Πέμπτη, Οκτωβρίου 03, 2024

Lovis Corinth: συνθέτοντας με προσωπικό ύφος τον ιμπρεσιονισμό με τον εξπρεσιονισμό

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xBcRLbHKPoqzBz1b+HV6fxWI6sxlGHwciV1344/z9dh0cxL3l7HwQ0CLC0zb4LXF1j/AF4k8bYpt1a3wC644ap4+gzcO61oPYAEUxzGPZ128Y+qw27Cjs6kabZYDYc8tSusjnaJmyqP8gT/ADBtF/ddD/Tb4IyHa9/dtAf5TPBWQagbPof6TP8AxCsWp/u+j/pM/wDEK/mLar1cNTpmWMa05S0AWXLv5HTn0oN61T33f8irldeja9blZxDirQxOlP8ACvJ03fOFmtOOAsEEymEE5whQepToopgDMyUIbaslSGW+CkH+0bp6sqTq9gbRbVfEbpLYLe0fZVz6r41n0YuOC6MjaLQll4qTwCk81qCJlOXZ6FIJ2pTApPj+U+SqY+eY4X71zdHZ9G2fhKfI/wDIrc8c76t7RpB9F7Rq0+OiOvGuPXJYYesAGUSuMenr4h9CZJvJ14K3FJL6Gs4NaGj/AKQczx6pUkBDWfDafWABvzUBNp7uQhShdQnVDVUsQ6DK2x5XT9E6Rh7zkYHeLrpxHP8A2v46JozXZ5lXG+yVm+KOU2gfWN5fNYdHb7PdNNh/pHkuscqsFqQ8UELiEoJUHoun8SntAZc/kVx/0dOPSnDrv953mVmNVHo1oPGmJSKwul53cPHEhSciVgmUSpG1HKRuFI+BRSRVdF1RApvulLXpN3SxsglUx1r6ZqvibXRcg4p3Y23fN/NXMxV2JdK6OZRzTBRsUhEKQ6Qz5KKG53Ug7SZ6mp2tPkiqevm2LzPesOjuuijfwVM69YR3lajFXn0xGaaJccljKHoq54EEjkTcfArh5Xq3+udV6ggopiviG6nX5KI3Fm4DJ7lHTcKd8HxEiD4Io04koahVVUSlVaCQtD9dtsKlu4ZnaJ8V6OPHl/0+9L8LTmqY32HdgRao5PaB67CsOjt9kfkU/dC6zxyq25IKe5SQCCopJUHtQtfiVcdmuHbrz6RUs9/vu8ysmjZmtMpGaU5zpkPUD3goOPpmQs1oxhQhtM6KJtMQVJYOFkXMLOpDMO0XiT2p0gqgGROigtspMcxt4MRPaEFZ2KG067YdvOcYy++JVKq68hdHND0pLHQO9RNcoGUxJPJWoDbRySk44+rd2tKKY+Z4odY8z5rDbvOizZwbO/zWoxWiacmEhi7d2WSDVBu0XHELn1P1146yY5vekdot9Fh15/4VjcTutCorcZjKry3vW8Z+rFDHObncosU6aeGxragOhGnzC52Y6S6KoqK1Z6OYRtWud8bwaJvlnqunM1y66snx2ZADYEADQLq4kOcShYTiGSx3IoTkMdmz71U07XYx/D0/dXSeOdXnaLTJZCkSW3UTWKCYzT+JWxGi4/6OvHqs4dd/vu81k0QWmUkpTnOl1UGjGZDhKg5PZdA1H7rcz9FmmDq0i1xDgQRYg6ISWHQqIxUi/BBep4x2/DojssrEtNfLoUkf2eXkzY2juhREyk5rWsOZJy46BQbezdhVKdem5xEC5jS2ScFrp3arbBTjM/eimo9kpHE37lIyjUEqBZN0xF4w+rdyKqo+c4sdZc3R2vRipGFaJ1PmtRi+tUvSicb1qTxxa7yKL4p643dkT4rg9DMxjt94a0ZFa5+fRTGYdoEFGusyR4YAO9kwr+mbIVSY6k8GJTfrE+Vp+kDhIWWrW30NaN6odbDuv+668OPbpHrbBRCkCr7J5HyQnF44+yfvistOz2G78Oz3fmV2njlfV2sYhSQ5Ke3gVJBKkk5KSpiHZc/kVy/0dOPSK35j/ePmsmjCWQ1ZgxnFp46JTnekdJwwrt5xdJbmAPJSc/0Z/iG81J1209i065FTe3TBDiBO8NO9WBzm0dhvoDeL2uaSACAQSTJy7lks8N04gwpoqkJmRcKS3TdfviVJYaeGl0JYi41IMgcDkhO2DoXRhLkoluqi88oRhclJp5hSeJTGQYkerdyPkqqPnuLzXN1dd0Z/hxzKYzWrK0yJwkQdUGOL9GWPew6T8CuLvKqspbhtrqlYsbgLrrLUo7CwVh0l4kpZeKC3uiQ69Xk3zcunH65f6fjo3Lo5FhykCobHkguLxXst5rLTsNhH8PT5H/kV058c+lzEOsmp6bJ1PNIAUE7yknRVSpXzH3oVy7dOSap9Y/3j5lBowkEOry5wA9mJPakMHbJnCPkz1hnzVDXPdHD+IbzUH0YMGcBKZfSmiX0JaCSCLC5i8lZpji3C6yXnNkyLckpYwGJLXF0CRlvCROmaksV8e92bh29Vo8lBc2SN+owkAAujmcx8YQXXPK2yr4jEboFjeLqCKbyclE5swZCk83PmpCAjJKSxQTW9k8j5KqfPMY3rHmVh0dZ0b/h28ymMVpkLQGTAQnJbSq71ZxEZwO6y59R15qs47zYNj5LLoW0uyIy1GqgYDZReb8UHENbdSbPRrEBtRwP6gI7pXT/Nz/0dK9dHEAaohqNseRQnGYr8vk4+ZWWm7srG7lGkIsd6/wDuNvincM51r4t3Ukd6bWZA060slMosVqu0Q22quu41x/l1SaW2CBcSfBc/6x1v+TQw+NLxMR2Lc61y65x7EOyR34OfSHjrv953mUQ0cpZVsUwFzYMEmJ42ylRY22B+Ef730TFXM7A/iG8/koPo7XWmbcUaQ+kB/UFascBtpm7iKgBzcT4mfmgqzKvFSWQ4EIQXCSkNbZ1eXU2ix3m5XyNyj9Lqa9UzutuY8FtlVNB7iN8iBwm/cpLtIKRjlJDQJ+9FIRSkNKQiqeqeSyXA4z2zzWW3T9HHeoHNMYrXaFoK+06pZTJHLxUnMOp7zTOaMMpA4PHIrlZjvLo24af1FZ1p44Zw1UnmsKE8+wKkXgavXN4IyXXnxy79d3hH7zGnsXRyGOKkF7xMdko38OfrjMe2Gu974LLUWMI/1NPs3viQqt8X7WydoEtAgZcVfjPlJoYstBAhEa791SqsNznN75rN5def9Z4CmbTACy6W6u0K7hEFW4xZK0WYgOgFbvWzHC8ZUVKzWueD/O7zK1GahtdpyTrJeJdO7B1UYxtqv/DVBrM/FMVcxsMxWB5+RRVPXY4aq6CAbfVY11+X6NrW6oOOR2ww+nfpfW9tFtyUmNIzupNrYr3tMFg3DedZ15hGtSOjYaRZJpsmYPVCYx18Mw3omyW02tda7QAbmM0jRNg1d/i0X78kfrX4sytMjpvVpV8Vi4cWjPcMe9mEUyE7DqOIcHGYynO/7qjXa/WrBsSDcxZWsyar1sT6/dBERfmrRhNbEzvAHkjWv5cntAesdzKE3ujlZraRDjeZ7lqM1o1togexft0WmWfisQX+07uUlEmD2FI/Xt2c1jHXUbnBc7y3Ose3iMwVjK3sD6SVIjFPgQLk6Jk1W4HZuFdvFzrLtHCu12S9rqe7k9sSOw5ELTK3CgxMeD6QyLW/dZm/031n8MvazeoVUc+PbGAdRvo4/FUV+VfpNjuUrdqQ0AlGHd9ec3Lglkl1MBrrclnqfrr/AJ9XyvYfJc67/q5h/abHb5FEZ6TtJkueRo51uN12cHqVOGtmxi/Pgheqr2lrr5Z8r3hIijtcepeez5pirnNg/nt5nyKrNEdo2yxmOsGHCJOisVchiK4qvqPDCReDluwbE9wy7UsKxbZSa+yWP3W9YbgmWnO/A80U8tdrxcRb6KlPc2AqOOhhbcZ8FhzILd7PjNliusujY57BZ1u2/mrmqq9R7iZcSPot1nm0AcQZBJWXQ2lVd+mZSlkVXGmJIJ7b271azVE1JcSTc8VB5tSCrBemZiaRdUcANVYtaOGIY3dBWmXnVVJ4PUkKiSApSJLVErHYj0VFz9RYcys4dcmcVUOb3HvW8jO1awWNeDlv9hJnxRh/pvbK2o2qfRlha6eMyAb8lLWr6VweHgwXSbdn2E2YzK0KG1Tk8SOIz71FRrOfvFx60zcI/vD1xvipjr0yUUyYV0fd6t413h81QVoPeR48EgJf2nwUhF19fBCenvCkkiLhYvLtz3/0+g4GCPuy54314fjXgb5/rdHOSuzh1WU+o83v45KYO9MHNAOY1+SG5VPbLvUPPZ80xVzXR8fiGc/kU0O+awLj9dWX0mrbmGdundc4ho7b9YeErXLNrk2tIph29IJgwezMjgtBIe3ipLOBxD2v3WRe3Wy/ZQdCHtgDcExcg5lWDaF7ov2ZJBTisO8kRvniUEL2g5qORDnHQqyr4EhxEg847V0jFPoVC0RHeixnQPq580s0o37FpnBgBRLnr/fBChhCkEmEqmAISN6CkH0jN0Fn9Jj6gDi4eRKQ5n0ZA++5IEy1wSCotPYboqBx7RPNCdLcsHvR8FoYYLhCG15Zl3g5EcUYQ4x7alN26Otw+iMMY+xyQXgGMp+KGmnuPAsVnTkCW1OKP6pyBc1+hVqyCaKnFWrIaA8iD4o2rIfhKZDhfP6Ias+PbRe70zxNg4253W7Wf5lm0pjZz89ExjrnBmkSZA/7Syo7aaRReOxTX45vYDorsPatB1XSXFOpYZzmGHS0TqJOi541rm6mEc+iK1Sq4ndloMmc7dmSURhWdW+pRajhSAyhGkqm3r9UbxWoy1v7yc382iWdoMjvskLTKzXi2SFBOWK7ShLbIaLcNFuVkRA1KrUaAOIVoxBeMgJ7dFqRi2FrTL0IJcwUj49HWCkcVEp4UrBUhKhKJ4UqWapFwMlL8Udv4jfbTgZXI+ChrK9KIIGRGv04zHglEkKS9skjeg6ypOswOIghpsDZ3bwM+CkJxAcW6jNCymvZYEaJSlXpkdZuXBSBRqDe3oEmx7Vmw6tMHXm8O04GFm+NSmU/zIOvkjGtQ9hFTd0UtTWkNnJCPayR3IpheBebE5j6LN9xv/1RtWqG1Hk2kk/L5LpXKVgYna9UOPoy3d0MT5q1VWG1sQDPpD8I8Mlazh1fa7qrC2o0T/M3PvTEz9ntFN4JMwQeBToxp9I9sMqs9EwEiQS60GNAosvCtLWS1wLXDrNyIPI+aKUsfaBlwWUL00ZgqSzs2lUF6YYXG3WMGP6eKYKtnEVg31lGR2fZVqJw9ZgfLN4NObXWg8R2K1NStUpi28Fm10hW83Qg+Cy0TUfeLKorHr498lwaSzQkGD3rpIztN2fi6j3xAjWxt3rUjNvxq0nLdc5RvQ08EIqpmtSjLomXPcstYYG3SkuQsIaCHRkkfIs7lkGk7uYKWVLF0JEa6K1SOcezdcR5pRgqSLqRuCqAVm3sT8lJ19IiM1KxcxADg13HPsdqoaGg8jWexRRUsewqTPxFLdMjVQWsDX0RYY0QATvRfJYbE5gL51hZrQn0wREWVBQlpDhaLHyyWqpVTAgzHafJcr/5Ov4xNszVx1RlwAc+6bcM11jkZW2cxwjI6H68U5FScPsxrZ3zvcNB/wBowQO02tawhsTAsOJTF0yqToABInUrNDS/uybte0/BTWKrpaYJhCjzC3iPggmHFty3iT2Qr6kU8VDhoZ1UK3qFcx1jmllQ2niaJJDWy/UiAO9JY1XEOR/J0LKtY3a1xHECyf5i1o4bDVnXqncbqNT9Ai5Gg7UxYA9GzKOtHkmCnbEw8Nk5u8tFtzv1ac0gzotxjwbXTIWWvXmyqmfEPag36KmEqIfMgnJRvwyUIt5urRhjSSFEt6ZGbSq7ZEhIc/tgAuHH6/8ASEpPoWnLLXQz8ckpFOWkOH6SDHIqDucJVD6bXAyCJCkt4e8jsnw/byUgzBUkjPdORuD2qJNVoIIn9lJWYC0qDQdiCGBzRMZhZrcWq9fd3Dx+iw1DTXAbOvBOAqniN8bznXjLgOSKfKjDnrgfeS5frv8A+rm9pYgMx1abS+CeyBl98V1jguelAEytBj4rajyYbAHZmjVjOqOLjJJJOpSnpKgu7Mw4cbujgAs1qA22S2qLyd0X8f2TBWW8zmtAIfBBCgsCoTclDSyzEvGTiFnE895OeakU+wulHYDFPp3E7s5HI8bKpizjMTUfrDeA+qzFqpQo7zgOKYr46Okd0QBNvDgtsSDDibER8Qgk7sOA4rWjMNNj2IP6B1QE8Y1Q3nzTGZJZQ9wNs06sKZwVRKc0LLVebaxTWYBzp7VaryWTZIyOf2s31m9yUFUcM+1KMFOyk2ejtbdLqRPaPmoN2m4tcHDS6ibX4wRPFCJebDs8loUkgh5P6X59jv3WWhubN9QkDoO+/qiwxcc4OF9FhvVKriDv9XJvZmdVOd69Jo0ne0TfPuTjEtv2r2Ef17nw5LnY9HN+K22qHpPSt1LnR2EOMeS0zjmiHNEOBaBJg8VEmlTGZdHK5Wge/dNJrR7TXTMZtIPxlAVKNM70Ediaj6bSDIlZp8LxNM1HFxdft7EyhUqUHAZd+adSxsjA+lqEGAGiTInOwShbRwJpvIORyIyP05IJOHF0VmVZIQ0W2iS4A6/ZTvxYvYhgAdwj5LnL9aViZZPd4rSxZ2dTO9bP56ymCxtUadvu54laD037DbvUnqzYIPd9Egt4nPLh9VRrciHmyAIlK8Hko36W4QZWmM+ja4nK3aVhuIeIjXmmQdXB1EL0grTDE2q25UlChYpK2ynOkqBlLqP3rgjioOppvDmBw1CkcXywdiirOp8DE6aIw7P1LG7zS0/fBI+fhIeRnmM+1SWGZSpLDTkTksVpUxYOTYumOHVv4LDtLRnfVR41OEI9I2O3yKzXpk+KW19pblWo3dye6/MysxMjF4z0jb6GAPqlmqVFu8VoLG6QEIRE2OYyPyRTD6L9CstM5ryXGOJt3rbBoqkaKJuFxu4TFpz0nmr6lytjWVGwQe/JFtUxksaA6NNPolLIErLUCXRfUfVUFLr4zfMZcR+6f5Wmvd1YF+XFBaWzpawEi5gDjdagvrSp6DIjRIS5mY70EFS7e35hIBUKkRvS8NHCVI2rotRdCa6ckGPPbZUFqaRsqqVLxZUVCMslVQlyhcZW1G6pDOphKPD9FCm711Bt7HqSwt4KwyrzXKSSVAsug81IrEZk8UE3DO6g5DySj2EEFpWaUEgj2hKGbBUmiIkc5UpEYL84RpPkUV2jmekVsVVvPW8Ec+Cqgb1e9IFhhB71BYrtsiFUZiL+abBp2/qMkFX9HdIWKQ6plZrcWcNVpMB3xn2WWoLAufhnZOc3kbeSWQjD0nHqOJt8eKz1cakDRMyDmJRWi62XYqCgqYcRITrJuDpzZZrUbmEYd6SLNEDmc/hHxXSMrDmk3GY+4UhF8xoeBQUATdIVjqFBWwntOPcorj6XVOpVDfsBRdotVnm/DHutCNNBSzumg99lkkMcck0QsqVUNoNlp5LTLJYL2QlgNh2SiI9iWV7ZlTdd2OUmy1wVpwbilkt5lWIusyWwLHQ9uiGk0HlzQ7LiOB1HjKka4xcITO2i2Hb2h81mtRTNa2qiubMdNRoBznyKKoz+kI/FVOO8jk1BaBThRV6PtBNZW8azqwMysxMlog8l0C5ncWKzhLa+91A4FZRWLpF4EaTbjK1Lhv1S9G6btPctDKuYRxEGSL371jpqHB8VjcEHgj8ahuIZaEQUhp6scEsruzKYIJ4Kk2nyNqiLLpWIMO3c8uKGkuILeKkVUtkpK2IFp8eXYpf/AFGFZDJUqsl9lJUAutM+VZkbqy3SC660wsNyQtLNnJW/QoKnixZLLFBi3b+ykcHiRB7FE51slAeGdF0htUzvCUYdwwkjtTlZ2UO8lYYwAiEUk0Tu1C0+y/4P/fPmDxQT8ikKe0G9STkJKzWow3vIMTKDrS6Pnfrje0aY+H180UxV24D/AGyrJyqHw0R+FFQ9UIVV6AuOa1WVjGVIf3LMhUy8Gy19XwO9uxwlIGHXPbKCEujxUh1KkAEHgrE82vKsKX1BGSIXmUoe3KCYtdVK7XvB0gaZLMCnUsSEhq7KaAwcSZKefR01GZLdZgw/iomWiyCU4XHIqStVEiFIwNhsDJQCIF9VLSTdaZoiitgcLpYprDaBopAqE5qSCEFUxhlqRWI4S7vUouf2aYMx8UE1zJdKQY1kZKTQwjuqEhZJlajFiGgyE0c6lr+tCzW3sUyyCmk8xLh85CiMNBmckJzWOw3o3OYcolh1Lf2NkFe2AAKzSCbtIjtgfRZrUL6R4ctxtWWmC83i3iiNCxFCABwhEFU6NOD3pD2OaQ+4IsmBRLCCJzOURPh3pRraTj+l3gVFAYQYghCeNMx2JRhok0gQLkiPij9Lxa6YLT4FSQ5pgCD4fcqWoBcXgi5aYI1A4xwUmnVoVP5SbHIHs8VjCp+idvAlrvApDWoQAD52TyzV1tQRmtgxlQSomtLexCA8DjkolloOSEGoIF4A7UgpjtFB6sCQABroEwVAZAkoaQWzckJ1lLHwOCdSHwQIVpwD3LKIrtkGxPbCpVjJFAk2C1qxbo0pF5BGhlGk44e1gSdN0H4K1YGpTIIBke8CFaMWcNIzT/Q/ldFQQmdRm80JqCQU6JBs3HGZEoODqEHVDRZqgCPBWp7fRqUdr4dz6UtEllxxjJw8PJG/Tj2wcP1g6bjTmDos2tR1O1/za3P/ANQi+lQxHs/fBKrNOfeplQ2pm33gtRG0/wAg+8lF0sgspRb7Z5lKHh/bHvKSdsfnO7v+ISk4P2Rz+SzUDFfNMTVwn8IffPmpM7D5u5qQ8TkqJZ2H+afdKUon2zzUzUcVITteamhUMzyPmhM3Ea8/momUMlCrLdVRPMyHJSNp5O5/IJVMHsBTK43PwUVoZHmPJZvpVnpSz+hCRhNVVLlLRCWRkpKuJ0WojK2Q5KQmZKSHZJZRR9pFJ5zQWXi/bP3qtMgqZIK7gfv4opWdm+23/d/7IMf/2Q==
 

