEZjx0rThjWMZb5f7xNcXWxTOG8SHPiCbnoBVHcPSrOtTR3Ou3MkZymQAaqYHrXt0k+RHHJ6naE9fYUkQyucdacFJPNPVCBj9K8hnYAUBfeo9xXgYp7rngdqYyjdxSGMMaOjQudsUpBVv8AnnJ2P49K1NGvZmSS2uhtu4OHB/iHrWcyBkKMM57U6XeUW4gyb62GSf8AnrH6fUVvZSVjOWmp2uian9jZIfmeCTldvJBrD8V6rplzJ5tnI8N7btuRwuMsOxqtFqatDbXtu2xd4JwenqKutptt4iupp7qYQZOI0iX7wHc+9aQbsmzNxW50Gk6lbeMPDoMiq8pG14/Rx3rnJo5282wX95Mr7mRRw2O9Znhy+bwt4p8lizWFy3lszLgKexrtNdtXs72PU7YqmV2S8Z3CqqJPVGKdmchBJJp115rksM7W9MUeIoRIkU0KqWYckVLcRGGVHOJFlJJTHUVHZTo26zuF3B2wjHoPpWMr20NkzmJsSkAEl8Z2nrmmoHumZo+bhB86D+Mf/WrV1jRmsZ3kiYEE/e9Ky9rx3CyI22SMZDLxn61vGScQuWYbiS2ZHjk+bHyspxj612GjazHfgWV8FaRhw2OCa5CSNJYftcaZic/vEHVD6j2qxYSNGeSefusOw9qiQ2ro6W/0Z7clgWliBygUcofepLa+1Ce5a3mn8+1kjwVbp+FS6Zrivdx2twPkZdqydQfrUkGlfY9ZkDAiMKWiI9+1F3YyasZ6Wb22pxQFm+zzHC//AF67uCXcoHtgCsFoS6MpUZ+8p7g1d0y585EbPOcEe9EXqRLY1W2jLH05rnfEcxgt1UEF5eAB1xXSYG0luPXNcRrK3V1cT3+xmtUXaqqfmA7n3py1ZMCNJpLVRJARvQYAVua6rRNbXUo2SVRFMMYUn73uK4i0814y6g5z8yDkFfX/AOtW5ZaJcz3sNwzi2VFGxwPmP+FJStoy5WNPXvDq32bq1wl0o+m/61ysTne0bqY5V+8rdc16KOB8x7c1k6zoUeqDzIiI7pR8r46+xrCtS6oqnU6M5Nh8pz6VR1C1+0IHCbmj5JzVxlkgma2ulKTDjae49acVyQMcCuVNxZ0tXWgzT4ovETRQoixGMfMw4P4itmeK/sYXAmWWMDauODXPzaek0plieS3nHSSM4NPa71uBRmaK6UDA81ea1klJGbiyC8hi8qR3WXJ5ILcZrIe285AqKigenH45q5earrcymNobRFI6haxprK7uGInmbAP3V4Fb04pL3mNRYya5ihia2tWEkrcNIOg9hU2mWkmFByF9RUkGmxwx5VcsPWtGzQIpPT2p1JpRtEuMbbmjbxJFH/tEcVmeIdT8m2FpGf3rjMhH8K1oz3aWdo00uMIOB6muD1G7aWR2Zj5khy307Cow9LnldinKxQYgykjo3IqSoujj0qTNew9NEcblqd3gE8U5cmgDFORsZrxGz0BrfeIpAuMjHNPZhg8c00E4560txDSqlcnhV+8a5u81udNZS4tHwLY5UdmHermv6h5ai1hf5z94isKKPc3HQHk134emkrszm76HTkF9txpwzZXh3Mn/ADyk7itC31AQWotwStx5nBB5rB8Paoukami3GWsZTtkX+6fWrS25m8VyAIRFndCGP+sXsaJwtqJSWx6Tb2lnrmmESRqJ9vzeob1qbQZzcW8ulaiN09txk/xp2NYljcmxmWZT8pGJAK2NViIa21rT/vxjDgfxr3BrOElJGE1YytRsHtpTaSoTGPmiZeuPrWPdW8ixoURYthyqjn8a7fUIk1jSRPbvhgu8Fep9RWFJo15Lb7lh8lpeHY8kUSVtAUimBHq1oyuAcD5h6N61yl9D9klMMwBYHJ57V11no8un3gYzoVdSHHrTNa0k3kJkjVfOHt1HvUJ8rKTOKtrz7HdblUvC3Dr7VoMws1KcNazjMEn/ADzJ7Gnnw5dIGkdk9kA4FPgsLiMSWd1tktpBkN/dNW5xZp0H6dK0M5gnTawXIPZj6122lGR7RS0wlGOM9R7GvPR5ttIlldPjbzDN6D0Ndz4evYljEQAUjse/vQtSZLQ1ApHO3JqrYA2+o3EA4DHevtmtoRB19zWIrD/hKpolORHGo/Gm1Yx3L3iPUm0rQLi4U5lI2Rj+8xrN0p5prCBpkMcm0bh6mmeI7kXGr2lkpDrAu+Rf9o9K0LKJ2jwBk1DYWJLSygtV2wxKg5JAHU1djiJdXJzj+HsKmgs8EbvmYDkU+e5tbVT580aH3YZ/KrjDqR6CqpKnjrSbSfwrPm8T6bABh2fj0xWdc+ObUA+RAxI96p2XxMapyka2paJDqsBWUbZB92UdRXG3FpNptz9nuWUnPyup60+78W39xu8vCRn+EcVmz6sZvlu5IhGeynmuOpGD+E6oQlHcvH5Qc5zSHcUGBUdrI1whEW+ZFHLgcCpsjPy+mMVjrHc1I5rdZMZAHFVWtRkHtmrhY5waaRnH1oTYFJ4Qucr1NLHHzhVFWHXcSOwPWqGvagNPszHHj7RMMDHYVSi5OyC5ha/qSzTbIj+5i4UH+Ju9c+cyEsx+Y1JcTeZLjqF/WmhCR8or16NNU42OeTuyJosDIyTTM/Wr0YyCMUvk/wCzWnOL2Z2IzvyT8tSKMZNM71J6e9eM2dZHJxgdzVPUb6OxtC+Nztwq+tWJ50i3PIcKo61yN1eNqF40z5CnhR6CuihScncmbtoROxZzI3LHvVizh3K5PTFV9ucd81owgrbkAY4runJR90wKVyeAvbvW1pV1/alglmXK6haZe0c9ZF7rWDLJliQMkcCiIywyRyxsVkU7gfSm43jZiR6JouoJe27M7HzVGJVI+7XRaPqCJcNZzMTDIvGe1cBHfnC6xbYwcR3kQ7H+9+NdJbyC4RXjYfMMqR2rzZp05F8vMjpNNc6PqslhIf3E53RH0b0reI3cHrnmuZhc6tpwBOL63IZSOpxV1tX1CXYlnpkjvjDPIcAmt1JSVznasyeewLMcAAE8Gq76c65yc/TpURTxNOx2tbQIP4QM/wA6ZJZ6+eupQxnHTAqGkxobPpzHAK4rIvNOeLIxx1q5Jp/iFiSusQHHYgVQubbxXGjDzrSZh2OKy9nqaRbRk3ECahG0Mowy9D3qHTdQlsrpba5JEicI394e9OupdYspRLqGmnzB0eEZBH4VSvdW0q/IS4EtrMvRiuOa1gmi7pnquj3q3lujg8jrmuf0W5S713U79xiOJ259hWL4W8QPa3i2t2RhwVRgflYY45osLxYPD+sRAkTyTeSqjqcmrle2pm466F7Q4pNY1Wa8Of3rlzn0rr576y0WILNJl2+6iDLN+HauWj1MaTpi2tlJHG8a5nuTyEPoo7msObVJXZjAzRKwy88hy7/4VkpJB7Ns6PV/Flw+6JT9lj/55oQZWHuegrnnvZJiXUeWD3zuY/nWO14GkK28bXEp/i7fiaZLGz4/tK+WBD/yyi5anzSl5G0Kaii/Jf2tuSs0+6QjgdTUMct9cDNnZlFP8cvAqmupWdnhNLsfNl7SS8tSN/bmskqySsvdV4Ap+zS1ZTkkSXCxof8AiY6nuI6xQdaSG/tIzmzsP+2twcn8quWXgnUZCG+yMwPQ571pReFrm2Yefbtwe4zUynGK2JU0yhYXd/dXiGacrH/zzUbVroihLZxjFVY7FLdgWVg3qRVvdjnNcc5uexd77CODnpTCuFHqTUrtyM0+ODftOM+g9azi9bAyJI1WGSWT5YowWYn2rznWNTe+u2m5AJwo/ujtXXeNNRFpbJpsMg3P80wXsOwrgJH3SFv0r1cHS+0zGchygArzzVqMbsKOCetJDB50YcY4p6AqRjr1rplLoOMdLilPLbHvUm5fSlCbvnz97tRsPrWXMXY6xeScjmnHPpzjihOGPHWq+qXw0+0MvG7GF+tefFc2iNGc74ivN8gto24Xl6y4FJCluBik3G4maV+rHJ+tXLeBnPC8e9epG1ONjB6sW2iywOOlakVv5sTDIBKnAqGK2KqQvJqfzGgUEfe9