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  1. 13 de ago. de 2023 · Google Art Project. Google Art Project is an online compilation of high-resolution images of artworks from galleries worldwide, as well as a virtual tour of the galleries in which they are housed. The project was launched on 1 February 2011 by Google, and includes works in the Tate Gallery, London; the Metropolitan Museum of Art, New ...

  2. 1 de out. de 2023 · For images that are in the public domain in the United States but not in their source country, see en:Category:Google Art Project. All works from the Google Art Project are available on Wikimedia Commons, except for photos of three-dimensional works or works still under copyright.

  3. 24 de mai. de 2023 · Google Art Project works by artist. From Wikimedia Commons, the free media repository. This meta category should only contain other categories. Files should either be in the relevant subcategory or in the parent category. English: The Google Art Project may use various name formats for the same artist.

  4. 7 de set. de 2022 · King of England and Ireland 1660 - 1685 (When Prince of Wales, with a page) - Google Art Project.jpg 3,364 × 4,001; 3.24 MB Bernardo Cavallino (Italian - The Shade of Samuel Invoked by Saul - Google Art Project.jpg 4,389 × 3,146; 4.13 MB

  5. Google Art Project – Cultural Institute. Toda a arte do mundo na ponta de seus dedos. Visão geral. O Art Project é uma colaboração única com algumas das instituições de arte do mundo mais...

  6. 25 de jun. de 2022 · The following 132 files are in this category, out of 132 total. Claude Monet (French, Paris 1840–1926 Giverny) - Haystacks (Effect of Snow and Sun) - Google Art Project.jpg 3,812 × 2,712; 4.31 MB. Claude Monet - A Corner of the Apartment - Google Art Project.jpg 4,914 × 6,585; 14.6 MB.

  7. 23 de abr. de 2021 · From Wikimedia Commons, the free media repository. English: This category contains the gigapixel images of artwork from the Google Art Project, usually reduced in resolution due to technical limitations. The full size images are 2 to 8 times larger in each dimension.