@keyframes rwdcur207656 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 15 15, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 15 15, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 15 15, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 15 15, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 15 15, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD70lEQVRYhe3XS2icVRQH8N+dTGNJYhrHvr4Sqq2l1ge11FKllFKsUFBREIsoIgpuFEQ36kqHDxFBXAi6E0X3ila0+EAXtpT6RLG4EFu1lEyapjGtaUzT6VwX9wbqK5m0cefZfDNz7z3nf/7nnP93h3OwWBa9MHi5GMtizbn4mLLqLANXsJL4RSyL/UPvHEGsnA+AMEsA/XgRNeJKa3r6nT7DgYmv8XCoN/bOFkDb6GNZbMF9uAuPET4d/2iYAxO7bFqwHuVsg9NmCWJZrMI2vIX5atXPIAwENi24yd7jL+CDcwHQLgNj+Bb7sdrI6UeMNB+ePDbJ3tEBi+Y9irWxLOYeQCyLjbgeH2IlbiZ8E+qNl8a/OolwjaOTe3EFls85gBx0Ie4mvuKi6lPYFstieUinJwi3SSUY+S8ALMV1OEwYMX4G7iHesvjOxfR0/IZ1mE/cGsuiZzYA/nUMY1lUJeqvxDDeRj8687Pr5C/j73Vf0vUcdhO3E9ZhEk+2O5LTMbAMqzCeg6/CTdiMnzHRPHEaviP24iEdYbM0WV3tBOcfxjBn3sQATuBqrMWluN+C6kbHmyN4untFNzxI2IEnnGntIQxmgG3ZnxiIZdEn0buauJy4EpcRtyZQcaeJM3R11IhFZV4FWqHeGAj1xvOhPrgPo1jd7khWc+BezEdvzn5DXqtmh5ekZ3jXqdaupP/h8Mju4ccX3rhox198Pon1eFYa3ekZiGXRiZpUt84MpI/QSfgBbxJ+yi+dHdgiNdqlcTJO+Ti75r/mRDbEstgwE4CQa96fv09Kqrc4gxrIDNyQmVkrzfpV6B/78eTtPau6V0iNuR0vY0/aH5cRKng/1BuD/8pAqDeaGJQabigDGMUhDIV6Y0yi8mu8is8lYaq2Trem/FwnqeDGUG+0sJ9wAgfN8L6pQqg3JjBx1u/Df6IprQ9mtq7E66j+/v3JW3uvuHAYz2ATPslHhvCl1ORj0wGY1X0AYlmslsrzY+O1xtFlP00rZpXMyNwByI77sGVk38jO2vW1bvQTFxImsT8z1pbN6kp2lq3FtRcsvQAeQCfhYnwsNfCh/xrAAH5rnWqRpHpMGt8Jqf5t27mWoIK+I28MHltyx9IlkkwfDPXG8PQn/24zMpCDdWE81ButXP8+TMbxKNQbQ3LWsSyEemPuAGQ975fGqYnD0gTUoGNRh3jv4pqkIfNRi2XRxOBM3d8WgLw+9cKqZDaq6EFXpbuDJLvVs/Z25vUT7QCY9kaUVXJUyn40ZzWEw8RDWnFqa0tqxqnPczeGod4YzSCmbDQFCZrHmqRMR3N/jKPZLv3nbQMrxJl3TW/n9b9uLux/AH8AZGRfdvj7NV0AAAAASUVORK5CYII=) 15 15, auto;}
}
div.testarea{
animation:rwdcur207656 1.6s linear infinite forwards;
}
