@keyframes rwdcur42315 {
0%,6.15%,100% {cursor:url(data:image/png;base64,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) 8 5, auto;}
6.25%,12.4% {cursor:url(data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAACAAAAAgCAYAAABzenr0AAAACXBIWXMAAA7EAAAOxAGVKw4bAAADVUlEQVRYhdXXzWucVRQG8F8m07fT6TTNRxtrCX4UNSAiWHQhiguRYARduitiV10Ls3TlSgb8C9y5VFe6kZQqIm7sTq1CbWqkHzExIantTDKZTLo4NyamM5NJJgs98PIO9733PM859znn3uH/ZBVylQP22dctMIrIp6EGqmWavRLIdQEOpW3g0u9ir+BdEUDWZl6+8m9S+7KODioMY0Ck/G6LKd0E0NH6O4CP4eGLfNXP0iAzWNk2pYC+CbKJeDem9kGgZQRJdMNQ55F5KkuUcUboobTDR2HHWG8EkrqbcAhjZOtcmOEVPJa+rexYti9NdNrDWeSKWEWV3CofLnMOp/fhb88LqrixliYdwwhZlfOLQeJEizV77gvtNJCJp1HCII6Kwu8jf5sL13l9x7JGOaqldwK29nL0sPC6ivXEqkA2TWWKl0XURQxUGE3ku7ZOosmhUMNGGjgiMrGGQQoLfDrHR6P8kKbcwmwl3o3gClbKbUBa9oGJOCPyOLPEO4dEN3pCVEW29eQLvJjxbH9MyWE+gQ+lZSWUJqhOtdBIuzKsi2esaOsguI5xocAXMJpI1Hi6ximcTNOHPXh2DLbC2rUK6qIC8imsNVwWbfFv3MM6uUVem4tpVa2rodBirCOBHJHHphDh4wHmJm6k8UXUcJT8Fd6bih5xp4W/+l4JnEJp3lZIt3AVV4QwM5HzjUTiMIUhPr/NeSGZzSO7iaVWIJ2qIBPdT12k+oitkmyIXjwqOlJNbPwxsiIf3OWzUiz9ApfKbTLQicAs5mr4K6JTEymfEfLeDO1OItMvtmyS3Ne8fRzL8fmP5OYB67QFdfw0kyJvYlpswUICGwkAffhV5LgPfwohDOFeJKll+tnlTlih8DG1h0QDmhZ9oICnRFb6RVZ+F1p5VVTH5i3mGisXmcQ3eyYAJ9k4Ic7gYXEtuia6zRqNs+Rv4hehumfwo8j3SCKN3/Dkvghg4yU8KjpMU5Th91SXI7Jvu/DR1tqKMN2GT38iymw70xwrY7y53CN4RwLiTvj8uBDapthWqBc59zOXegXfjUAT2bgQ1QwuU11gcv4AIt+0tmVYjsY3V/XP6VJ/jncPErwjgWTfLWGBxgDvn+XLgwTvyo5z9Q3eOoh/Qf9Juw88+ONAJ8cpygAAAABJRU5ErkJggg==) 8 5, auto;}
12.5%,18.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
18.75%,24.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
25%,31.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
31.25%,37.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
37.5%,43.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
43.75%,49.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
50%,56.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
56.25%,62.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
62.5%,68.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
68.75%,74.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
75%,81.15% {cursor:url(data:image/png;base64,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) 8 5, auto;}
81.25%,87.4% {cursor:url(data:image/png;base64,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) 8 5, auto;}
87.5%,93.65% {cursor:url(data:image/png;base64,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) 8 5, auto;}
93.75%,99.9% {cursor:url(data:image/png;base64,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) 8 5, auto;}
}
div.testarea{
animation:rwdcur42315 2.6666666666667s linear infinite forwards;
}