a55z5noBgxW7ySH5TxkdK0E02RowxHGOtSPqyq/zRqDnqvekGsEKeKtyqPYEhLOR9Ku/MaMvayDZOn95T3/Ct7TnGl3wtN+61nG62kzwRXPyan5se1gNuMGpNL1CCa2bTb6URIDvt5j/AAN6fQ0TpupHUadj0Qz/ANnwpcxELcMcLk8Gqdz4u1GVcR3GxTwNidDXKz6o93sEuq22YxtXaOgqlc3KsRnV0GB0Retc8KM1oVaJ00ms3s3DXk7e4OMmopLmRskyuTj52Z65ZZ7U8yalNx2UUnnaZzuuLqQH3xmr9hLuHu9jozKwj3Gb5uw8zrSGcv8A8thnjeRJ0Fc6ZdGTHy3PPbdUcc+lrk+XPwezU3h2+oXidrFqE6kFLglF4VN/3qe6pefJdQwyA9SVHHtmuL+1aQOR9qU+gapI77Twp8u5vEPbJzSVCa6ivFs0rnR3VibSTywDlUByPzqCO6a3nle+uFiIIkYY5Zh6VXh1uKGRWaeWVF6qV5P41lSpPqFxJOqNtdiQCentWsIPaQpeRvx6i+rS4hdN0Y+WNuAvvUdxdWsQIuJXupl/5Zx8IPrWQmnXJiDNHtQ/xE4NJPJHbx+VGDux8xp+yjcfM7F+DUrnUZjbwbYIlG4iMdq0rPRjteeXptyCear+DrHzdSlDAEmLIUeldjqNo1tZxQgbS/Jz6Vy4mpySUYgnc4xYhDq8Y4wADkV2OkavDFGI1RwZCSSPQda5GQfaNbl2Z4wq4Heus020Q2yqGQK3yktwVA5b9acnohM6u28QWscMaIkx3J5nToO1aUWs2jyKjZVmP8Qzg1z8UKsm4hnjyJJgnV/7ij2AqWGGOP7uWyxPP8RPYUKSXQwcdTpDHZXispWOQDqMc1mah4bgkQva5icdj0NaGn2aafZky7Vkk+aV/esW68VJDcgSqUikbZGvVm/2sdhTnCDWxEXLm0MeS1eKVkf5SnLZ6Y9axdU8UR24aHTmDSfdMx6fhVzxZHcy2Vw8UrtEnzDB5YH+GvNZrhpRgHC1nh8PGUrnXzaD9RuzeXTybi5blmPr6VTwB9aft7Z4pv8Ad4Bb0r1YpJWMW7l2wuPKlCnlDwa05LUYLoMisy3sLhXDFMKBkDNbVlIAoR8FW+4a5Kz10NqexRjAJPYDin496tXNsANyjBB5qt+NZqRodRKREMtx71yviE3F1chBG3lIMjFFFZ4RXkKb90g06wwA8u4L15FXJ79LcDyoQWHY9qKK7J6y1M47ElpqSXBIkQI57jpRcI20nqvtRRWEklLQbMmSHcS2AMGoXHzc9qKK6oPQkj8t3PTg+lSvp5VQzgZIooqrsmRD5RV/uggUoiUtyvFFFUJMcIIpXwOGx0NNNoUBDJ+NFFTcYzyMYyDijyQfuiiirQieO1HGepps1q0JzjI9DRRWbb5gLFhbQzNnaHYfwGn/AGeWO6CwqY0TluaKKiTuzWIy9upbi7JaQ7DxtXgCoPJDSZHGOgPeiitYpWE9za0bUJ9GmdljUzyoMH+6O9akniWS6nEEwZ2JAz6CiiuWpBN3YFfSgTqVzMeRGSw9j0X9a6qGP90N7BcBY84/iPzN/hRRXPU3Jkb1taXU1qrxwEISSDnqOg/StLT9OEcwlnACQD5c9j/9aiihbmDbM/V9VjuVj+/t34hjU489vc+lcvdz+dezh3Vbgj/SbkdIl/uKKKKzk3zWNqa0LOkFryAq0bBB8qbuS6+teea/pZ0rWJoOqEkr9KKK2wr94UtzPwPujrWlo2ky3twiQoHuHB2g9FHrRRXbUdolI3re3W4jNhGqeZBlpJ2PU+lZ0v7nc5XbGTtbH8J9RRRXDF3karYsRyb18uX7w6H1FHlRe1FFJlo//9k=)
