@keyframes rwdcur41669 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 1 2, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAD6ElEQVRYhe3Wy48UVRQG8F9VVz9mGHpGGEARkgkSJUQ3GgxBl4aVGxIT48p/pY3/ghsWJiau2bgwEU1wQzTGN2AGQZgQwZEZG+bRz6mucnFrgHkwTo8xccGX1KK77j33u9/5zqkT2QHyxtQE9mMSMfro4teoMdMdJla0g8MTPI8jxeGQYRF3CxLZduPF/7xkA8ZwcN3eGBOoY3SYYDshUEOyxbuhYu6EQCrk/NEYlYJUv3j/nxLoOj/3odnecUHyVTPWBS/0t9q8Ho+TcissWzKllb1nkN9Rij7BVcwWz0TemGoWhGoP9tCNGjMb1Bm6CiB/aVfu9FOMJ3SyL1XjjzGPmWJJX1BjFRmaaK8v020TyBtThBvVnJ+751id0YhMaiL5RiWexueCB5YFNdqPhEiFMu1HjZkHadpWCorDxwTP7LG3GnaWY2KJleykJHpeHJ0qDk5wGRfxs9CkkuJZ45PtemA1l2OYkpQoR+xJOLmbb5djz1YmlaNJ7eyYlZx76et6+VF8j3O4X8RYY/ztElhdtwcVVYzGvDYWVDizhwGmO4zE7K/Qzfl+6Q3L2TEs4WvcsdYb/0wgb0yt73ijKjEHq1zq8M5kMGMSUY3oZByu0kz5LWG5X8e4UBUTgg/WBNwS6/r6IhIjMU+XeWGEfQmVEosp4yVeHKWTImcyIVLHX0Le648acFsECqxumse8Wok/VsgF2a+22BUxWUOZfUUKqnFQhl0eVscabItAwToTUlaRCFLf6PLpAueazA/CrUWUEg5V6QyoxYQvZ9dDIw6tAKGmX8aL4VfGXMq9tHBSHm5vBAfYXQ5e2F1iJTsiNKkNCgzTildNFGsNwj+lEgfKdDNu9ogWeXq0IDHOgTb9nKX0VRcWjkaXWjPrgw6jQE3wAEsZN9q0B9RL7C8XUkdo4Q/uzzHdZa5PcxBLnN0s6DAKdAUzfmNhhX1lKjFXOhyvMbfCZJlWl9keP7W51iOKPnB05KKjIz/6ofWvCCwWBGpqJaKYhZQkzlzrkUSxOOZSi05OD93sFq4U+zfknyFSEDVm4AZmLfRpp3Ty1Eh8XqRpustXi/y5wu99bvcIbfiwYODmZnGHnQcWUTGbci/tOjH+vlrcludjuvkp37Viz5RDF0zzX1TiW5gTBtX2ZgGHmoiKrjiv37phb/VtByof4bIompZEbb2MWz1u97nWGcMFQYUN9b+KoSeigsRzrjb5rClvTM2jb5DXleO3LKzE7vYYOKSXJarx/a0I7Ggi2gx5Y+pNV1tnLQ8m9Qapaum6V+rv4nrUmNnUgOxsJnwczttbPuNm+7TYz05MfPG4vD/BE/yv8Dd97mxggxXOgwAAAABJRU5ErkJggg==) 1 2, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADrklEQVRYhe3Wz28UZRzH8dfM/ujSLC1WMAUNVAEPhhBQD4QoQS960BtHzx79F9yzNz0ajQfjwcSDJ0yMiUY8qJGqQJRgoxWaWmDtj2V3uzs7PzzMNJhKodvijW8y2cnsM5/nPZ/v9/s8T2DIyBpTVUwg3GDIYtCY7W1WbyORu8Uo6thV3K+P2jBi5WEGF1//LJ5AjEXMY26rmpt2IGtMhcXEk8WjCTyPU8XztYiHARiGds36rtz+g6gW/x3BDbSx6fwzXA2kiBCZXX1TlB7DIZzEM3haUZyFW/cdoCv/wjH7a7s9Uj1hNDyFo8U1JXd0H0azxtSm3N00QNCYhavo2lPhwAj7R0izFmbk6dhfQNRRyxpT99QdqmLlaZh3scNKkuMnJsXpftXw9wKgJS/EteuuNbEVgCP2VDlUI0opB/zcPWmQ1VWCy3In6piWpyJEt3Bw2wA1NEE95OgYFdTD0PedY6K0rRo2C91lXJb7VLOBE8OsA2vAv+gn9DKqGTcHVAJ2lliJT+inR+VdcRpncAz7NqqHYRxYg92nlXCxw6Nl5mP6CaspY+WyxHNkMcEZuQuf4LPifnE7AGkx/rSpGk/W+CNiNMzdeGGMTsqf/VApq9pdZSmecC16XZ62q3cCCIYAkDWmjuA7L46P6iWMl3KAVsx4hXJILeRKN/9dTfmtRzN+Dx/h66Axm/5bc9jdsIqu5oCJCv2Mp0Y5OEonoRmRZOwo0UspBQwyhQMtt5fuLQP08K4L3XzCAyOEVfopKyk3BnzV4mKX1Ywrq8ysxhajsnwZ/08nDNuGLVx0rZ9PUgt5qM/1mGbM1R7dlOaAmVXilHZStjx4w4+dL4NzK5e2C7CMCxZjrg+ol5juMN1mvs/fAyph3pZRmpftrgrn21WXOm/j7HrBoYoQssZU3betWx6vMV7OkzjXjwXKVgaUS7HDO94xEl5zu/Kng8Zs6056Qx/JgsZs20KfVpLnfK4fu5VGlgZ0k3xlvD44gp/kZ4TW3ebZypmQGx3+6tGKI+Olt+wKPzXQs7fGznJZxWlJNilPca+AuI8A4xjome2+6uHq+yYqHyA0WsqX5BRzveNYwMz63t8+wK9mnFt5ySt7vkDTznKk4hvzvdRSQjOuyrwmPzFFd5PaEkDA4WD9qrZ35GPdJHK1y2rC8mBSlI5ttA1vC2BdtNG0d+SKUmkBkYV+21Lyg2r4+b1eHroN7xTFVjvpZvSY8ysva5t2vH42+PD6/ZB/EA/i/41/ADFfbL7pF390AAAAAElFTkSuQmCC) 1 2, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 1 2, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 1 2, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 1 2, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 1 2, auto;}
}
div.testarea{
animation:rwdcur41669 2.6666666666667s linear infinite forwards;
}
