@keyframes rwdcur104594 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 0 23, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,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) 0 23, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 0 23, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 0 23, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 0 23, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 0 23, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 0 23, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 0 23, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 0 23, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 0 23, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 0 23, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAAEs0lEQVRYhe2VS4hcRRSGv6r76p7u6e5MpieTIYkXjSFjJojBqBHNSl1IEAzo0uBCcCu4UBG5G3HhTlDBbHQpilm4UBHFhcREiZqnCZNHG5PJPDo904/p7vuqcnGrZQgziqBunB+K4tY9j/+vc6oK1rGOdaxjHf93CB34AC5gm7VEBLXovyRQXGVdAX0R1NS/TUCusZ4DKjrwXR349ho2/whuDS6BITO7QAIoHfhKBLXuXwUz5cwZ36KZ+8D8Wrt5awmGgAowbshFQB1oAV0R1JZWSTogO/AbAUrAKNAw/hFQM4K6K8WsJCCN8zYTsDTYAeCqUVIHGiKoDZK7xnYKuBfYZ+xaZr5u5lngPDBI3BJBrYNROQKMrSAhzfbZhkDO/K8blQnQMr1RBB4EngTGEBxAo4DLwIzxPQZsNYLmgXNAUQd+VwQ1ZQOPm6SRSVAz38okGJRmP3AN+FEHfmSI7wGeQ/AEApBiIGI7iY6Mnw9cNHHGTPyuERjZhll5heIycPqbWu+jck4ynrc+kZH6ITdsby7nBCAi4FlgGngBUHgySx4p8CSEil8WoruEgJ2j7uvApNmNjikJRiC2+ZGYIZnuvQrgVx2iVLHZlgdpxAeP1GMu3Ix4aTwHnuSzvsLfYDFZdkAoOqHCsQReoiDSdBPNUk+xc275MAlwd+FJU0bX9EAyIGABfHmp95oQ8AiAJxl2JRuLNtgSZkPCFAqOBc0YSg6tUHFyVjEZakgUx1LwKxbbXQk5i7wtCB2ZyVro896J9EjFs3h6qnAIOGrIIMk6eAvAkCMhJ6EgGMkLEAIa2a2cs7ORnQuFAPI20FFgSwqOJFXAsA0jDmGiCVMFsYKyhWtBM0whO5rjOvBLAOKrQ5t0yZNcbiQUPEmcKIqeZPOwxa6qy5XFBEtC3pHcaCdM34zJOZJUKSwp2TvhkSrFxUbKQ9tcRNnJ+qGTMLMYc3Y+ZqxgcWkx5kY7BaAVprz88IaqCGp1e0vJ4moz5UYnZUJAP4GlMGa2rVjsaQB2bHQoe4Ihx6FakLRDRd52aPQU5+shyxFYEoQjwRZQzi7YCQ0TJZtLNyP235bn0wsdujGEScaDwcGJU7jeCjk5F9FLMpaRSjkzHzLTSphpx3z3W5+lXorS4FmSUk6yrWJjCYlrweSoQxKprGzNBDwBoy642XOTKMVjdwwRpfD1lSaDF9c+fKLJlaVlujEoDTs2Vhly4Pi1LhPDHnYBPr/YZSRvUcpJSp5gbMhmuGgR9xWOBUpLhIB6N2W8nWSdZQlwJJ12QqOvubgY0+wp3v+5wak5/oD95tFloQN/6u3vW6evNlOeqUiYi/lgYZkNOZuDrgNVlxdrXXaPedzjZYriUOHYgvv6CuoxX8QOlbxkPOqDlPxqmrraitm7lPChgpl2yqk5BCsweA2LAEv9BH7qgAvHp6HRa/JKyYKKQyVvc24hZF/swJzi25zkQj3m+TMNqMFbd8K+rWXuT4DFhDfcrL7vbPJg2GK+nfLx2QarQge+rQN/VAc+GrQGDeh3D4xoPYnWUwVdBf3ABFrvLmi9p6Cf2oXeUshsB/awxvejZa0Dv7J69rWhby+j/67TSn8z/hS/A7yCArbZgMvtAAAAAElFTkSuQmCC) 0 23, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 0 23, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 0 23, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 0 23, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 0 23, auto;}
}
div.testarea{
animation:rwdcur104594 2.6666666666667s linear infinite forwards;
}