Los colores son antinaturalistas, con un tratamiento plano y vivo, con predominio del amarillo que inunda de luz esta composición. La composición se beneficia de la escasez de elementos y la claridad del espacio (el suelo listado, el zócalo oscuro, la pared lisa) y el contraste entre la base simétrica de la mesa y la diafanidad de su parte superior, que el pintor presenta en un plano inclinado hacia el espectador, con el añadido de una doble discordancia en el nuevo eje inclinado (definido por la diagonal del bastón, que corta el círculo en sus extremos) en conexión con el centro desplazado (la jarra), por debajo del cual sitúa la carpeta y el periódico; por encima, el guante. Nuevamente el pilar de la mesa tiene la textura de un árbol que ahonda en la tierra y sorbe su energía.
Greenberg (1948) realza su calidad —en contraste con la cierta vulgaridad del posterior Retrato de bailarina española y su no lograda dualidad de propósitos—, por ser un firme paso hacia la simplificación de las formas y lograr una sólida composición: ‹‹But the Still Life with Glove of the same year takes a big step toward flatness and simplification and is one of the most confidently handled pictures Miró had done so far, at least with respect to composition.›› Cirici (1949) lo destaca como el mejor de sus “cuadros-taracea” (esto es, los bodegones del realismo detallista) por su madurez estilística, gracias a que la fusión de fauvismo y cubismo derivó en un estilo particular:
‹‹Así halló el camino Miró para los cuadros-taracea, cuadros que parecen formados por una yuxtaposición de objetos diversos aplastados encima del lienzo, cara por cara, luz por luz, sombra por sombra. Los bodegones de Picasso, de Gris, de Léger, de Braque, se limitan a sí mismos en la satisfacción de una armonía lograda. No ocurre así en las llameantes composiciones de Miró, que se basan en el gran tema fauve-cubista de la mesa con objetos. El bodegón de vituallas tradicional, el bodegón mecánico de la pipa, el libro, el juguete, el cuadro y los tejidos estampados, colaboran con fondos de luces y prismas analizados o de fluctuantes sinuosidades fauvistas.