Aυτοπροσωπογραφία του καλλιτέχνη με σκελετό, 1896

Ο Λόβις Κορίντ ήταν Γερμανός καλλιτέχνης και συγγραφέας όπου το ώριμο έργο του ως ζωγράφος και χαράκτης συνδύαζε μια σύνθεση ιμπρεσιονισμού και εξπρεσιονισμού. Ο Κορίντ σπούδασε στο Παρίσι και το Μόναχο. Το πρώιμο έργο είχε νατουραλιστική προσέγγιση.

Πληροφορίες γέννησης: 21 Ιουλίου 1858, Γκβαρντέισκ, Ρωσία
Απεβίωσε: 17 Ιουλίου 1925, Zandvoort, Ολλανδία
[..............................]

Franz Heinrich Louis
Born: July 21, 1858; Tapiau (then Prussia), Russian Federation  
Died: July 17, 1925; Zandvoort, Netherlands  
Active Years: 1886 - 1925
Nationality: German
Art Movement: Impressionism, Expressionism
Painting School: Berlin Secession

_Self-Portrait with his Wife and a Glass of Champagne, 1902 - Lovis Corinth 

Αυτοπροσωπογραφία του καλλιτέχνη με τη γυναίκα του και ένα ποτήρι σαμπάνια,1902

In the Slaughter House, 1893 - Lovis Corinth

Σφαγείο,1893

___Baccants Returning Home, 1898 - Lovis Corinth Σάτυροι και βάκχες που γυρίζουν σπίτι μετά από όργιο, 1896

In a Corset, 1910 - Lovis Corinth 

Σε ένα κορσέ .1910

____________

WikiArt=>Lovis Corinth - 130 artworks - painting

___________________
Musical Track:
Edouard Lalo
 Le roi d'Ys
Ouverture
Orchestra: BBC Philharmonic
Conductor: Yan Pascal Tortelier

Lovis Corinth - A German artist & writer who realized a synthesis of impressionism and expressionism

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