@keyframes rwdcur180397 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 9 9, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 9 9, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 9 9, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 9 9, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 9 9, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 9 9, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEq0lEQVRYhe2WX0zTVxTHv7etLQ20SIU6sNWJOpgYGQwtTMU/TCam0FBbYCHLHrYHWCTLtizVF7KXxWSLLHtxw8SnMl1GZsQtQxkDmYFZNrc5mBQohV9RlE66Qgulv393D1TnlBGobnsY3+S8fXPO555778kBlrWsZf3fJV2ERwIgAcAqADIAAgAaiX8FQGU2m0tqamqqFAqFfmRkhPA8L0RA+McFspASjx49epxlWRoIBDiHwzFYW1t7KjU1tYIQshVAIgA55jq1ZC2mA/B6vSqr1Vro895QEmFWc9BoyiqvqCg0GAzZlNKVDMOA47iourIYAMHn89GcnJzM9PS09Z98/C6uX/sOMilRPLstd53ZbNltLC7eo9frU8fGxlb4fD48ALIgzGIAKAA+FAqpyspf3OefuC25yQzi1ugw+n65gksXPpMkJ6ckHCwufaasvGK/wWDIFkVR4/F4CMdxYgREjERUAAAgMAwjFBUV7di4KS3J2dMNqWwFeJ5DZ+s5dLWdR1fbOXDsjGJ77s51lrKKfKPRuFen06WOj4/LfT6fSCmdtyuLBhAEQdBoNDpjcel2Zug6ZkPTkCuUGB3uB8+xCAb86Lt2Be1ffQq382dJyhrdygMHSzKtZeWFeXl52yQSicbj8YBlWR5ACHPXtGgAABCGh4dhsVoL1Gp1rMfdB5lMDgC4M37zTxPP4dYNN65c+hJdbU0IhwLyrJxcfekh626jsXifXq/XdnZ29oui+DsAuiSAYDAoZmRkbN6VvzfN2dMNgeegSUzGhHcMoZngA3aKmeAU+nu/x+WWRsgVSmLYtT9eq9WubmhoaOY4bgyAuJS/KwK4bbfbm3kRsxvSMiHwPERRwJbs50DI/KkUMUoYy6vxfMlLcLlcnmPHjn0YCoVGIvmWPDxmHA7HD1evXr3+dGYuKKXg2DAUMbFIWKV9yCxXxOD1d06iyFolXrj4dVdlZeVbTU1Npyml3mgBeEEQPI2NjS3xmtWiNmUtODYMjg0jTp3wkFkqleGJNesxOTnJ2u32Hz0ejxOAD3O/Yc6zRAAAENxuNzWZTPuSEpPUzp5uiAKP6cAk/D7vX2k5Fs4eB7bvekFWXFKa7vf7vb29vX0Apu96opnf7NTU1EBLS8u3T27agtg4NVg2DJYNz2tmXL+i/r03oYqLVVutVhMhRHN/3WgARAB37HZ7c3A6FEzfmguWDWN2JohY1Upk5RZAGau6Z45PSELZKzaEWW62tbW1lVLqx99MxaVIRgjZeubMmQ63q4++/eoBaspLop83nKC/eb304vnT1JSXRC35OtrR+gUdGBgIVVdXv08I2Yi5neKeonkDiJyAEwQh3nzIumd02ClRqTUwv/wGvmlrG8netiNuQ3qmZOd+M5LXps3W1dWdqK+vP0kpZQBwj3r6u5Irlcr8jo6OwZ+6L9NBZy9tb2/vV6vVVTab7RTDMGGXyzVdVVX1ASEkHXM7w2OXzmazfTQxMUGHhoYCBQUFhwGkSKXSzRaL5bDRaHyNEPLUP1UcAGL0ev2Bs2fPth85cuT4fXcsA6COhGyhBOQRASSRIloAMwC8ANhHzBk1SFQ74X+uPwDjBBYA7dP9CQAAAABJRU5ErkJggg==) 9 9, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 9 9, auto;}
}
div.testarea{
animation:rwdcur180397 1.3333333333333s linear infinite forwards;
}