El sistema de la taracea de objetos invita al aprovechamiento de documentos gráficos ya hechos, al collage real o a aquel falso collage del periódico representado en la mesa del tarro de cerveza, en la colección de la galería Pierre.›› Soby (1959) la pone en relación con Retrato de una bailarina española por la blandura de su textura y su realismo minucioso —siendo así un tempranísimo precedente del Bodegón del zapato viejo de 1937— y destaca la influencia del primitivismo de Henri Rousseau:
‹‹The fine Table with Glove (...) is comparable in handling to the Portrait of a Spanish Dancer in that both are glossy and bland in texture. At this time Miró’s interest in realism was still rising, and the painting of the crumpled glove foretells by sixteen years the meticulous technique (...) [de Bodegón del zapato viejo]. Moreover, the Table with Glove illustrates Miró’s attempt to simplify his forms through a deliberate primitivism which reflects his regard for the Douanier Rousseau (...)›› Dupin (1961, 1993) destaca las novedades que Miró presenta en esta pintura y se centra en que supera la fragmentada composición cubista para abordar una presencia única del objeto, mediante colores planos y una poderosa delimitación lineal:
‹‹La mesa con guante, del año siguiente, marca un nuevo grado en el proceso ‘objetivo’ de Miró. Ya no recurre a los procedimientos cubistas ni al análisis geométrico decorativo. Se priva de todas las técnicas que le ayudaban a obtener una representación frontal y se esfuerza en representar el objeto en su sola exterioridad. Esta depuración confiere a la tela un carácter monumental, desconocido hasta entonces en Miró. Ya no ensaya argucias, sino que ataca de frente el problema de la representación sin profundidad. Y la pintura plana triunfa, no sin dejar aparecer inquietantes amenazas sobre el resultado final del proceso. El entarimado desnudo busca la vertical, la parte superior del velador se yergue sin precauciones, con una brutalidad desconcertante. El jarro, el bastón, el guante, el periódico y la carpeta de dibujos resisten con dificultad, en su vigoroso aplanamiento y pese a su aplicado realismo, al vacío que los aspira, El potente esquematismo de esta tela muestra, no obstante, diversos grados de reducción plástica. La pura exterioridad que busca el pintor conduce a una especie de agrandamiento desproporcionado y alucinante de los objetos. En ausencia de toda intervención subjetiva, estos revelan la presencia del vacío que los habita y los desborda, un vacío inanimado y definitivo, un vacío muerto. Un vacío objetivo es un vacío muerto que no tiene nada en común con el vacío vivo de la meditación taoísta al que accederá Miró unos años más tarde. Pero el pintor piensa todavía que no aprehende suficientemente la realidad y proseguirá su desesperado esfuerzo hasta el límite de lo posible. La mesa con conejo, en la que se priva por primera vez tanto del lirismo del color como del lirismo de la forma, disimula mal, bajo su apariencia brutal, el malestar y la angustia del pintor.›› Rubin (1973) explica que esta obra representa una respuesta de austera simplicidad a la profusa decoración de La mesa (Bodegón con conejo) (1920) [CRP 74], una oposición que es una constante suya a lo largo de su carrera:
‹‹During much of his career, Miró’s painting has oscillated between the ornamental and the spare, configurations that in his work tend to induce their opposites. In these terms the almost primitive simplicity of the Museums’s Table with Glove, executed in 1921, may be viewed as a response to The Table, his most important prolix composition of the previous year.››
Rubin desarrolla el resto de su comentario a partir de este contraste y primero apunta que en esta obra no hay exceso decorativo ni alusiones a la estructura cubista, como sí las había en la obra anterior:
‹‹If the suave ornamentation of The Table is not to be found in Table with Glove, neither are the allusions to Cubist structure. Although the composition is likewise iconically frontal, and the tabletop is similarly tilted toward the picture plane, the effect here much less recalls Cubism (or antecedents in Cézanne) than it does naïf art —and doubtless Miró’s keen appreciation of the Douanier Rousseau—. The contours of the pitcher, cane, glove, and folio of drawings are generally much simpler and more summary than those of the motifs in The Table, and the uncovered part of the tabletop is treated as a bold, flat plane. Indeed, the conscious “awkwardness” of Miró’s drawing here Cespecially in the contouring of the glove and the rim of the tabletopC proposes a spirit of provincial stiffness and sincerity. This sobriety, which Miró no doubt felt as antidotal to the exuberance of The Table, would lead to greater simplification later in 1921 in the schematic reductions of Standing Nude [Desnudo de pie (1921); D 78. CRP 75].››
