@keyframes rwdcur153871 {
0%,2.5666666666667%,100% {cursor:url(data:image/png;base64,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) 23 23, auto;}
2.6666666666667%,6.5666666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
6.6666666666667%,10.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
10.666666666667%,15.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
16%,21.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
21.333333333333%,26.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
26.666666666667%,31.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
32%,37.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
37.333333333333%,43.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
44%,53.233333333333% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAADAAAAAwCAYAAABXAvmHAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEFklEQVRoge2Zz4vkVBDHPxWaEJt2ZxaZVXERXPQgeBD3lL6sizD/xfypIl66ERH/Ag+DBxk8jO4Ms9nenpSHVy95nUnSSabfojgFj/S8SerV729VAg/0QP9vkndwRhL8LmMyj0GJKrdACsxinBdbgZld59RKHJSie4Al8J/2wAqIZH2Iq0CiypV5IIr1icXUyFk8sgemME2oFS/pLo3unjoH9hlrKN+WQ4ZTojm3qrwFskGCre4I185XudWct9QVa5BsYz2QsAIRPrSDNra/octiywE8IRXhsSqXCJntbzt5Nh4eRSK8D6A5F6pcAunp6WnWyWvVf75Z/jWQifCJ7R8csasDcaFzrIoCT4EnwCPuejNTRTVHga+BT+3ZkGbAo4DXR8Cx3TfIuGM9UOLCpRDhCNhozgUuZoflRH1uajGfWkhugBugoC8kGzSlCnklAJA1J6r8CSDCByZA0Se89Uc+l2a4eN8Ea3AITcUBr4S3mE/Wha0MmLUk8AzIgn0fUoXxGiW8ZziVfK3emOUXqpxDZdnmOakqV/b/z5DqbG/17RQhDoHEW2oLVp5Q5cLfoMrPwCKwvA8b78FJwh+SEhwuPAGeaY6qNparRt8AXwHP7N459zRi10SWUDdgQw9IgHll+SXImpc49P7e44EIz4FXtm5oj3kfnnvBrE2BqkqwxAFR37WNHFq/VOUHE/qFKj/u3N8PcASl1SvRqlRrEovwHr4nccmWKJxXhzavXtldCj13t6w2lWkYR3Mudvapu4BQiVYPmGK+BfahlLJ/NJxZwvoQegEUmvNTIMR3GBjSnby+TIce8FixU26H5kCoVB/apsBCc369EyJ1TnghrgkAsUWBZrhsAyUGNXptSvmWYd6yFmG18b99RQK+DX5/jqtCiw5ebau1VRkDZDstRItyDlVXgLAR4bnm/AJB2NReKYNrwT26z8lIrKqICPiqtTSEdTy9YJ42wI0IXwCl5vxmlerE/j9ZickKmPA1D2f5EGEJ9gtczL+q9hzN2U3Q0XSfXijBgdQbET7GxSdQCRvGalhBSqvxmeacy7p6Nqz10RVIVLkV4UjWnBgfXxZ9O522PBdaemvCo8qVny94B+20q0ZLUOVv+9uHzTVhPLejbQkUZ2dnBXCtyh8Gar7KDB7op1BiZfAYN/71j5R12ewdKY3H04B3tJEyMctfUlu+ewTc0+8QjKiq/D7lPeroHJA1R8Grj/4xMOhjOqjCFhEeU+fNYMOOVSAEs7D8tSfdfg80eW5xwg9O5KlvJYa9Pag7zn29SxVKjJyNY35iylR5LcKXJsxftiYBVhdFeWNckfNAmCcHn33jfuBwOXCvFngfxf5CAxGtD3EVKG0EjGZ9iJsD2+BaEskDsT90R/3I/UD/BvoHpSequJgm71wAAAAASUVORK5CYII=) 23 23, auto;}
53.333333333333%,62.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
62.666666666667%,71.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
72%,79.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
80%,86.566666666667% {cursor:url(data:image/png;base64,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) 23 23, auto;}
86.666666666667%,93.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
93.333333333333%,97.233333333333% {cursor:url(data:image/png;base64,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) 23 23, auto;}
97.333333333333%,99.9% {cursor:url(data:image/png;base64,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) 23 23, auto;}
}
div.testarea{
animation:rwdcur153871 1.25s linear infinite forwards;
}