@keyframes rwdcur40337 {
0%,6.15%,100% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAAzUlEQVRYhe3SPU7DUBAE4GHeQJwUtonzQy5ARcEdOQctl+AaFEgUiZBIYaHIcpFEfqsXzuBX0GS/fkezqwWcc+7a3eQMxRhLMyvNrAYAkoOkTlIfQjiPyVJOATOrd1+7l3iyRwC66LJfbhbvTdO8AfifAvFkT/Pfh2cGDj+zbdm27WdVVTMAhzFZzCkAACShW2FyN8FqvT5ISiRHbQ9kXkBSp6k+rD4OKgpOQ/G9ul+8SjqOzcp+wpRSmVKqSYJkT7ILIfQ5ec4555y7bn8FykInN5hqXgAAAABJRU5ErkJggg==) 0 0, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAABGUlEQVRYhe3TMU4CQRTG8e+9GRdEAkgIIVYWdib2UnsQb2FNYTyDJWew8wR6B0tjQTZKRjAru/M9GzzAkBAt5tfPvP9MZoAsy7I/JrssIqlcoWcrDGwtXTmyoF0E6WKpqkl7+V2Gx4qTJvCsmvsbBptIgbfD63jrTV9IlikRabkAzEzjdzzZPMmd9eLUBvHC2pyu5zJrQhybWdKeyTcAQGPFMaMMy4f1AAD7V62OhmISPzkCnALgPgNAx00T+cXjJkgtKoWsULDUQpYpw3cNoCt0UZ1/PPZO/avngZdnQetS7l1fShFJCkj+BSS1ruthbOKYtJFunFfqu3O60I4uXFubvQb8RmwfmwLA9tRU1aTTZ1mWZVn2L/wAhiF+mKYJaEcAAAAASUVORK5CYII=) 0 0, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 0, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 0, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 0, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 0, auto;}
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}
div.testarea{
animation:rwdcur40337 1.6s linear infinite forwards;
}