Luego analiza los diversos elementos, como la mesa del taller parisino de Gargallo que utilizó ese invierno, y elementos personales (el jarro, el guante, el portafolios, el bastón):
‹‹Miró’s choice in this picture of an almost rustic table on a simple support —as against the Baroque hyperbole of the furniture in The Table— is entirely in keeping with his shift in taste in 1921. To be sure, this particular table and pitcher were among the furnishing of Pablo Gargallo’s studio in the Rue Blomet that Miró was subletting at the time. The cane and portfolio belonged to Miró, as did the fur-lined glove that the artist recalls needing because the studio was so cold. Miró says he put the glove in the painting because it was so stiff that it had retained the shape of his hand. Indeed, schematized surrogates for Miró’s hand —and his eye— were to become the most frequent symbols of his improvisational paintings four years later.››
A continuación, describe el fondo monocromo de la pared, la mesa y los acabados de de color y la delineación (¿en algún caso una cursiva modernista?) de los elementos, extremos que son coherentes con la tesis de Rubin y buena parte de la crítica norteamericana de que Miró ya avanzaba en los primeros años 20 las grandes características del expresionismo abstracto:
‹‹The flat-flooted, intentionally obvious composition of Table with Glove —the parallelisms between the cane and portfolio and the table legs, the disposition of the objects around the center of the circular tabletop— suggests a “primitiveness” that belies the complex configurations of the still lifes of the previous year. This goes hand in hand with a much greater flatness than before, for which achievement —so crucial to his later art— Miró felt the need of momentarily discarding other compositional baggage. Likewise, the decorative, quasi-Fauve palette of 1920 gives way here to sober browns, ochers, and dull orange, relieved only by the saturated accents of red, mauve, and green in the cock inscribed on the pitcher and the dotted patterns of the portfolio. The intricate patterning of the cock and the almost Art Nouveau elegance of the ribbon bows serve as grace not for the sober line of the composition.››
Rubin, finalmente, comenta que asimismo esta obra avanza en la exploración de la monumentalidad, más allá del simple tamaño del formato, otro rasgo común al expresionismo norteamericano:
‹‹While the cost of Table with Glove’s austerity is the loss of much that fascinates us in Miró’s color and drawing of the years preceding, there is nevertheless a great gain in the direction to monumentality. The motifs, whose flattened forms reach out to touch the edges of the pictorial field, locking the configuration to the frame, seem larger than life. Here Miró presents fewer objects than in The Table, and shows them bigger, closer up. The effect makes the composition loom into the picture plane in a manner anticipating the immense personnages of later Miró style.›› Weelen (1984) la analiza como una obra superadora de su estilo anterior, que insiste en la esforzada delimitación de los objetos, reducidos a sus formas más puras y menciona (al final) la posible influencia de Léger:
‹‹La Table au gant est par sa cohérence une démonstration forte. Elle et ample, elle est stable. Un grand cercle souligné, une large horizontale, une verticale épaisse prolongée par deux lignes obliques appuyées sur un champ de parallèles. Quelques objets réduits à des formes élémentaires, cylindre, rectangle; sous le prétexte de la canne, une diagonale compensée par la forme molle et froissée d’un gant et les deux noeuds fanfarons du carton à dessins. Le discours des formes est insistant. Elles sont tour à tour plaquées, dressées, toutes sont mises en évidence. Elles sont cernées par le vide et investies par lui. Elles luttent contre son envahissement et à force de présence, deviennent semble‑t‑il dangereuses. Fernand Léger a travaillé sur de semblables équations, franches et brutales, mais dépourvues de ce caractère inquiétant qui appartient au regard de Miró.›› Lubar (1988), a partir del comentario de Soby de 1959, destaca en esta pintura la influencia de Henri Rousseau, que según Lubar aparece en la primavera de 1921 después de contemplar Miró una colección de pinturas del “Douanier” en las que reconocería su mutua afinidad por el arte popular.
Joan Miró. Desnudo
de pie (1921).
