<snapdata remixID="12318732"><project name="Andy Warhol" app="Snap! 8.1, https://snap.berkeley.edu" version="2"><notes>0 - Reset efectes&#xD;↕ - Efecte de color&#xD;↔ - Efecte mosaic&#xD;space - Aturar&#xD;</notes><thumbnail>data:image/png;base64,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rVZUHjj3nKfoWRcU2UADsP8Kd2ncGzCkvbv5iq84MYMITt9hFHey/z4yJrSaA9cqGRImF0rL5NJTOITbbftJ1Z8yn9nVvkJVsBZECbgowCnGPEPp0IDN64SaA4XC3bqt4hAS/FdQ6457tNWxxjImfrlfJeheqgpt/SJc0xwS5GUXbXxLSyyIBfcN7KN3ad30HVE/yAK6uS/izYn15E69/o7OtzLAcG30CcCg0mZJUmgVCkfqwJeCGyjG4lIkhQSK0SSbow/OF0TyAK+sSroekc2AB4HNmj/d5ue2Uuskng3kTFiKjLRJT+dM5sPVTUHDbEu8ov41UNF6TwvMdv6QBrpDHzVhyPG/qHKlTWzJthYkg7a/SS8iavqc0GSbHHjQYLQQjBl1+dv2eYdq3Ot8LEQYAp2uhXKi05w1PlB7YRkE1Y5svZKJk8ssXeLQth70NtrQG5ybOfki8MNX70b4ff4tJDXB6TBlfB/PtSfvWSa70M2SuZ8mf9w6pDN4WLxzL/MkAnxPYqBnqOsBk+IwnMzTgnmG03ijy89EYxEm5JyS1ihcRJJ4TilKo52eCuBZhcLz+uJ4YB5hPYHH6SvAoGqJZJq2wE1yPgRg8x0wBWHsTTJqR1k+4HHzGKDMmxDDAMgIL+S7w8aug9n81sye1DZV+fwxgUk98hs7aTHKcyArypiaAmTyw1RQwHsQmHrgUj2RGpgFeJgNuxvvsyyns/FkozD4mnNkgrr5FVE/g4WZNeWCJfq3gGaGeaJtpEDvp4oE3UXOVTAEcnbMVH+qADXgDODLS6ED3+tbSIMphmWz1JXzpFhGnRa5eOXXNWGYsiDsCnCsnX3PVwr0zqw29tM/3xnAovdS5rbGBveDT3U9hXVv4jJ+Iwrd78omT8rp5yFybHKYQnbKT5+Q/Qmb6QoBrQJ/p+vMSeGSdmlVTT3ZRAG/tTuVx8/GzAc5BhwDOdcRdB8fwv8VD70u0m6O1GwFWToDhsSzshb2QEuBZvDDrDitsHcxNDuYJLmwirq23G3U97OP3T/7qgxzDyDR7ITk9YJL2EvbW9ytBK8t6+BxqxbxoLeyGtpjCZ5x19Xu88N3R2/wAAx55/Sjx0HWDarqMTUufwXO/Xw4oUoChjsXe+q1rX1hh35sviKhvI60pWQNLu7IKaE1CZGqn3EJihc9xbgFSAmcCoIC+UrnjtXX35F8CPBuwkE7jiScC+gw5t7UxyPrNSQmuifLC5x4Av3GtW9PKvUuwTgc5uGZoUK4xSsh5HWFrgJQK2/vWAJZ6XyiMXuqvvYYobYMc+ZAF7gyj510D1zwl8j5sLbhIkl+je2ERwJQXDkxQsEnXwdws95BMCjt1nxfmAYyldinvR30fJ6CkoXuWfU4SV8v/SOuL816DA8wPn2M7pPZ0KYBzm+Yc05TWKeRmoOJd1sKM7Uwa4ACDxqgVEIl0Ak0QYExcuWgN6qNmrKKONxQWe18uxPlJLAo+KhtNfd8gA7NH7aKEbelFTZLCjlP8/H4+J8BoVmc3/vB9XCkjjBV2ub24Fj7uuNp72FaDGmCOx4y7Bh115XwW6ngXwEfQZw0xEU2mHjgYMRSeQmZXOzURl+eG0lzTpvqnhTgXVks93LEIy+nC56URKcDLM5oDHdmLIuyXWoSCMClu54FBgMM+fQvUhBf++X4//5L9FMptB8FhoWoNdG7dmHIkba4hTaOW8/621tfYnWVdv3WBCm+xhjCvyPGWubHX6tL2r1VAkuc5Y5bUt5UtMtILxKvSlOE1CfDn8+/oZuyBKdgwY6aek8ukfILywNgk09o2I6nQ2kT1eXX4HGptPRdNjc7Wo1Gtjfh9sRbu7IXLNbAE4uDlsESQJcxcaHvBG+rNlxkXWpE+fI472cfzbC1AXmZUb9xHDvcAbAlaDJBFvdKwObbVniHvDd6Yd/aZmlH6GO58AIcJx3aCeQ7AlB1xv5cAnCfLegLM7b9hORuA43Da1njPob43lAa3k9Z1sHINvC6scSPakli1UNjQAJuqyjPenJD6SQA3r3+hMDr+rBfMTVqf8mE4kdUL4JDEsgp3LerB1AZ52Fp7XIBvXNeyLdQUYGi9agnwDC889FtKzAsw2xovKigFOEQiF3VP0oxt+JwDbAlvHKKHf/eoXyI9rGyfUB8EeEnwce0x7y4rhLaQx4h1SE+LaYXcc+zm3jeHrAdgs3hh+7GXAC/y7rMOPtfAGgPkrEM19daeicNo7gmv2SHuDvBuYNa6qp7+Mm9smArnAfhqkWknjMkBttn/hZSVJ1asvdEMXtjeiK/MRLd5YPux29dIhcTY+oJ6zr6naI3269+4qasgtp4cLlSAsCkY4A5Hez/hbaSemWPh4KvFuSFzXAkFogMcSes9kFmaJVQXeEtH6+EfwFbn8cC18JkCWxpCB41Q8Pe2gr3+vh54aaRPNvYi8QzZjAMsVUsN4pkB7pbAkgo4L99vH7W1ZyM87wBbagEDmFo6jOCBhwXYUkHPq8sBxnSKnXfWwjj6Sa5pAX53WN7tjqyMi3nWwBDQ1NqXk8yyBJjTntDZ9F//CjvELv52gDvckbXIPrPXuQHmGhMUClMem5vI6pzFnhdgrnKeW67LdtLjAG71whTI1Dq4J8DThs/PhVI6MvNL368CWMKVVCjq8j08cSTQZMwU+JxBOMAcKQ1fJoHYeC/4kSE0OnnkUGHwYett6PO9DrDNVogd4OHh5HSwpxd+JMBVocZQGQGMnjFpBLjfGWiO2XkZKwmYZ6Qju10B1r4jYDXAy+ohPDCQ5Ftf4dySEUAvI+8LPat+/3NvyhNYl1lG14YuB/jRQMeDi+Je9pizgqBDb/S8RwKc9QPeXW3PKzeQQAGw4Tr4CKFb8jsGY7SvQphFYwMcvHHmfQsPjB044Y7U179cSQ1f7jaAwbBweHGF+HOPfZkgI0vjM4RGxl31wHHKX+qVHeBZLI3sJ/iCv9Qe8lZ220qSWLkxirwSOYybChgAjE1k6JIaa1OgNE9g3WQvHZo1z0JHBvncEPpYSO7/IA5sYEuI2iSGeW3UBkQA+7u5HVi6pUrzJBYEcFjaYSOkDizdIhlOo8wwopYD4DhUlny4AHv4zNHsVGXMw2gqhIakE5JnLGO9WLxIcvnc/hF64FBcDC8VsnMgdoAvtp7+zfVKZCX7wJJhjAZxzM367/BB7oERwKD1P/eYc7JPzBEMBbEDLDHFacqaHqncw+ifT/hpFaEYOHYqrNK2eA1gJCvF4GrtI5i8YobqYAXZyP0Ah60pjFKbeTLru1xqF53E0gx0NJALBytIrVMAY8sKsdyIhhxgsUSneMA8mbUArPXANYldDTUE7bINs4bR0V/yWdZJDbyII6eNqdaYh8+0/CYtsS21Gn7kLB93L4Ax+VKJIY1esOTVsQ4Ola5gRGvjPGzVNF7/5cd6jQjE7n2VipjkMdMwGgd42YP8q/0sabO4qGStpoF42Zsnlg7Q90J5+5d6YGghvUzOa6d9/1ej+1meMQV4udgdCqHxE4Ac44KuG03Dhl6eOKk3W/sewO6fr+G0gRduWi4UIT5HvrOYqvcTzJlYhtD/n+7/B4tGtbr0kiv8AAAAAElFTkSuQmCC" 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