Desnudo de pie (1921) o Nu debout, un óleo sobre tela (130 x 96) [D 75. CRP 78] es una pintura sorprendente. Miró crea un escenario completamente innovador en su obra, con un recuadro geométrico de paralelogramos desiguales en negro, en la derecha remarcado por una línea blanca a modo de falsa cenefa, que juega con las convenciones del estilo arquitectónico de la pintura pompeyana y es apoyado por una plataforma inferior también negra, un rectángulo amarillento levemente anaranjado que vemos en diagonal, y un fondo de un azul muy claro en el que descuellan las bioformas y formas geométricas amarronadas con las que representa esta joven modelo.
Ya en sus retratos de 1919 había renunciado a remarcar los trazos del rostro y el cuerpo y aquí la desmaterialización da un paso más, visible en varios detalles: el pelo está recogido en un moño complejo con una forma oblonga y otra arriñonada, el rostro se presenta en un falso perfil, pues la mitad oculta se insinúa en un ojo circular; el codo del brazo de la izquierda es un rectángulo sobresaliente; la mano de la derecha es enorme, casi deforme, cual si su modelo fuera el David de Miguel Ángel y esta sugerencia la refuerza la postura de contrapposto y la sección rectangular negra sobre la que se sostiene el pie de la derecha, así como el mismo tamaño exagerado de los pies que se corresponde con el grosor espectacular de los muslos; por el contrario, el sexo se esquematiza en unos pocos pelos, como si nos halláramos ante un hermafrodita castrado.
Pero lo más llamativo son los elementos geométricos blancos que Miró dispone en puntos vitales de la figura: los senos, uno de perfil (como una bala) y el otro de frente (como un ojo); el ombligo que aparece aquí como un tercer ojo; la rodilla circular en la pierna izquierda aparenta ser sólo un elemento de transición que compensa en la parte inferior los elementos superiores; las lúnulas blancas de las uñas de los dedos de una mano y de los pies casan con los puntos (¿clavos?) de los talones y las largas uñas pintadas de blanco de la mano situada en la izquierda cuya simplicidad las hace análogas a las púas de un peine.
Dupin (1961, 1993) enfatiza que su preocupación fundamental es la representación de la esencia geométrica del cuerpo, apartándose del realismo de su obra anterior y preludiando la pintura fantástica:
‹‹En el Gran desnudo de pie se aleja de ese fuerte realismo en favor de una estilización franca que acentúa todavía más las deformaciones de la “odalisca” de 1918. Analiza y traduce el cuerpo con un vigor sin ternura. Pero numerosos signos traicionan ya los futuros aspectos de la mujer en la escritura poética que lo caracterizará en 1924. La rodilla y los senos, uno de perfil y el otro de frente, parecen como despegados del cuerpo, zonas blancas circunscritas por un trazo negro de regular curvatura. También las lúnulas blancas de las uñas de los dedos de las manos y de los pies, la extremada estilización del perfil y los cabellos pertenecen ya a la otra vertiente de su obra. El fondo no hace ahora la menor concesión al realismo, es una pura composición geométrica basada en dos colores. Esta pintura permite una doble lectura. La podemos considerar como el coronamiento de los desnudos de la primera manera; pero podemos detenernos asimismo en ciertos elementos de forma, ciertos detalles, un clima, que prefiguran del modo más sorprendente las pinturas fantásticas de los próximos años.›› Penrose (1964) comenta: ‹‹The exuberant stylized realism of the nude of 1918 has here been abandoned in favour of severe simplifications. This painting forms a link with previous drawings and paintings of nudes, but we find also elements of stylization and symbolism which are pregnant with new inventions.›› Weelen (1984) también la analiza formalmente como el contraste entre los rasgos geométricos (las figuras del cuerpo, el recuadro) y los realistas (los grandes pies):
‹‹Le Nu debout, autrefois de la collection Penrose, est tout autant sec que dur. Cette femme aux seins de bois blanc n’est rien d’autre que Penthésilée sur fond de ciel se préparant a ferrailler et dominant le podium olympique. Son corps ocre de sportive, réduit à des formes simplifiées et numérotées, ne semble pas d’une essence très différente que celle des verticales, du carré, du rectangle noir qui l’enferment. Seuls, des pieds énormes comme des palmes, une main de bucheron disent la façon dont Miró la considère et ajoutent à notre confusion. Il y a de la hargne là‑dessous.›› Prat (1990) explica estas mismas contradicciones, apoyándose en Dupin y Weelen:
‹‹Ce tableau réunit, comme beaucoup d’autres toiles de la même période, un savoureux mélange d’éléments apparemment contradictoires, qui parviennent à se rassembler en un tout homogène. D’abord, un encadrement noir forme une niche peinte, où le nu s’inscrit de la manière dont étaient abritées les Èves médiévales. Seulement, il est décalé, s’affaisse à droite pour mieux enserrer le mouvement des bras. Le plan noir ainsi augmenté menaçait d’être trop lourd: Miró l’allège d’un filet gris. Dans cet espace, sur un fond également gris, le modèle se dresse, posé sur une sorte de socle noir trapézoïdal. Pour combattre l’illusion de perspective qui pouvait en découler, Miró y insère un autre trapèze, ocre celui-ci, dont l’inversion par rapport au premier en annule l’effet de profondeur tout en permettant de poser la figure. Elle s’y ancre du pied droit, le gauche, au talon levé, projetant une ombre signalée par un pseudo rentangle noir. Le traitement vigoureux qu’il fait subir aux pieds et à la main gauche du nu pourrait l’apparenter à un certain réalisme symbolique ou social, comme la représentation crue du pubis surmonté par un ventre légèrement avachi. Les taches noires des yeux, l’un de face, l’autre de profil, celles des cheveux vus sous les mêmes angles contradictoires, le traitement angulaire de la jambe droite sont autant de réminiscences du cubisme. Mais Jacques Dupin fait très justement remarquer l’apparition de signes nouveaux, ici peints en blanc: un cercle marque la rotule droite, les seins (face et profil) et les ongles semblent soudainement aussi incongrus que le serait un signe typographique. En fait, il s’agit plus de signes que d’éléments descriptifs. Ils vont proliférer et peu à peu envahir l’oeuvre. Incongrus, mais pas hétérogènes: c’est justement l’accumulation de ces procédés différent qui rend celui-là crédible, pas plus déplacé que les autres auxquels il s’intègre sans à-coups.››
Las bailarinas españolas de 1921.
Miró. Bailarina española (1921). [No figura en cat. de Successió Miró.]
Bailarina española (1921) es un óleo sobre tela (105 x 74) [D74. CRP 79], una versión del tema de la bailarina, esta vez de un trazo rápido y sencillo sobre un fondo negro, como el recuadro negro del coetáneo Gran desnudo de pie.
Dupin (1961, 1993) explica que:
‹‹El esquematismo se acentúa todavía más en la Bailarina española sobre fondo negro, aunque con menos acierto o una premura aún prematura. Esta Bailarina española (y no negra, como tan a menudo se ha escrito a causa del color del fondo) está únicamente representada por la línea de su contorno, línea bastante indecisa que se destaca en blanco sobre el fondo. El color puro aparece en aplastos en el ultramar del delantal, en el amarillo y rojo de los pañuelos, en el rojo de la boca y del collar, en el anaranjado de la peineta. Con sus arabescos muy simples y con sus colores puros, esta obra anuncia la futura técnica de Miró. El carácter desconcertante de premonición constituye su único interés, pues su estilización, muy sumaria, no supera el nivel de un cartel.›› Bonnefoy (1964, en traducción española de 1970) se detiene en las dos Bailarina española de 1921, la primera más realista, la segunda tan simplificada, apenas unos trazos blancos sobre un fondo negro de cartón. que parece una burla de la primera: ‹‹En efecto, al arruinar los medios del pintor moderno de la apariencia, e incluso las pretensiones de la apariencia de representar lo real, Miró ha encontrado en esta segunda Bailarina esta expresión directa del sentimiento instintivo que la pintura había dominado excesivamente y casi olvidado. / (…) En una palabra, la solución que esboza esta Bailarina, y que Miró proseguirá, es la de pasar de la representación —que pone en juego al individuo que percibe— a la señal, en la que esta conciencia individual se borra, para dejar hablar a la vida misma, de una manera inmediata y libre. Ciertamente, con sus metáforas y sus símbolos determina el inconsciente.››
Miró. Retrato de una bailarina española (1921).
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